{"id":25,"date":"2025-05-13T10:18:54","date_gmt":"2025-05-13T10:18:54","guid":{"rendered":"https:\/\/akademiamatura.pl\/?page_id=25"},"modified":"2025-05-20T09:45:23","modified_gmt":"2025-05-20T09:45:23","slug":"landing-page","status":"publish","type":"page","link":"https:\/\/akademiamatura.pl\/","title":{"rendered":"Landing Page"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"25\" class=\"elementor elementor-25\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1518c76 e-con-full e-flex e-con e-parent\" data-id=\"1518c76\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4a02594 e-flex e-con-boxed e-con e-parent\" data-id=\"4a02594\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-40dfe07 e-con-full e-flex e-con e-child\" data-id=\"40dfe07\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5ae6b1f elementor-widget__width-initial elementor-absolute e-transform elementor-widget elementor-widget-heading\" data-id=\"5ae6b1f\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;,&quot;_transform_rotateZ_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:-15,&quot;sizes&quot;:[]},&quot;_transform_rotateZ_effect_tablet&quot;:{&quot;unit&quot;:&quot;deg&quot;,&quot;size&quot;:-10,&quot;sizes&quot;:[]},&quot;_transform_rotateZ_effect_mobile&quot;:{&quot;unit&quot;:&quot;deg&quot;,&quot;size&quot;:-8,&quot;sizes&quot;:[]}}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">15% zni\u017cki do 15.01<\/h6>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-765c0cd elementor-widget elementor-widget-heading\" data-id=\"765c0cd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Przygotuj si\u0119&nbsp;do matury z matematyki z <span class=\"purple\">korepetytorem AI<\/span><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-94011c8 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"94011c8\" data-element_type=\"widget\" data-e-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;\">Nowoczesny kurs maturalny stworzony specjalnie tak, aby zminimalizowa\u0107 koszty i zwi\u0119kszy\u0107 efekty<\/span><\/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-2b4a188 e-con-full e-flex e-con e-child\" data-id=\"2b4a188\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d6bc69f elementor-widget elementor-widget-button\" data-id=\"d6bc69f\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Wypr\u00f3buj za darmo<\/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<div class=\"elementor-element elementor-element-7b3928b e-con-full e-flex e-con e-child\" data-id=\"7b3928b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0ef0651 elementor-widget elementor-widget-button\" data-id=\"0ef0651\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Click here<\/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-87511d1 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"87511d1\" data-element_type=\"widget\" data-e-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-fas-play-circle\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M256 8C119 8 8 119 8 256s111 248 248 248 248-111 248-248S393 8 256 8zm115.7 272l-176 101c-15.8 8.8-35.7-2.5-35.7-21V152c0-18.4 19.8-29.8 35.7-21l176 107c16.4 9.2 16.4 32.9 0 42z\"><\/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<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e7c32b0 e-con-full e-flex e-con e-child\" data-id=\"e7c32b0\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-be493ee elementor-widget elementor-widget-image\" data-id=\"be493ee\" data-element_type=\"widget\" data-e-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=\"709\" height=\"552\" src=\"https:\/\/akademiamatura.pl\/wp-content\/uploads\/2025\/05\/tinypeople.svg\" class=\"attachment-large size-large wp-image-164\" 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>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-77cbc22 e-flex e-con-boxed e-con e-parent\" data-id=\"77cbc22\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0ba2cb4 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"0ba2cb4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">O nas<\/h6>\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-ae678dd e-flex e-con-boxed e-con e-parent\" data-id=\"ae678dd\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4470603 about-us elementor-widget elementor-widget-heading\" data-id=\"4470603\" data-element_type=\"widget\" data-e-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 class=\"gray\">Jeste\u015bmy pasjonatami nowoczesnych technologii oraz przekazywania wiedzy, kt\u00f3r\u0105 posiadamy.<\/span> Dlatego w\u0142a\u015bnie stworzyli\u015bmy platform\u0119 kt\u00f3ra pozwoli Ci przygotowa\u0107 Ci\u0119 do matury w spos\u00f3b, kt\u00f3ry jest zarazem efektywny i ciekawy.