{"id":2330,"date":"2025-12-04T10:31:24","date_gmt":"2025-12-04T13:31:24","guid":{"rendered":"https:\/\/www.ccpaschool.edu.py\/?page_id=2330"},"modified":"2026-02-25T11:28:28","modified_gmt":"2026-02-25T14:28:28","slug":"formacion-continua","status":"publish","type":"page","link":"https:\/\/www.ccpaschool.edu.py\/en\/formacion-continua\/","title":{"rendered":"Teacher Training Programs"},"content":{"rendered":"<div data-elementor-type=\"wp-page\" data-elementor-id=\"2330\" class=\"elementor elementor-2330\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-61d5d0c e-con-full e-flex elementor-invisible e-con e-parent\" data-id=\"61d5d0c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[],&quot;animation&quot;:&quot;fadeInUp&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-52dc2c6 elementor-widget elementor-widget-heading\" data-id=\"52dc2c6\" 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\">Teacher Training Programs<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4925660 e-flex e-con-boxed elementor-invisible e-con e-parent\" data-id=\"4925660\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;animation&quot;:&quot;fadeInUp&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-1a66481 e-con-full e-flex e-con e-child\" data-id=\"1a66481\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-88d10bb elementor-widget__width-inherit elementor-widget elementor-widget-heading\" data-id=\"88d10bb\" 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\">Committed to Educational Excellence<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9d66101 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"9d66101\" 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>At The CCPA School, we believe that educational quality begins with the continuous learning of those who make it possible. That is why we have developed our Ongoing Professional Development Program, a space for professional growth that strengthens teaching practice day by day.<\/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-b4043bc elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"b4043bc\" 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>Our program offers training sessions, workshops, and professional learning days designed by the CCPA academic team.<\/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 class=\"elementor-element elementor-element-534c908 elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"534c908\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&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 fetchpriority=\"high\" decoding=\"async\" width=\"302\" height=\"302\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/Vector-1.png\" class=\"attachment-large size-large wp-image-688\" alt=\"\" srcset=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/Vector-1.png 302w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/Vector-1-300x300.png 300w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/Vector-1-150x150.png 150w\" sizes=\"(max-width: 302px) 100vw, 302px\" \/>\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-ff61ca6 elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"ff61ca6\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&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 decoding=\"async\" width=\"145\" height=\"185\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/Vector.png\" class=\"attachment-large size-large wp-image-687\" 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-ba93282 e-con-full e-flex e-con e-child\" data-id=\"ba93282\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-03f08a8 elementor-widget elementor-widget-image\" data-id=\"03f08a8\" 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=\"1290\" height=\"781\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-11-26-at-14.38.19-e1765480539997.jpeg\" class=\"attachment-full size-full wp-image-2566\" alt=\"\" srcset=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-11-26-at-14.38.19-e1765480539997.jpeg 1290w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-11-26-at-14.38.19-e1765480539997-300x182.jpeg 300w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-11-26-at-14.38.19-e1765480539997-1024x620.jpeg 1024w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-11-26-at-14.38.19-e1765480539997-768x465.jpeg 768w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-11-26-at-14.38.19-e1765480539997-18x12.jpeg 18w\" sizes=\"(max-width: 1290px) 100vw, 1290px\" \/>\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-c6c7981 e-flex e-con-boxed elementor-invisible e-con