{"id":11757,"date":"2023-07-19T04:43:42","date_gmt":"2023-07-19T04:43:42","guid":{"rendered":"https:\/\/foothilloaksacademy.org\/?page_id=11757"},"modified":"2023-07-19T04:43:42","modified_gmt":"2023-07-19T04:43:42","slug":"thank-you-admissions","status":"publish","type":"post","link":"https:\/\/faf29695-2e8d-45e5-90bb-0725a26dd900.express.conves.io\/?p=11757","title":{"rendered":"Thank You &#8211; Admissions"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"11757\" class=\"elementor elementor-11757\" data-elementor-post-type=\"post\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-ffbdbaa elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"ffbdbaa\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-2470eb1\" data-id=\"2470eb1\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-2174ad1 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"2174ad1\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-02c7815\" data-id=\"02c7815\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-05a1004 elementor-widget elementor-widget-heading\" data-id=\"05a1004\" 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\">Thank You<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ba3a637 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"ba3a637\" 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-51e619d elementor-widget__width-initial 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(\/figma)-->\"><\/span>Academics &amp; Enrichments We Offer<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-2fa8142 elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"2fa8142\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-558bfc8\" data-id=\"558bfc8\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a929fba elementor-cta--skin-cover elementor-cta--valign-bottom cta-style elementor-widget elementor-widget-call-to-action\" data-id=\"a929fba\" data-element_type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-cta\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url();\" role=\"img\" aria-label=\"\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h4 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tPreschool & Tk\t\t\t\t\t<\/h4>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__button-wrapper elementor-cta__content-item elementor-content-item \">\n\t\t\t\t\t<a class=\"elementor-cta__button elementor-button elementor-size-\" href=\"\/preschool\/\">\n\t\t\t\t\t\tLearn More\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-a839e4a\" data-id=\"a839e4a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c0f63b8 elementor-cta--skin-cover elementor-cta--valign-bottom cta-style elementor-widget elementor-widget-call-to-action\" data-id=\"c0f63b8\" data-element_type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-cta\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url();\" role=\"img\" aria-label=\"\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h4 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tElementary\t\t\t\t\t<\/h4>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__button-wrapper elementor-cta__content-item elementor-content-item \">\n\t\t\t\t\t<a class=\"elementor-cta__button elementor-button elementor-size-\" href=\"\/elementary-school\/\">\n\t\t\t\t\t\tLearn More\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-20bbc24 elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"20bbc24\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-565016c\" data-id=\"565016c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-34cae28 elementor-cta--skin-cover elementor-cta--valign-bottom cta-style elementor-widget elementor-widget-call-to-action\" data-id=\"34cae28\" data-element_type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-cta\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url();\" role=\"img\" aria-label=\"\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h4 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tMiddle School\t\t\t\t\t<\/h4>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__button-wrapper elementor-cta__content-item elementor-content-item \">\n\t\t\t\t\t<a class=\"elementor-cta__button elementor-button elementor-size-\" href=\"\/middle-school\/\">\n\t\t\t\t\t\tLearn More\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-2d1c669\" data-id=\"2d1c669\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1ad9540 elementor-cta--skin-cover elementor-cta--valign-bottom cta-style elementor-widget elementor-widget-call-to-action\" data-id=\"1ad9540\" data-element_type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-cta\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url();\" role=\"img\" aria-label=\"\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h4 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tEnrichments\t\t\t\t\t<\/h4>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__button-wrapper elementor-cta__content-item elementor-content-item \">\n\t\t\t\t\t<a class=\"elementor-cta__button elementor-button elementor-size-\" href=\"\/enrichment\/\">\n\t\t\t\t\t\tLearn More\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6578092 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6578092\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c52942d\" data-id=\"c52942d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-ebb0929 