<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a14d070 e-con-full e-grid e-con e-child\" data-id=\"a14d070\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-a5e7a95 e-con-full e-flex e-con e-child\" data-id=\"a5e7a95\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b7e49c1 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"b7e49c1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">800+<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b742aa6 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"b742aa6\" data-element_type=\"widget\" data-e-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>Zada\u0144 zgodnych z podstaw\u0105 programow\u0105<\/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-2064f4f e-con-full e-flex e-con e-child\" data-id=\"2064f4f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4e4d323 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"4e4d323\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">AI<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9601ddf elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"9601ddf\" data-element_type=\"widget\" data-e-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>Model AI szkolony specjalnie pod matur\u0119<\/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-fdaff83 e-con-full e-flex e-con e-child\" data-id=\"fdaff83\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9a4c2f4 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"9a4c2f4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">&lt;span 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(\/figma)-->\"&gt;<\/span>20+<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2daace9 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"2daace9\" data-element_type=\"widget\" data-e-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;\">Godzin lekcji wideo dost\u0119pnych na \u017c\u0105danie<\/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\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-795528d e-flex e-con-boxed e-con e-parent\" data-id=\"795528d\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-cbd3c31 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"cbd3c31\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Na czym polega nasz kurs?<\/h6>\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-4ebe719 e-flex e-con-boxed e-con e-parent\" data-id=\"4ebe719\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c3f853e elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"c3f853e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Poznaj jak dzia\u0142a nasz kurs <span class=\"purple\">Akademia Matura AI<\/span><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div 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zdj\u0119cie rozwi\u0105zania<\/h5>\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-cecf95e e-con-full e-flex e-con e-child\" data-id=\"cecf95e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2b288f4 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"2b288f4\" data-element_type=\"widget\" data-e-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-fas-pen-nib\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M136.6 138.79a64.003 64.003 0 0 0-43.31 41.35L0 460l14.69 14.69L164.8 324.58c-2.99-6.26-4.8-13.18-4.8-20.58 0-26.51 21.49-48 48-48s48 21.49 48 48-21.49 48-48 48c-7.4 0-14.32-1.81-20.58-4.8L37.31 497.31 52 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data-id=\"c65f522\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-75d42f7 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"75d42f7\" data-element_type=\"widget\" data-e-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-fas-cubes\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M488.6 250.2L392 214V105.5c0-15-9.3-28.4-23.4-33.7l-100-37.5c-8.1-3.1-17.1-3.1-25.3 0l-100 37.5c-14.1 5.3-23.4 18.7-23.4 33.7V214l-96.6 36.2C9.3 255.5 0 268.9 0 283.9V394c0 13.6 7.7 26.1 19.9 32.2l100 50c10.1 5.1 22.1 5.1 32.2 0l103.9-52 103.9 52c10.1 5.1 22.1 5.1 32.2 0l100-50c12.2-6.1 19.9-18.6 19.9-32.2V283.9c0-15-9.3-28.4-23.4-33.7zM358 214.8l-85 31.9v-68.2l85-37v73.3zM154 104.1l102-38.2 102 38.2v.6l-102 41.4-102-41.4v-.6zm84 291.1l-85 42.5v-79.1l85-38.8v75.4zm0-112l-102 41.4-102-41.4v-.6l102-38.2 102 38.2v.6zm240 112l-85 42.5v-79.1l85-38.8v75.4zm0-112l-102 41.4-102-41.4v-.6l102-38.2 102 38.2v.6z\"><\/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-5154e3c elementor-widget elementor-widget-heading\" data-id=\"5154e3c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">&lt;span data-metadata=&quot;<!--(figmeta)eyJmaWxlS2V5IjoiRmlHQlBWalJwYmlzR0llYkJuRkZGayIsInBhc3RlSUQiOjU0MTA3NzI2NSwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"&gt;<\/span>Sztuczna inteligencja \npomo\u017ce ci rozwi\u0105za\u0107 zadania<\/h5>\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-03afdd5 e-flex e-con-boxed e-con e-parent\" data-id=\"03afdd5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9c6293d elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"9c6293d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Na czym polega nasz kurs?