{"id":183,"date":"2023-08-17T06:55:08","date_gmt":"2023-08-17T06:55:08","guid":{"rendered":"https:\/\/ece.eng.kmutnb.ac.th\/en\/?page_id=183"},"modified":"2026-02-04T02:11:08","modified_gmt":"2026-02-04T02:11:08","slug":"service","status":"publish","type":"page","link":"https:\/\/ece.eng.kmutnb.ac.th\/en\/service\/","title":{"rendered":"Services &#038; Download"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"183\" class=\"elementor elementor-183\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5f7374f elementor-section-full_width elementor-section-content-middle elementor-hidden-tablet elementor-hidden-mobile elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no\" data-id=\"5f7374f\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-f7dec8f\" data-id=\"f7dec8f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6457fb9 elementor-widget elementor-widget-heading\" data-id=\"6457fb9\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.18.0 - 20-12-2023 *\/\n.elementor-heading-title{padding:0;margin:0;line-height:1}.elementor-widget-heading .elementor-heading-title[class*=elementor-size-]>a{color:inherit;font-size:inherit;line-height:inherit}.elementor-widget-heading .elementor-heading-title.elementor-size-small{font-size:15px}.elementor-widget-heading .elementor-heading-title.elementor-size-medium{font-size:19px}.elementor-widget-heading .elementor-heading-title.elementor-size-large{font-size:29px}.elementor-widget-heading .elementor-heading-title.elementor-size-xl{font-size:39px}.elementor-widget-heading .elementor-heading-title.elementor-size-xxl{font-size:59px}<\/style><h2 class=\"elementor-heading-title elementor-size-default\">services<\/h2>\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\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-af4807b elementor-section-full_width elementor-hidden-tablet elementor-hidden-mobile elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no\" data-id=\"af4807b\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-17e1abe\" data-id=\"17e1abe\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3d541f0 elementor-widget elementor-widget-spacer\" data-id=\"3d541f0\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.18.0 - 20-12-2023 *\/\n.elementor-column .elementor-spacer-inner{height:var(--spacer-size)}.e-con{--container-widget-width:100%}.e-con-inner>.elementor-widget-spacer,.e-con>.elementor-widget-spacer{width:var(--container-widget-width,var(--spacer-size));--align-self:var(--container-widget-align-self,initial);--flex-shrink:0}.e-con-inner>.elementor-widget-spacer>.elementor-widget-container,.e-con>.elementor-widget-spacer>.elementor-widget-container{height:100%;width:100%}.e-con-inner>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer,.e-con>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer{height:100%}.e-con-inner>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer>.elementor-spacer-inner,.e-con>.elementor-widget-spacer>.elementor-widget-container>.elementor-spacer>.elementor-spacer-inner{height:var(--container-widget-height,var(--spacer-size))}.e-con-inner>.elementor-widget-spacer.elementor-widget-empty,.e-con>.elementor-widget-spacer.elementor-widget-empty{position:relative;min-height:22px;min-width:22px}.e-con-inner>.elementor-widget-spacer.elementor-widget-empty .elementor-widget-empty-icon,.e-con>.elementor-widget-spacer.elementor-widget-empty .elementor-widget-empty-icon{position:absolute;top:0;bottom:0;left:0;right:0;margin:auto;padding:0;width:22px;height:22px}<\/style>\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\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-f07c67e animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"f07c67e\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-82cd8db\" data-id=\"82cd8db\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b364918 elementor-widget elementor-widget-heading\" data-id=\"b364918\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b>Online <\/b>Services<\/h2>\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\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-b49c53d animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"b49c53d\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-33 elementor-top-column elementor-element elementor-element-a74b53f\" data-id=\"a74b53f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-52f7188 elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"52f7188\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<link rel=\"stylesheet\" href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/elementor\/css\/custom-widget-icon-box.min.css?ver=1718767722\">\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/account.kmutnb.ac.th\/\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-user-cog\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/account.kmutnb.ac.th\/\" target=\"_blank\" >\n\t\t\t\t\t\tICIT Account\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tUser Account for Accessing Various Information Systems\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-037f37e\" data-id=\"037f37e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-9219bc6 elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"9219bc6\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/acdserv.kmutnb.ac.th\/academic-calendar\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"far fa-calendar-alt\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/acdserv.kmutnb.ac.th\/academic-calendar\" target=\"_blank\" >\n\t\t\t\t\t\tAcademic Calendar\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tUniversity Student Academic Calendar\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-1085ea2\" data-id=\"1085ea2\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8f7697a elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"8f7697a\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/software.kmutnb.ac.th\/\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-shield-alt\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/software.kmutnb.ac.th\/\" target=\"_blank\" >\n\t\t\t\t\t\tSoftware Licensing Service\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tProperly Licensed Software within the University\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-4b0aa8a animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"4b0aa8a\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-33 elementor-top-column elementor-element elementor-element-94d4019\" data-id=\"94d4019\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e75d427 elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"e75d427\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/reg.kmutnb.ac.th\/registrar\/home\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-user-edit\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/reg.kmutnb.ac.th\/registrar\/home\" target=\"_blank\" >\n\t\t\t\t\t\tREG KMUTNB\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tStudent Registration Information System\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-4dd0387\" data-id=\"4dd0387\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-fa27b8a elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"fa27b8a\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/medical.kmutnb.ac.th\/index.php?r=site%2Flogin\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-hand-holding-medical\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/medical.kmutnb.ac.th\/index.php?r=site%2Flogin\" target=\"_blank\" >\n\t\t\t\t\t\tMedical benefits\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tWelfare Medical Expense Reimbursement System\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-6d937fb\" data-id=\"6d937fb\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3bd9e55 elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"3bd9e55\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/acdserv.kmutnb.ac.th\/download-the-application-form\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fab fa-wpforms\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/acdserv.kmutnb.ac.th\/download-the-application-form\" target=\"_blank\" >\n\t\t\t\t\t\tApplication