elementor-widget elementor-widget-heading\" data-id=\"ebb0929\" 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\">What Our Parents Are Saying<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-157c507 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"157c507\" 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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-9c6b950 slider-style-new elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"9c6b950\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-7e4cad5\" data-id=\"7e4cad5\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-6c63f45\" data-id=\"6c63f45\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-f1c3014 elementor--h-position-left elementor--v-position-top elementor-arrows-position-inside elementor-widget elementor-widget-slides\" data-id=\"f1c3014\" data-element_type=\"widget\" data-settings=\"{&quot;navigation&quot;:&quot;arrows&quot;,&quot;infinite&quot;:&quot;yes&quot;,&quot;transition&quot;:&quot;slide&quot;,&quot;transition_speed&quot;:500}\" data-widget_type=\"slides.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-swiper\">\n\t\t\t\t\t<div class=\"elementor-slides-wrapper elementor-main-swiper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"Slides\" dir=\"ltr\" data-animation=\"\">\n\t\t\t\t<div class=\"swiper-wrapper elementor-slides\">\n\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-repeater-item-505af1c swiper-slide\" role=\"group\" aria-roledescription=\"slide\"><div class=\"swiper-slide-bg\" role=\"img\"><\/div><div class=\"swiper-slide-inner\" ><div class=\"swiper-slide-contents\"><div class=\"elementor-slide-heading\">HEATHER C.<\/div><div class=\"elementor-slide-description\"><p><span style='color:#BCA875;'>Parent<span><p>\n<p>\"As a working parent, we have relied heavily on the after school program, and it has been an excellent opportunity for kids of different grades to mingle together, and it has always been positive. A huge shout out to Ms Nayeli, who worked very patiently and compassionately with my daughter when morning drop offs were a difficult part of our morning routine.\"<p><\/div><div  class=\"elementor-button elementor-slide-button elementor-size-sm\">Click Here<\/div><\/div><\/div><\/div><div class=\"elementor-repeater-item-cad3f07 swiper-slide\" role=\"group\" aria-roledescription=\"slide\"><div class=\"swiper-slide-bg\" role=\"img\"><\/div><div class=\"swiper-slide-inner\" ><div class=\"swiper-slide-contents\"><div class=\"elementor-slide-heading\">CAT N.<\/div><div class=\"elementor-slide-description\"><p><span style='color:#BCA875;'>Parent<span><p>\n<p>\"I was hesitant to enroll my son into preschool but after being at home with me for 2 1\/2 years he was showing signs that he needed more interaction with children his age. I toured Foothill Oaks Academy and knew right away that it was the best fit for my son. It took a few weeks for him to adjust, but the teachers and principal were always reassuring. Since starting at Foothill Oaks Academy he has blossomed and seems so happy.  He has learned so much and his vocabulary has expanded exponentially.\"<p><\/div><div  class=\"elementor-button elementor-slide-button elementor-size-sm\">Click Here<\/div><\/div><\/div><\/div>\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-prev\" role=\"button\" tabindex=\"0\" aria-label=\"Previous slide\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-chevron-left\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M646 125C629 125 613 133 604 142L308 442C296 454 292 471 292 487 292 504 296 521 308 533L604 854C617 867 629 875 646 875 663 875 679 871 692 858 704 846 713 829 713 812 713 796 708 779 692 767L438 487 692 225C700 217 708 204 708 187 708 171 704 154 692 142 675 129 663 125 646 125Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-next\" role=\"button\" tabindex=\"0\" aria-label=\"Next slide\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-chevron-right\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M696 533C708 521 713 504 713 487 713 471 708 454 696 446L400 146C388 133 375 125 354 125 338 125 325 129 313 142 300 154 292 171 292 187 292 204 296 221 308 233L563 492 304 771C292 783 288 800 288 817 288 833 296 850 308 863 321 871 338 875 354 875 371 875 388 867 400 854L696 533Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\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\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Thank You One of our team members will reach out to you shortly. \\&#8221;&gt;\\&#8221;&gt;Academics &amp; Enrichments We Offer Preschool &amp; Tk Learn More Elementary Learn More Middle School Learn More Enrichments Learn More What Our Parents Are Saying HEATHER C. Parent \\&#8221;As a working parent, we have relied heavily on the after school program, and [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"content-type":"","footnotes":""},"categories":[],"tags":[],"class_list":["post-11757","post","type-post","status-publish","format-standard","hentry"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v25.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Thank You - Admissions - My Site<\/title>\n<meta name=\"description\" content=\"Contact Foothill Oaks Academy in Duarte, CA. 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