<\/h6>\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-4c7c3d0 e-flex e-con-boxed e-con e-parent\" data-id=\"4c7c3d0\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ba62460 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"ba62460\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Sprawd\u017a ceny kursu <br><font color=\"#795acd\">dopasowane do twojego stylu nauki<\/font><\/h1>\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-e5188b5 e-flex e-con-boxed e-con e-parent\" data-id=\"e5188b5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-5f5e98c e-con-full e-flex e-con e-child\" data-id=\"5f5e98c\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-c205fb9 e-con-full e-flex e-con e-child\" data-id=\"c205fb9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-41149ac elementor-widget elementor-widget-heading\" data-id=\"41149ac\" data-element_type=\"widget\" data-e-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\">Matematyka<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fcfc3cc elementor-widget elementor-widget-heading\" data-id=\"fcfc3cc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Poziom podstawowy<\/h5>\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-e2fca9a e-con-full e-grid e-con e-child\" data-id=\"e2fca9a\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4a8b287 elementor-widget__width-initial elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4a8b287\" data-element_type=\"widget\" data-e-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-fas-video\" viewBox=\"0 0 576 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M336.2 64H47.8C21.4 64 0 85.4 0 111.8v288.4C0 426.6 21.4 448 47.8 448h288.4c26.4 0 47.8-21.4 47.8-47.8V111.8c0-26.4-21.4-47.8-47.8-47.8zm189.4 37.7L416 177.3v157.4l109.6 75.5c21.2 14.6 50.4-.3 50.4-25.8V127.5c0-25.4-29.1-40.4-50.4-25.8z\"><\/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-9397aeb elementor-widget elementor-widget-heading\" data-id=\"9397aeb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">40h wyk\u0142ad\u00f3w<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eaf3616 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"eaf3616\" data-element_type=\"widget\" data-e-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-c744e72 elementor-widget elementor-widget-heading\" data-id=\"c744e72\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">800+ zada\u0144 maturalnych z rozwi\u0105zaniem<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4e30286 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4e30286\" data-element_type=\"widget\" data-e-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-fas-brain\" viewBox=\"0 0 576 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M208 0c-29.9 0-54.7 20.5-61.8 48.2-.8 0-1.4-.2-2.2-.2-35.3 0-64 28.7-64 64 0 4.8.6 9.5 1.7 14C52.5 138 32 166.6 32 200c0 12.6 3.2 24.3 8.3 34.9C16.3 248.7 0 274.3 0 304c0 33.3 20.4 61.9 49.4 73.9-.9 4.6-1.4 9.3-1.4 14.1 0 39.8 32.2 72 72 72 4.1 0 8.1-.5 12-1.2 9.6 28.5 36.2 49.2 68 49.2 39.8 0 72-32.2 72-72V64c0-35.3-28.7-64-64-64zm368 304c0-29.7-16.3-55.3-40.3-69.1 5.2-10.6 8.3-22.3 8.3-34.9 0-33.4-20.5-62-49.7-74 1-4.5 1.7-9.2 1.7-14 0-35.3-28.7-64-64-64-.8 0-1.5.2-2.2.2C422.7 20.5 397.9 0 368 0c-35.3 0-64 28.6-64 64v376c0 39.8 32.2 72 72 72 31.8 0 58.4-20.7 68-49.2 3.9.7 7.9 1.2 12 1.2 39.8 0 72-32.2 72-72 0-4.8-.5-9.5-1.4-14.1 29-12 49.4-40.6 49.4-73.9z\"><\/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-5cc346d elementor-widget elementor-widget-heading\" data-id=\"5cc346d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">Profesjonalny model AI sprawdzaj\u0105cy rozwi\u0105zania<\/p>\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-ee15d76 e-con-full e-flex e-con e-child\" data-id=\"ee15d76\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-27afc05 elementor-widget elementor-widget-heading\" data-id=\"27afc05\" data-element_type=\"widget\" data-e-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\">69 z\u0142 \/ mies.