e-parent\" data-id=\"c6c7981\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;animation&quot;:&quot;fadeInUp&quot;,&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-eebc8dd elementor-absolute elementor-widget elementor-widget-image\" data-id=\"eebc8dd\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&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=\"249\" height=\"65\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/download-1-1.png\" class=\"attachment-large size-large wp-image-694\" 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-67739e9 elementor-widget elementor-widget-heading\" data-id=\"67739e9\" 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\">Train, Inspire, and Support<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e61c2fc elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"e61c2fc\" 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>The Ongoing Professional Development Program strengthens a culture grounded in innovation, continuous improvement, and the values that define 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(\/figma)--&gt;\"><\/span>Excellence<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div 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class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Bilingualism and Biculturalism<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d0a7cc1 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d0a7cc1\" 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>We enrich education with global perspectives.<\/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-dab18ef e-flex e-con-boxed elementor-invisible e-con e-parent\" data-id=\"dab18ef\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;animation&quot;:&quot;fadeInUp&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8b4386f elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"8b4386f\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&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=\"251\" height=\"254\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/10\/formas-3.png\" class=\"attachment-large size-large wp-image-403\" 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-2936e0f elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"2936e0f\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&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=\"151\" height=\"160\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/10\/formas-2.png\" class=\"attachment-large size-large wp-image-401\" 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-685aef9 e-con-full e-flex e-con e-child\" data-id=\"685aef9\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-270518c e-con-full e-flex e-con e-child\" data-id=\"270518c\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bb6ba3e elementor-widget elementor-widget-heading\" data-id=\"bb6ba3e\" 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\">Activities Designed to Enhance Teaching<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-96de4a1 elementor-widget elementor-widget-text-editor\" data-id=\"96de4a1\" 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>Each activity is focused on providing practical tools to improve teaching and adapt to the evolving challenges of the classroom.<\/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-5aa9bae elementor-widget elementor-widget-heading\" data-id=\"5aa9bae\" 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\">Topics Covered:<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ac972ec elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"ac972ec\" 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=\"14\" height=\"14\" viewbox=\"0 0 14 14\" fill=\"none\"><path d=\"M7 1.3125C5.87512 1.3125 4.7755 1.64607 3.8402 2.27102C2.90489 2.89597 2.17591 3.78423 1.74544 4.82349C1.31496 5.86274 1.20233 7.00631 1.42179 8.10958C1.64124 9.21284 2.18292 10.2263 2.97833 11.0217C3.77374 11.8171 4.78716 12.3588 5.89043 12.5782C6.99369 12.7977 8.13726 12.685 9.17651 12.2546C10.2158 11.8241 11.104 11.0951 11.729 10.1598C12.3539 9.2245 12.6875 8.12488 12.6875 7C12.6859 5.49207 12.0862 4.04636 11.0199 2.98009C9.95365 1.91382 8.50793 1.31409 7 1.3125ZM9.49703 5.99703L6.43453 9.05953C6.3939 9.10021 6.34565 9.13248 6.29254 9.1545C6.23943 9.17651 6.1825 9.18784 6.125 9.18784C6.06751 9.18784 6.01058 9.17651 5.95747 9.1545C5.90435 9.13248 5.8561 9.10021 5.81547 9.05953L4.50297 7.74703C4.42088 7.66494 4.37476 7.5536 4.37476 7.4375C4.37476 7.3214 4.42088 7.21006 4.50297 7.12797C4.58506 7.04588 4.69641 6.99976 4.8125 6.99976C4.9286 6.99976 5.03994 7.04588 5.12203 7.12797L6.125 8.13148L8.87797 5.37797C8.91862 5.33732 8.96688 5.30508 9.01999 5.28308C9.07309 5.26108 9.13002 5.24976 9.1875 5.24976C9.24499 5.24976 9.30191 5.26108 9.35502 5.28308C9.40813 5.30508 9.45639 5.33732 9.49703 5.37797C9.53768 5.41862 9.56993 5.46687 9.59192 5.51998C9.61392 5.57309 9.62525 5.63001 9.62525 5.6875C9.62525 5.74499 9.61392 5.80191 9.59192 5.85502C9.56993 5.90813 9.53768 5.95638 9.49703 5.99703Z\" fill=\"#DC2028\"><\/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\">Classroom management and dynamics.