Form\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tCompilation of Forms for Various Application Submissions\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-69931fb animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"69931fb\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-33 elementor-top-column elementor-element elementor-element-a4de2b5\" data-id=\"a4de2b5\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4ac9570 elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"4ac9570\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/eservices.studentloan.or.th\/SLFSTUDENT\/html\/index.html\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-coins\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/eservices.studentloan.or.th\/SLFSTUDENT\/html\/index.html\" target=\"_blank\" >\n\t\t\t\t\t\t e-Studentloan\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tDigital Student Loan Fund System\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-f9a2d22\" data-id=\"f9a2d22\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b90e701 elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"b90e701\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/rco.kmutnb.ac.th\/\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-receipt\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/rco.kmutnb.ac.th\/\" target=\"_blank\" >\n\t\t\t\t\t\tOnline Receipt\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tOnline Receipt Printing for Students\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-fcf5a97\" data-id=\"fcf5a97\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-93d16d3 elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"93d16d3\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/ciep\/\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-hands-wash\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/ciep\/\" target=\"_blank\" >\n\t\t\t\t\t\tCIEP\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tCenter for International Engineering Programs\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-11fec94 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"11fec94\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-33 elementor-top-column elementor-element elementor-element-a3bea0e\" data-id=\"a3bea0e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6ef69fb elementor-view-stacked elementor-position-left e-transform elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"6ef69fb\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/aotcaropfs\/\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fab fa-creative-commons-share\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/aotcaropfs\/\" target=\"_blank\" >\n\t\t\t\t\t\tResearch Activities\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tRegulations and Rates for Honorarium Payment in Research Activities\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-87102df\" data-id=\"87102df\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5076058 elementor-view-stacked elementor-position-left e-transform elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet elementor-hidden-mobile elementor-shape-circle elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"5076058\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/da_login\/\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-user-lock\"><\/i>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/da_login\/\" >\n\t\t\t\t\t\tdurable articles\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t*this content for ECE Faculty only\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-962ffa6\" data-id=\"962ffa6\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\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-1567134 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"1567134\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-f468ad3\" data-id=\"f468ad3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b24de8a elementor-widget