<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1aea1ba elementor-widget elementor-widget-heading\" data-id=\"1aea1ba\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">przy zakupie na 6 miesi\u0119cy<\/h5>\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-7e7e43c elementor-align-justify elementor-widget__width-initial elementor-widget elementor-widget-button\" data-id=\"7e7e43c\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"https:\/\/akademiamatura.pl?add-to-cart=277&#038;quantity=1&#038;e-redirect=https:\/\/akademiamatura.pl\/?product=matematyka-poziom-podstawowy\" target=\"_blank\">\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\">Wybieram<\/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-27d6c0b elementor-align-center elementor-widget elementor-widget-button\" data-id=\"27d6c0b\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Zobacz wi\u0119cej<\/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>\n\t\t<div class=\"elementor-element elementor-element-be7f0e2 e-con-full e-flex e-con e-child\" data-id=\"be7f0e2\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-4df6004 e-con-full e-flex e-con e-child\" data-id=\"4df6004\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-eb50843 elementor-widget elementor-widget-heading\" data-id=\"eb50843\" data-element_type=\"widget\" data-e-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\">Matematyka<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8560824 elementor-widget elementor-widget-heading\" data-id=\"8560824\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Poziom Rozszerzony<\/h5>\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-6a6d540 e-con-full e-grid e-con e-child\" data-id=\"6a6d540\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-222d4f9 elementor-widget__width-initial elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"222d4f9\" data-element_type=\"widget\" data-e-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-fas-video\" viewBox=\"0 0 576 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M336.2 64H47.8C21.4 64 0 85.4 0 111.8v288.4C0 426.6 21.4 448 47.8 448h288.4c26.4 0 47.8-21.4 47.8-47.8V111.8c0-26.4-21.4-47.8-47.8-47.8zm189.4 37.7L416 177.3v157.4l109.6 75.5c21.2 14.6 50.4-.3 50.4-25.8V127.5c0-25.4-29.1-40.4-50.4-25.8z\"><\/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-a65c73d elementor-widget elementor-widget-heading\" data-id=\"a65c73d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">40h wyk\u0142ad\u00f3w<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6f8187d elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"6f8187d\" data-element_type=\"widget\" data-e-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-e6866a5 elementor-widget elementor-widget-heading\" data-id=\"e6866a5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">800+ zada\u0144 maturalnych z rozwi\u0105zaniem<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4166eb9 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4166eb9\" data-element_type=\"widget\" data-e-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-fas-brain\" viewBox=\"0 0 576 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M208 0c-29.9 0-54.7 20.5-61.8 48.2-.8 0-1.4-.2-2.2-.2-35.3 0-64 28.7-64 64 0 4.8.6 9.5 1.7 14C52.5 138 32 166.6 32 200c0 12.6 3.2 24.3 8.3 34.9C16.3 248.7 0 274.3 0 304c0 33.3 20.4 61.9 49.4 73.9-.9 4.6-1.4 9.3-1.4 14.1 0 39.8 32.2 72 72 72 4.1 0 8.1-.5 12-1.2 9.6 28.5 36.2 49.2 68 49.2 39.8 0 72-32.2 72-72V64c0-35.3-28.7-64-64-64zm368 304c0-29.7-16.3-55.3-40.3-69.1 5.2-10.6 8.3-22.3 8.3-34.9 0-33.4-20.5-62-49.7-74 1-4.5 1.7-9.2 1.7-14 0-35.3-28.7-64-64-64-.8 0-1.5.2-2.2.2C422.7 20.5 397.9 0 368 0c-35.3 0-64 28.6-64 64v376c0 39.8 32.2 72 72 72 31.8 0 58.4-20.7 68-49.2 3.9.7 7.9 1.2 12 1.2 39.8 0 72-32.2 72-72 0-4.8-.5-9.5-1.4-14.1 29-12 49.4-40.6 49.4-73.9z\"><\/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-2b6a381 elementor-widget elementor-widget-heading\" data-id=\"2b6a381\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">Profesjonalny model AI sprawdzaj\u0105cy rozwi\u0105zania<\/p>\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-41ba46d e-con-full e-flex e-con e-child\" data-id=\"41ba46d\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-27986a9 elementor-widget elementor-widget-heading\" data-id=\"27986a9\" data-element_type=\"widget\" data-e-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\">69 z\u0142 \/ mies.<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8de74bd elementor-widget elementor-widget-heading\" data-id=\"8de74bd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">przy zakupie na 6 miesi\u0119cy<\/h5>\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-d1b73cf elementor-align-justify elementor-widget__width-initial elementor-widget elementor-widget-button\" data-id=\"d1b73cf\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"https:\/\/akademiamatura.pl?add-to-cart=278&#038;quantity=1&#038;e-redirect=https:\/\/akademiamatura.pl\/?product=matematyka-poziom-rozszerzony\">\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\">Wybieram<\/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>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9be80a9 e-flex e-con-boxed e-con e-parent\" data-id=\"9be80a9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c6fbc45 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"c6fbc45\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Na czym polega nasz kurs?