<\/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=\"14\" height=\"14\" viewbox=\"0 0 14 14\" fill=\"none\"><path d=\"M7 1.3125C5.87512 1.3125 4.7755 1.64607 3.8402 2.27102C2.90489 2.89597 2.17591 3.78423 1.74544 4.82349C1.31496 5.86274 1.20233 7.00631 1.42179 8.10958C1.64124 9.21284 2.18292 10.2263 2.97833 11.0217C3.77374 11.8171 4.78716 12.3588 5.89043 12.5782C6.99369 12.7977 8.13726 12.685 9.17651 12.2546C10.2158 11.8241 11.104 11.0951 11.729 10.1598C12.3539 9.2245 12.6875 8.12488 12.6875 7C12.6859 5.49207 12.0862 4.04636 11.0199 2.98009C9.95365 1.91382 8.50793 1.31409 7 1.3125ZM9.49703 5.99703L6.43453 9.05953C6.3939 9.10021 6.34565 9.13248 6.29254 9.1545C6.23943 9.17651 6.1825 9.18784 6.125 9.18784C6.06751 9.18784 6.01058 9.17651 5.95747 9.1545C5.90435 9.13248 5.8561 9.10021 5.81547 9.05953L4.50297 7.74703C4.42088 7.66494 4.37476 7.5536 4.37476 7.4375C4.37476 7.3214 4.42088 7.21006 4.50297 7.12797C4.58506 7.04588 4.69641 6.99976 4.8125 6.99976C4.9286 6.99976 5.03994 7.04588 5.12203 7.12797L6.125 8.13148L8.87797 5.37797C8.91862 5.33732 8.96688 5.30508 9.01999 5.28308C9.07309 5.26108 9.13002 5.24976 9.1875 5.24976C9.24499 5.24976 9.30191 5.26108 9.35502 5.28308C9.40813 5.30508 9.45639 5.33732 9.49703 5.37797C9.53768 5.41862 9.56993 5.46687 9.59192 5.51998C9.61392 5.57309 9.62525 5.63001 9.62525 5.6875C9.62525 5.74499 9.61392 5.80191 9.59192 5.85502C9.56993 5.90813 9.53768 5.95638 9.49703 5.99703Z\" fill=\"#DC2028\"><\/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\">Innovative pedagogical strategies.<\/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=\"14\" height=\"14\" viewbox=\"0 0 14 14\" fill=\"none\"><path d=\"M7 1.3125C5.87512 1.3125 4.7755 1.64607 3.8402 2.27102C2.90489 2.89597 2.17591 3.78423 1.74544 4.82349C1.31496 5.86274 1.20233 7.00631 1.42179 8.10958C1.64124 9.21284 2.18292 10.2263 2.97833 11.0217C3.77374 11.8171 4.78716 12.3588 5.89043 12.5782C6.99369 12.7977 8.13726 12.685 9.17651 12.2546C10.2158 11.8241 11.104 11.0951 11.729 10.1598C12.3539 9.2245 12.6875 8.12488 12.6875 7C12.6859 5.49207 12.0862 4.04636 11.0199 2.98009C9.95365 1.91382 8.50793 1.31409 7 1.3125ZM9.49703 5.99703L6.43453 9.05953C6.3939 9.10021 6.34565 9.13248 6.29254 9.1545C6.23943 9.17651 6.1825 9.18784 6.125 9.18784C6.06751 9.18784 6.01058 9.17651 5.95747 9.1545C5.90435 9.13248 5.8561 9.10021 5.81547 9.05953L4.50297 7.74703C4.42088 7.66494 4.37476 7.5536 4.37476 7.4375C4.37476 7.3214 4.42088 7.21006 4.50297 7.12797C4.58506 7.04588 4.69641 6.99976 4.8125 6.99976C4.9286 6.99976 5.03994 7.04588 5.12203 7.12797L6.125 8.13148L8.87797 5.37797C8.91862 5.33732 8.96688 5.30508 9.01999 5.28308C9.07309 5.26108 9.13002 5.24976 9.1875 5.24976C9.24499 5.24976 9.30191 5.26108 9.35502 5.28308C9.40813 5.30508 9.45639 5.33732 9.49703 5.37797C9.53768 5.41862 9.56993 5.46687 9.59192 5.51998C9.61392 5.57309 9.62525 5.63001 9.62525 5.6875C9.62525 5.74499 9.61392 5.80191 9.59192 5.85502C9.56993 5.90813 9.53768 5.95638 9.49703 5.99703Z\" fill=\"#DC2028\"><\/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\">Active learning methodologies and the use of technology.<\/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=\"14\" height=\"14\" viewbox=\"0 0 14 14\" fill=\"none\"><path d=\"M7 1.3125C5.87512 1.3125 4.7755 1.64607 3.8402 2.27102C2.90489 2.89597 2.17591 3.78423 1.74544 4.82349C1.31496 5.86274 1.20233 7.00631 1.42179 8.10958C1.64124 9.21284 2.18292 10.2263 2.97833 11.0217C3.77374 11.8171 4.78716 12.3588 5.89043 12.5782C6.99369 12.7977 8.13726 12.685 9.17651 12.2546C10.2158 11.8241 11.104 11.0951 11.729 10.1598C12.3539 9.2245 12.6875 8.12488 12.6875 7C12.6859 5.49207 12.0862 4.04636 11.0199 2.98009C9.95365 1.91382 8.50793 1.31409 7 1.3125ZM9.49703 5.99703L6.43453 9.05953C6.3939 9.10021 6.34565 9.13248 6.29254 9.1545C6.23943 9.17651 6.1825 9.18784 6.125 9.18784C6.06751 9.18784 6.01058 9.17651 5.95747 9.1545C5.90435 9.13248 5.8561 9.10021 5.81547 9.05953L4.50297 7.74703C4.42088 7.66494 4.37476 7.5536 4.37476 7.4375C4.37476 7.3214 4.42088 7.21006 4.50297 7.12797C4.58506 7.04588 4.69641 6.99976 4.8125 6.99976C4.9286 6.99976 5.03994 7.04588 5.12203 7.12797L6.125 8.13148L8.87797 5.37797C8.91862 5.33732 8.96688 5.30508 9.01999 5.28308C9.07309 5.26108 9.13002 5.24976 9.1875 5.24976C9.24499 5.24976 9.30191 5.26108 9.35502 5.28308C9.40813 5.30508 9.45639 5.33732 9.49703 5.37797C9.53768 5.41862 9.56993 5.46687 9.59192 5.51998C9.61392 5.57309 9.62525 5.63001 9.62525 5.6875C9.62525 5.74499 9.61392 5.80191 9.59192 5.85502C9.56993 5.90813 9.53768 5.95638 9.49703 5.99703Z\" fill=\"#DC2028\"><\/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\">Student assessment and support.