elementor-widget-heading\" data-id=\"b24de8a\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b>CURRICULUM <\/b>Download<\/h2>\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\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-633609a animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"633609a\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-6a7afd3 animated-slow\" data-id=\"6a7afd3\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2d7032a wpr-advanced-text-style-animated wpr-fancy-text-typing wpr-animated-text-infinite-yes elementor-widget elementor-widget-wpr-advanced-text\" data-id=\"2d7032a\" data-element_type=\"widget\" data-settings=\"{&quot;anim_loop&quot;:&quot;yes&quot;}\" data-widget_type=\"wpr-advanced-text.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\n\t\t<h3 class=\"wpr-advanced-text\">\n\n\t\t\t\t\t\n\t\t\t\t\t\t\t<span class=\"wpr-advanced-text-preffix\">New!<\/span>\n\t\t\t\n\t\t<span class=\"wpr-anim-text wpr-anim-text-type-typing wpr-anim-text-letters\" data-anim-duration=\"200,2000\" data-anim-loop=\"yes\">\n\t\t\t<span class=\"wpr-anim-text-inner\">\n\t\t\t\t\t\t\t\t\t<b>Artificial Intelligence and Communication Engineering <\/b>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t<span class=\"wpr-anim-text-cursor\">|<\/span>\t\t<\/span>\n\n\t\t\t\t\n\t\t<\/h3>\n\t\t\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9b8a13c elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"9b8a13c\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/6.AICE_.Curriculum.2569-2574.EP_.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/6.AICE_.Curriculum.2569-2574.EP_.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tcurriculum AICE 2569\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tArtificial Intelligence and Communication Engineering  2569-2574\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-6dccfee animated-slow\" data-id=\"6dccfee\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e11cb29 wpr-advanced-text-style-animated wpr-fancy-text-typing wpr-animated-text-infinite-yes elementor-widget elementor-widget-wpr-advanced-text\" data-id=\"e11cb29\" data-element_type=\"widget\" data-settings=\"{&quot;anim_loop&quot;:&quot;yes&quot;}\" data-widget_type=\"wpr-advanced-text.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\n\t\t<h3 class=\"wpr-advanced-text\">\n\n\t\t\t\t\t\n\t\t\t\t\t\t\t<span class=\"wpr-advanced-text-preffix\">New!<\/span>\n\t\t\t\n\t\t<span class=\"wpr-anim-text wpr-anim-text-type-typing wpr-anim-text-letters\" data-anim-duration=\"200,2000\" data-anim-loop=\"yes\">\n\t\t\t<span class=\"wpr-anim-text-inner\">\n\t\t\t\t\t\t\t\t\t<b>Electrical Engineering and Smart System<\/b>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t<span class=\"wpr-anim-text-cursor\">|<\/span>\t\t<\/span>\n\n\t\t\t\t\n\t\t<\/h3>\n\t\t\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f64e54f elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"f64e54f\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/5.EESS_.Curriculum.2568-2573.EP_.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/5.EESS_.Curriculum.2568-2573.EP_.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tcurriculum EESS 2568\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tElectrical Engineering and Smart System 2568-2573\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-03ddc22 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"03ddc22\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-9603da6 animated-slow\" data-id=\"9603da6\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-deb5b0b elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"deb5b0b\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/1.EE_.Curriculum.2565-2660.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/1.EE_.Curriculum.2565-2660.