<\/h6>\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-2f1f30c e-flex e-con-boxed e-con e-parent\" data-id=\"2f1f30c\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3fbaf88 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"3fbaf88\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Dlaczego nasz kurs jest doskona\u0142ym wyborem <span class=\"purple\"> \u017ceby przygotowa\u0107 si\u0119 do matury?<\/span><\/h1>\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-a7522bd e-flex e-con-boxed e-con e-parent\" data-id=\"a7522bd\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-a942066 e-con-full e-flex e-con e-child\" data-id=\"a942066\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5017056 elementor-widget elementor-widget-heading\" data-id=\"5017056\" data-element_type=\"widget\" data-e-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\">Szybkie tempo nauki \ndzi\u0119ki<span class=\"purple\"> natychmiastowym odpowiedziom AI<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-75970ed elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"75970ed\" data-element_type=\"widget\" data-e-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>Postanowili\u015bmy maksymalnie wykorzysta\u0107 mo\u017cliwo\u015bci AI, aby szybko i skutecznie pom\u00f3c Ci przygotowa\u0107 si\u0119 do matury. <br \/><br \/>Dzi\u0119ki temu specjalnie szkolony model AI daje \u015bwietn\u0105 alternatyw\u0119 dla klasycznych korepetycji przy zdecydowanie ni\u017cszej cenie!<\/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-ed8e959 e-con-full e-flex e-con e-child\" data-id=\"ed8e959\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0299e93 elementor-widget elementor-widget-button\" data-id=\"0299e93\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Wypr\u00f3buj za darmo<\/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>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-fe1e7b3 e-con-full e-flex e-con e-child\" data-id=\"fe1e7b3\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a2adb1e elementor-widget elementor-widget-image\" data-id=\"a2adb1e\" data-element_type=\"widget\" data-e-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=\"626\" height=\"471\" src=\"https:\/\/akademiamatura.pl\/wp-content\/uploads\/2025\/05\/elements_18_.svg\" class=\"attachment-large size-large wp-image-362\" 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>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-31f9652 e-flex e-con-boxed e-con e-parent\" data-id=\"31f9652\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-55e315e e-con-full e-flex e-con e-child\" data-id=\"55e315e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a575e6d elementor-widget elementor-widget-image\" data-id=\"a575e6d\" data-element_type=\"widget\" data-e-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=\"589\" height=\"410\" src=\"https:\/\/akademiamatura.pl\/wp-content\/uploads\/2025\/05\/Homepage-dashboard-course-1-e1747396565436.png\" class=\"attachment-large size-large wp-image-363\" alt=\"\" srcset=\"https:\/\/akademiamatura.pl\/wp-content\/uploads\/2025\/05\/Homepage-dashboard-course-1-e1747396565436.png 589w, https:\/\/akademiamatura.pl\/wp-content\/uploads\/2025\/05\/Homepage-dashboard-course-1-e1747396565436-300x209.png 300w\" sizes=\"(max-width: 589px) 100vw, 589px\" \/>\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-e8cd108 e-con-full e-flex e-con e-child\" data-id=\"e8cd108\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f8a8f24 elementor-widget elementor-widget-heading\" data-id=\"f8a8f24\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Intuicyjny interfejs kursu pozwala na <span class=\"purple\"> szybk\u0105 i wygodn\u0105 nauk\u0119 do matury<\/span><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b558a54 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"b558a54\" data-element_type=\"widget\" data-e-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>Postanowili\u015bmy maksymalnie wykorzysta\u0107 mo\u017cliwo\u015bci AI, aby szybko i skutecznie pom\u00f3c Ci przygotowa\u0107 si\u0119 do matury. <br \/><br \/>Dzi\u0119ki temu specjalnie szkolony model AI daje \u015bwietn\u0105 alternatyw\u0119 dla klasycznych korepetycji przy zdecydowanie ni\u017cszej cenie!