<\/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-1f40f1d e-con-full e-transform e-flex e-con e-child\" data-id=\"1f40f1d\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;_transform_rotateZ_effect&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:-2,&quot;sizes&quot;:[]},&quot;_transform_rotateZ_effect_tablet&quot;:{&quot;unit&quot;:&quot;deg&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_rotateZ_effect_mobile&quot;:{&quot;unit&quot;:&quot;deg&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5bf981d elementor-widget-mobile__width-inherit elementor-widget elementor-widget-image\" data-id=\"5bf981d\" 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=\"1600\" height=\"1200\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-12-11-at-15.22.45.jpeg\" class=\"attachment-full size-full wp-image-2577\" alt=\"\" srcset=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-12-11-at-15.22.45.jpeg 1600w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-12-11-at-15.22.45-300x225.jpeg 300w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-12-11-at-15.22.45-1024x768.jpeg 1024w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-12-11-at-15.22.45-768x576.jpeg 768w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-12-11-at-15.22.45-1536x1152.jpeg 1536w, https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/12\/WhatsApp-Image-2025-12-11-at-15.22.45-16x12.jpeg 16w\" sizes=\"(max-width: 1600px) 100vw, 1600px\" \/>\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-e6c226d e-flex e-con-boxed elementor-invisible e-con e-parent\" data-id=\"e6c226d\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&quot;animation&quot;:&quot;fadeInUp&quot;,&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-140d5ec elementor-widget__width-initial elementor-widget-mobile__width-inherit elementor-widget elementor-widget-heading\" data-id=\"140d5ec\" 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\">More than a program, it is a learning community.<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6277792 e-con-full e-flex e-con e-child\" data-id=\"6277792\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div 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aria-roledescription=\"carousel\" aria-label=\"Carrusel de im\u00e1genes\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper\" aria-live=\"off\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/IMG_8654-1.png\" alt=\"IMG_8654 1\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/IMG_20250531_094905-1.png\" alt=\"IMG_20250531_094905 1\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/IMG_7447-1.png\" alt=\"IMG_7447 1\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"4 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/www.ccpaschool.edu.py\/wp-content\/uploads\/2025\/11\/IMG_20250822_145353-1.png\" alt=\"IMG_20250822_145353 1\" \/><\/figure><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\n\t\t\t\t\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-e201070 e-flex e-con-boxed e-con e-parent\" data-id=\"e201070\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Formaci\u00f3n Continua Comprometidos con la excelencia educativa En The CCPA School creemos que la calidad educativa nace del aprendizaje constante de quienes la hacen posible. Por eso desarrollamos nuestro Programa de Formaci\u00f3n Continua, un espacio de crecimiento profesional que fortalece el trabajo docente d\u00eda a d\u00eda. Nuestro programa ofrece capacitaciones, talleres y jornadas dise\u00f1adas por [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-2330","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/pages\/2330","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/comments?post=2330"}],"version-history":[{"count":6,"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/pages\/2330\/revisions"}],"predecessor-version":[{"id":2830,"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/pages\/2330\/revisions\/2830"}],"wp:attachment":[{"href":"https:\/\/www.ccpaschool.edu.py\/en\/wp-json\/wp\/v2\/media?parent=2330"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}