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tcurriculum EE  2565\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tElectrical engineering 2565-2660\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-31a38bb animated-slow\" data-id=\"31a38bb\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b5d3f13 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"b5d3f13\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/3.CprE_.Curriculum.2569-2574.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/3.CprE_.Curriculum.2569-2574.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tcurriculum Cpr.E+ 2569\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tComputer Engineering Plus 2569-2574\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-4aa6a66 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"4aa6a66\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-f6a3681 animated-slow\" data-id=\"f6a3681\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1b21f54 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"1b21f54\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/4.E-EE.Curriculum.2563-2568.EP_.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/4.E-EE.Curriculum.2563-2568.EP_.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tcurriculum E.EE  2563\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tElectrical engineering (English Program) 2563-2568\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-db6f1d2 animated-slow\" data-id=\"db6f1d2\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-cdd6419 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"cdd6419\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/2.CprE_.Curriculum.2564-2569.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2025\/12\/2.CprE_.Curriculum.2564-2569.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tcurriculum Cpr.E 2564\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tComputer Engineering 2564-2569\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-d7d101f animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"d7d101f\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-5a2879c\" data-id=\"5a2879c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-12b76b3 elementor-widget elementor-widget-heading\" data-id=\"12b76b3\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b>Document <\/b>Services<\/h2>\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\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-915f63d animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"915f63d\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&quot;,&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-33 elementor-top-column elementor-element elementor-element-e95adc4 animated-slow\" data-id=\"e95adc4\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;,&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\t<div class=\"elementor-element elementor-element-c68ae57 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"c68ae57\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e04\u0e33\u0e23\u0e49\u0e2d\u0e07\u0e17\u0e31\u0e48\u0e27\u0e44\u0e1b.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e04\u0e33\u0e23\u0e49\u0e2d\u0e07\u0e17\u0e31\u0e48\u0e27\u0e44\u0e1b.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tGeneral Request\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t**Print on Both side only\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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-262f8ca elementor-align-right elementor-widget elementor-widget-button\" data-id=\"262f8ca\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-xs elementor-animation-pulse-grow\" href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e04\u0e33\u0e23\u0e49\u0e2d\u0e07\u0e17\u0e31\u0e48\u0e27\u0e44\u0e1b_Page_1-scaled.jpg\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon elementor-align-icon-left\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-search\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"elementor-button-text\"><\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-2a0398e animated-slow\" data-id=\"2a0398e\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;,&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\t<div class=\"elementor-element elementor-element-cb06871 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"cb06871\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e04\u0e33\u0e23\u0e49\u0e2d\u0e07\u0e02\u0e2dTranscript.