<\/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-3eff7fc e-con-full e-flex e-con e-child\" data-id=\"3eff7fc\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-984b5ef elementor-widget elementor-widget-button\" data-id=\"984b5ef\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Wypr\u00f3buj za darmo<\/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>\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-1295f24 e-flex e-con-boxed e-con e-parent\" data-id=\"1295f24\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-d963a4f e-con-full e-flex e-con e-child\" data-id=\"d963a4f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-fc3a7c9 elementor-widget elementor-widget-heading\" data-id=\"fc3a7c9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Komfort i wygoda! <span class=\"purple\">Ucz si\u0119 gdzie chcesz i kiedy chcesz<\/span><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-247d0a6 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"247d0a6\" data-element_type=\"widget\" data-e-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>Postanowili\u015bmy maksymalnie wykorzysta\u0107 mo\u017cliwo\u015bci AI, aby szybko i skutecznie pom\u00f3c Ci przygotowa\u0107 si\u0119 do matury. <br \/><br \/>Dzi\u0119ki temu specjalnie szkolony model AI daje \u015bwietn\u0105 alternatyw\u0119 dla klasycznych korepetycji przy zdecydowanie ni\u017cszej cenie!<\/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-f3871e5 e-con-full e-flex e-con e-child\" data-id=\"f3871e5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-72eacd4 elementor-widget elementor-widget-button\" data-id=\"72eacd4\" data-element_type=\"widget\" data-e-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-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Wypr\u00f3buj za darmo<\/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>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-681991d e-con-full e-flex e-con e-child\" data-id=\"681991d\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ff6f6dc elementor-widget elementor-widget-image\" data-id=\"ff6f6dc\" data-element_type=\"widget\" data-e-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=\"595\" height=\"482\" src=\"https:\/\/akademiamatura.pl\/wp-content\/uploads\/2025\/05\/Group.svg\" class=\"attachment-large size-large wp-image-382\" 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>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0f2094b e-flex e-con-boxed e-con e-parent\" data-id=\"0f2094b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e780d00 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"e780d00\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">FAQ<\/h6>\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-a29f2b9 e-flex e-con-boxed e-con e-parent\" data-id=\"a29f2b9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-11be747 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"11be747\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Najcz\u0119\u015bciej zadawane pytania<\/h1>\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-a49ca1a e-flex e-con-boxed e-con e-parent\" data-id=\"a49ca1a\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-edc31c8 elementor-widget elementor-widget-n-accordion\" data-id=\"edc31c8\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;default_state&quot;:&quot;all_collapsed&quot;,&quot;n_accordion_animation_duration&quot;:{&quot;unit&quot;:&quot;ms&quot;,&quot;size&quot;:300,&quot;sizes&quot;:[]},&quot;max_items_expended&quot;:&quot;one&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-2490\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"1\" tabindex=\"0\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-2490\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><h4 class=\"e-n-accordion-item-title-text\"> Czy AI jest wystarczaj\u0105co dobre, \u017ceby przygotowa\u0107 mnie do matury? <\/h4><\/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-chevron-up\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M240.971 130.524l194.343 194.343c9.373 9.373 9.373 24.569 0 33.941l-22.667 22.667c-9.357 9.357-24.522 9.375-33.901.04L224 227.495 69.255 381.516c-9.379 9.335-24.544 9.317-33.901-.04l-22.667-22.667c-9.373-9.373-9.373-24.569 0-33.941L207.03 130.525c9.372-9.373 24.568-9.373 33.941-.001z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-chevron-down\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M207.029 381.476L12.686 187.132c-9.373-9.373-9.373-24.569 0-33.941l22.667-22.667c9.357-9.357 24.522-9.375 33.901-.04L224 284.505l154.745-154.021c9.379-9.335 24.544-9.317 33.901.04l22.667 22.667c9.373 9.373 9.373 24.569 0 33.941L240.971 381.476c-9.373 9.372-24.569 9.372-33.942 0z\"><\/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-2490\" class=\"elementor-element elementor-element-528ff71 e-con-full e-flex e-con e-child\" data-id=\"528ff71\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e4abe37 elementor-widget elementor-widget-text-editor\" data-id=\"e4abe37\" data-element_type=\"widget\" data-e-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>Lorem ipsum dolor sit amet, consectetur adipiscing elit. Ut elit tellus, luctus nec ullamcorper mattis, pulvinar dapibus leo.