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e04\u0e33\u0e23\u0e49\u0e2d\u0e07\u0e02\u0e2dTranscript.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tAcademic Record\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tRequest of Certification  Form\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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-ba039aa elementor-align-right elementor-widget elementor-widget-button\" data-id=\"ba039aa\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-xs elementor-animation-pulse-grow\" href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e04\u0e33\u0e23\u0e49\u0e2d\u0e07\u0e02\u0e2dTranscript_Page_1.jpg\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon elementor-align-icon-left\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-search\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"elementor-button-text\"><\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-769b62b animated-slow\" data-id=\"769b62b\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;,&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\t<div class=\"elementor-element elementor-element-31ef30c elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"31ef30c\" data-element_type=\"widget\" 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data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e43\u0e1a\u0e2a\u0e21\u0e31\u0e04\u0e23-\u0e17\u0e38\u0e19\u0e2a\u0e21\u0e17\u0e1a-\u0e02\u0e32\u0e14\u0e41\u0e04\u0e25\u0e19-\u0e40\u0e23\u0e35\u0e22\u0e19\u0e14\u0e35-2563.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path 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class=\"elementor-button-text\"><\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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<\/div>\n\t\t\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-44fefc6 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"44fefc6\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&quot;,&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-33 elementor-top-column elementor-element elementor-element-738048a animated-slow\" data-id=\"738048a\" data-element_type=\"column\" 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data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" 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d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z 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data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e1a\u0e31\u0e15\u0e23\u0e40\u0e1b\u0e25\u0e35\u0e48\u0e22\u0e19\u0e15\u0e2d\u0e19\u0e27\u0e34\u0e0a\u0e32\u0e40\u0e23\u0e35\u0e22\u0e19.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" 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M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/\u0e1a\u0e31\u0e15\u0e23\u0e40\u0e1b\u0e25\u0e35\u0e48\u0e22\u0e19\u0e15\u0e2d\u0e19\u0e27\u0e34\u0e0a\u0e32\u0e40\u0e23\u0e35\u0e22\u0e19.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tChanging Sections \t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tChanging Sections Form\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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-0348670 elementor-align-right elementor-widget elementor-widget-button\" data-id=\"0348670\" data-element_type=\"widget\" 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data-id=\"b707051\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;,&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\t<div class=\"elementor-element elementor-element-ecdf120 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"ecdf120\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/courseDropForm.pdf\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/courseDropForm.pdf\" target=\"_blank\" >\n\t\t\t\t\t\tCourse