<\/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-2491\" 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-2491\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><h4 class=\"e-n-accordion-item-title-text\"> Ile zdj\u0119\u0107 mog\u0119 maksymalnie wys\u0142a\u0107 do AI dziennie? <\/h4><\/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-chevron-up\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M240.971 130.524l194.343 194.343c9.373 9.373 9.373 24.569 0 33.941l-22.667 22.667c-9.357 9.357-24.522 9.375-33.901.04L224 227.495 69.255 381.516c-9.379 9.335-24.544 9.317-33.901-.04l-22.667-22.667c-9.373-9.373-9.373-24.569 0-33.941L207.03 130.525c9.372-9.373 24.568-9.373 33.941-.001z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-chevron-down\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M207.029 381.476L12.686 187.132c-9.373-9.373-9.373-24.569 0-33.941l22.667-22.667c9.357-9.357 24.522-9.375 33.901-.04L224 284.505l154.745-154.021c9.379-9.335 24.544-9.317 33.901.04l22.667 22.667c9.373 9.373 9.373 24.569 0 33.941L240.971 381.476c-9.373 9.372-24.569 9.372-33.942 0z\"><\/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-2491\" class=\"elementor-element elementor-element-c0a734f e-con-full e-flex e-con e-child\" data-id=\"c0a734f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-10ab88e elementor-widget elementor-widget-text-editor\" data-id=\"10ab88e\" data-element_type=\"widget\" data-e-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>Lorem ipsum dolor sit amet, consectetur adipiscing elit. Ut elit tellus, luctus nec ullamcorper mattis, pulvinar dapibus leo.<\/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-2492\" 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-2492\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><h4 class=\"e-n-accordion-item-title-text\"> Jaki wynik mog\u0119 osi\u0105gn\u0105\u0107 na maturze z tym kursem? <\/h4><\/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-chevron-up\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M240.971 130.524l194.343 194.343c9.373 9.373 9.373 24.569 0 33.941l-22.667 22.667c-9.357 9.357-24.522 9.375-33.901.04L224 227.495 69.255 381.516c-9.379 9.335-24.544 9.317-33.901-.04l-22.667-22.667c-9.373-9.373-9.373-24.569 0-33.941L207.03 130.525c9.372-9.373 24.568-9.373 33.941-.001z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-chevron-down\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M207.029 381.476L12.686 187.132c-9.373-9.373-9.373-24.569 0-33.941l22.667-22.667c9.357-9.357 24.522-9.375 33.901-.04L224 284.505l154.745-154.021c9.379-9.335 24.544-9.317 33.901.04l22.667 22.667c9.373 9.373 9.373 24.569 0 33.941L240.971 381.476c-9.373 9.372-24.569 9.372-33.942 0z\"><\/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-2492\" class=\"elementor-element elementor-element-2244fb6 e-con-full e-flex e-con e-child\" data-id=\"2244fb6\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-125ab5e elementor-widget elementor-widget-text-editor\" data-id=\"125ab5e\" data-element_type=\"widget\" data-e-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>Lorem ipsum dolor sit amet, consectetur adipiscing elit. Ut elit tellus, luctus nec ullamcorper mattis, pulvinar dapibus leo.<\/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<script type=\"application\/ld+json\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@type\":\"FAQPage\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"Czy AI jest wystarczaj\\u0105co dobre, \\u017ceby przygotowa\\u0107 mnie do matury?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Lorem ipsum dolor sit amet, consectetur adipiscing elit. Ut elit tellus, luctus nec ullamcorper mattis, pulvinar dapibus leo.\"}},{\"@type\":\"Question\",\"name\":\"Ile zdj\\u0119\\u0107 mog\\u0119 maksymalnie wys\\u0142a\\u0107 do AI dziennie?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Lorem ipsum dolor sit amet, consectetur adipiscing elit. 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Dlatego w\u0142a\u015bnie stworzyli\u015bmy platform\u0119 kt\u00f3ra pozwoli Ci przygotowa\u0107 Ci\u0119 do matury w spos\u00f3b, kt\u00f3ry jest [&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-25","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=\/wp\/v2\/pages\/25","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=25"}],"version-history":[{"count":244,"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=\/wp\/v2\/pages\/25\/revisions"}],"predecessor-version":[{"id":451,"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=\/wp\/v2\/pages\/25\/revisions\/451"}],"wp:attachment":[{"href":"https:\/\/akademiamatura.pl\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=25"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}