Drop\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tWithdrawal Form\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\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-05c118b elementor-align-right elementor-widget elementor-widget-button\" data-id=\"05c118b\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-xs elementor-animation-pulse-grow\" href=\"https:\/\/ece.eng.kmutnb.ac.th\/en\/wp-content\/uploads\/2024\/01\/courseDropForm-scaled.jpg\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon elementor-align-icon-left\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-search\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"elementor-button-text\"><\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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<\/div>\n\t\t\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-4ef3619 elementor-section-content-middle animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"4ef3619\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-cc58baa\" data-id=\"cc58baa\" 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\t<div class=\"elementor-element elementor-element-afd660a elementor-widget elementor-widget-heading\" data-id=\"afd660a\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"> Certificate & Letter<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-943f99d elementor-widget elementor-widget-heading\" data-id=\"943f99d\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">*Access Limited to KMUTNB Domain<\/h2>\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-331b693\" data-id=\"331b693\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2a67328 elementor-widget__width-initial elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"2a67328\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.18.0 - 20-12-2023 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oX\/NFd8bGxvPxYxLWOYpStL+ABz2q2eAauft7cvfgBUz+JO4EF4lb0KUO0PrwJWBx6WUfULUB2eYbsCOILMXXjhQi+226sdEtTVDu\/aTrp5zBvQKpfYqJNwqo1p69Jwr\/Rl\/ZOaiLTlOq4A45GKmMsfwq7FM5AuNFXSmp5F9A7igNY8aYZv9MA9PXAfsO4pfl4dtOCsDtabGIxdSlc+mFzGdqQqjezAKqUiwNPB6nBAHQw71RabU0pNEQYtAkTgFKSE0wEQ7QHO4bBjF2hKXJvr3FEDCWN7ujaPauHVbnO9Y7+6Nc68Ca01cOUdRtXSXOuV67gSlj76o4roavzJrvWSNOx0A1rOgbGNHnizHngDYPX2qzqohuH7tr\/d5J3BpXTV7gpOqmCzW2m7enGzfb6\/QdK6QQJjv0a6QrISViFJXTVoGQYuV8hZM6QSOIcGHph1td8Coh2Qih0BjLDxCTCgFnAjnaqEl5LXpDIKvwBgGvPDxuWdRetv0pZwdfV8wBbV0MeGyq6VSx+E1vMOWu05xCFp3Td5RvrogeiBBwCrDO7LnmuLRf+pxWO\/WqqD9QhOlfSVxrnmCiP7JF3xFobPNLADppCeeF+C9iD9AKGXrApW4ZIWKp1wQTVMwOAXUIAp2APIdvsb9DhCi32HhLUj3W2\/u7kOiJV0RVqqlEplgi2LC66665hLIjTCs3aL9VuuC9Mgn9B6Odm1lLRqvVZB62jZw9EC02GIr7ky3NEDfQ88AFh9sXP+vDtoaq8OVu56E0O91niyXSFdvdRA3QCl3WrzQkmLfcPeqYETrBpAQvUTaO6AZoJU6IJCRnVR6YldCWx7c31Qsoodv+mhFgIn8gi03W6LJJbSF20K1bHAFeEGLtmnfWuWtpS4fOQHO5cLTkva0q7FuXl+sTq+u4N4BC3fVjG9W2tAq+bNcEcPVA88HrBiOUNVu3RTHTRWo7Pvt9Ke00tXh5dIV6qBnSqYEBJG1xCkQQk1MCGkZNXiOukHIrV0AAWcEjxAaYcKKJiA1x5RKXf8AaYuryBTsgJkSl8heRHXg0t4qQrG3qQtbwDEOrCQDnl2UfiiIro+K6StZoxf3kFU0hzQWs6XER49sN4DbwGsMriv2a9qsWjdHfweSKWx3WYkqHwBn78S8UX89XcFN0pWASjUw2cY2oHBRoN7AQrVr2DFD2DtlKpCrVPKUpoCTkpTwkmpKdS+gyohfuBztAOlHWLcruUVZAG3AJlruoCWohSbWVQLFd7ijmMHSuGlmnikIi6hRdjHjISY681q2cOA1vrkHLGjB5Y98EBgrRncuyon+1XG1XODhuo3BEsdNM53r8d6K2xXGS5DO3BCFdw8Uy38OZcuhFqYElXBalIBkaoEV0heASqpknTZqwYGwFKK2kAddyCIqreh1ow\/ACilrYCZAANUwqpUSP1p70oJ7LB3sak2spS0yjSmiuhqe9XYsmv5QLWQCkkroJUPVq9Ba+\/7tuL1y0M9dE6MbfRA3wN3ASsg0mc+9R8b3JfPDmb+u9VB112lKiicXHuldOXdwBtURh+x4ULf3JKWsLpuUlYACn+ogE0qEkxLUCWctFMJqd3VFuP7NqQspS3C+LeCqXZBpp2LuhJeqpLavXLXrzS3J101saSt9AMvVUQeB5rsWgFSF5reXMX7t9oiU5c9eH5LaP3aGxIDWqdTbcSMHqAH7gJW10Hn7hB2WfL1mX3Eqr\/UwVgoirG91l3V0gWXMcCMMLTzPlIA1lTB\/esdIk2AawkrsBZGd0QYQJISVYAKSAVgBNTuNkAV0tbhNqSrlLLwA5+AGHmE1AQw4aXUJbyAnSpmlAdurIkI+1aAjvVcSlquhwiVUWihHoZdK5Y+oFUCp+M7iPk4T0HLZxB924Pq4YDW6tQZkaMHLgXWPT21anBft1+t1VTG9unOYKy7aoZ2obVRRdx1NiwUOUQbwSWstDsJK+CCaqg0pYSTkpCwybuE21kV3G4RzABV7EpU7MKppCzuErqAVHglkHBLXSRPGeqBTUpbkU\/hjsWnwEpoqSLOdi1BVHcQ9deyh4SW79fShjegtTY7RtzogbkHLpSw5gL3+8rg7vvavwu1Mu1X+c6r\/u5gqYO+NkZ1MBeJXoVaeCxdgaUyuHtx4w8pS2kKaF2pduFP9U+BCImogQpDGXAKmCFhKUEpLQGawxa39oSTUpZgCoA1eKX6eAwure\/as0JNxJVOruFS7VRFFHbCKuxahMsYr5Q1LXvooOUCU1fFD2jdP7tGjk+7Bx4PWN0Dz\/mLOL7zad5cLOpyhnnz57jyMRzjXNWe666wVz3Tr1RV0pU2LEH2OmAVgBJS7LNkpVqIpNUgNoNKKAkowAWgeBwngSSc+l11j3yqg+af4IVfKesIXJQTUKEmNsBBLGQqVcJ85Me7iLXsQXDFo0RY5BNaqIu+IJB3zUcYdXBAa54Zwzd64FwPvCGwTpc09K+TmQ82G9yNO7Zf5W8HTuogxva0Y2mnuubXA4GUUhVSySRdHdDVVA8PNw1cMqOpgQErIUapsDXBLiWhAJFSlmpgg1SDU6iBAsm90soVWsKLMPcgJ5VRcAXMSFMaS2kr13uligi0vEGpXctySFglbcUiUz7iRYHA1vfLD2jNs2X4Rg\/c1wNvCKyu2n\/q\/Ge8vp1gLUlYGT+pg5sXm80zpaq8K5i2q2PpSqnKP11uBdh+\/KqBCauQopCyQvKCFqEOCisApJSlGqhquK07hA1AAaLIk6A6AlgDV6iLws18sFPJy3zeMexVxFgSQbywKmN8SVu57IE7hL7dtKDFqvj81Z6StDiXYdNamzIj7hPvgbcAVlvScEcH+t52F4y6Ha2\/4o2i+SvNL6GV9isecAZWuXzhBukK9e9aSeoWKugKo50iUgOVfuIauBJWSlrINPwJJg3tscYqIORdQOKiCtZeAa0NqmHeSRQsxhEWMm0PFZCy3rKc4gpcAaOUtELaMo\/QUnLTdqYhK+xaZYBf3EEk6EPcE7S8Q+iv\/cRPjQmtH+IHXQe07phcI+mT7IEHAOubkIbWe4m3Yx5tv5sM7n10Gdwz7gtu6GmrQsr6TClLSarZscJfSxpe08ZUDxGmtrwmL6ElmoBW2rM0uAskJSvVPwWpeDWptIt4IRUSUaQXbDDCCxr2kLAEkfBx3++fTaBSBOzANdm4Wt7pbiIqoGlxF5G6XPoQBnjXa6k+aohXRYy1WqqKRJWkdQStl0DrMKDVT57hHz1ADzwAWGf6a3VJw5zXO4R\/za\/izAb3X8EW11+lOhg5m\/3KRaN1d7DUwYAUUtZkuwJaQsr4kLwauBBukKyUxGRWgQspS3ipumUGFoOiEioJCbAAjmuy3M2jupgwC9tVSFKHZyF5IQoGqMzXwBagijyqiEIu02JFvItNS9oKY7y2K7YOWr58cB1axIchfkBrnknDN3rgMYB11Iu5pCF\/FWZOmNVBYfXzJKmlwT2XM8CBo7uDszqokMTdwQMvfkGnE1IJMVW\/Jm0RkbBSumqwAmCxJkt4YaLXblWQUv1L6QloCZzFjuTWAFaSWAvTQvOyBH+SvgJiDVYBuwDVbNdSsnJNmKyKR4n0tLVaSlo9tMgXD02nejigNc+g4Rs9kD1wTsKaoPI2HeUL+6p8vZmhwmlwx4a12Lw7qP3KFe6b62aA9yEZQYWL2IKApCR1QzifISTF8\/ATQSdtWwkrxC1gJajCboWh\/RDwUuxSFFOFQ6pCMqrlDAEgocQunApeJXmVFBXhkrYsb37DLjr1OPhj6YNSF5JW3kHUUP86H+fpoBXrtHztcj1\/2NRDX08zJK3FBBnBT7oHzgHrYZ2yWIOVheuXnU+rSoM78WGzKrtVuvEojjasuFOY4Ap1MFRAJKoNoAJWeGAOpnQhpd\/FoUItdtU9YSWXhJUQ03qv9NVUwS3wECy41JAG+ogznj1gtgYu7FkBsqsA2iRtmb9BLsrqb7Ca7iCGWqqkpdQFlhu0XL6xBq14Pc2A1ukEGjGfbA9cAKz7nyPsH3q+ryf9oVTzeAcs8mJwz40lDbFQ1BCgik1DvLvq4B6IKV2x4yptBZyUqAQSe4JLiQo\/INOWlcZ4pSnhBUQoiU2KPIJrH3cBNajXLugyXwMX8AoJrMFokrg2qIX7piJilC+1kjYEyITStPQBtTDuIFpHQAu4anyPPEpcxKMoDmjlqI\/P0QPneuACYJ0rehyfr0U+jjPUr8FSLcwcX4QTauFkcFf9I39IVrWcQbVQeCWg1LfC32xZrsMSUvEXMMNnXMBKG5aSlXkCTsgxLotABQxLvHYt4l3usAEYbS\/VbwYYamGTvHpwCbVSCzXKb7f+ckbCSqkrFpsGkLCX+aaIgJbrwsgT8QktAVar4ge0YlqMj9EDZ3vg0YC1PMJyDZZLGjIPj+R0dwiVq9zqcZwEFBFlv9KmFdKVEpaSFuogSxsCXIgw4QaJUh1UugrJCxFGNTBgNUlVIWYlpICV0lLYttBDaUHuFbfdB8QKSoh53C1MqWuLZJVqYQNUg5AwEmoFJfMknNJNaNXdQyWwgpar4pW48vnDIWnFlBgfowdOeuAtgMWbRv\/ppL6LI8roHmuxuM4tGAZ3PZqbNLqzl\/2q7hDCoyZl+fTwLRJT23e3nktKV7iTbasBTKkqJao0wIfa50GEjEsdQOS0tzjzCLUAEGYm1MtnEddsXAEkoUQeWgWcUjWc1ELiC1rlaoCPdNyEmQ9Nu5B0QMuhH9vogbt64C2AdVe1fZprsGpzWcO8\/ipXuFdaylphs2q2rGP7FdKVP8zV1ELVwQ0iD\/wCXLN0BTxCwjJOu7v2KmEFdIhPKUo1EEtYAow4gXMwT+2GG2wCYgEl3tjOL4wJnlT9lLZ2\/DY9kNqwOL\/gdEhj\/Am0WnoZ4E2PBaaoi0iMA1o1DYY7euCOHngHwMr3YNUxE1e+pcH3t\/dbLWngkZy4W6jqp6BTW9q0ItSWM6T6h2qoER5dz3AASnCxa7sif0hXuvi0T5mzwUq8IU1p01IFFGD4N2HHShVQW5Zh7VIhXQGWglFKSSlFcX8ybFaqiWHvImz+sGUJONPDzfIhgQkpgRdqY75j\/gha00PTQz2sWTDc0QN9D7wBsHxTQ\/8c4fKxnLn6eo97xdSi0WMpqwNTZExVEJZwHHfvCjb7FenofIANB1KoDkZ6GNmFEohgT+kKUJmvSVwWDZUwwgJJW7xqIgdqhvgkphBLWAGfUAdneHFXUeCwB8xUIwVa2bY6QFUeDkF6LjQtaKkWlq0LQxtvpqEOJa1YdDrUw5ovwx09sOyBNwDWsorTcL24r0+p5QxTXFuDNYWnJQ2KOLnxIw8wBJkkNkHFruEdKoVfdTAM8U3aAkrarsjOpwLXHBZMIY0pVQXgJKISGNKWcZAlwCSMYjde21Ya5wN2Nk1AsdOIcDlyAMw4VcRUBdPWJbR8JjEgF+nN1mU8C0x9v7zlj6Fl2oBWjvn4HD1w3APvBFj9IXwsZ17OUClNHaw1WPEMIRhqSxp4dAYedJJXLGMoKQtlC7rM4BJQqoNKW4IsJSvhlIDSFVbwq8GqLPqp+jVYRR7zJahcoxXgElICpkEqJKcK40bYNP0BpVy3JYhg7bOQqtqdw0x3TRZppq9Ci8Wt5h\/Qqsky3NEDUw+8c2BNR2qeUgszWIsaDD1rOWZv3SGM5QwsOsg7haAhWq39CrkJxS7BRDyQUi8kPaWwsHMRlyWUvSyEVKVGaVbUQsJKWqEWloqomqhfCQtwCbFe6gopC+CEGyBL+5X2L43w8DPsVEJM0N0LLfOxC6pUDwe05skwfKMH5h54RGDN73Kfqz\/15ZLRLh7V0FAY0hu0iiGRq1cJQx00Vu401TCkLaUu4lAR486hRGIPaQtYhURGWLCZBHxC2tLwHgZ44EQNsxFeQClphQ1LO1fCSQkpwZXSVACJFWRCiTMIV\/CkJLXr7hwWtMhDvrizKKAoF5IWD2PHMVzyMKAVwz4+Rg+s9cAjAmut+vW46T1YofqR53n8I58AIQWetiWUNBal7UohS1iF3SpcLnPEn4DUJlXChJKSF1Aic4BLWxaQIuMEK\/2UnsIAh+oBFW6og1NYeKXamHcQE0iCK+Bk8wpoxgWE6g5hPpNIa4BXi2uQKqP7gFYM6vgYPXBRD3wQYC1bdrweK1NdgxU+1161DQ0OQAk18dPcsF8RjruDiSBOSs0wVUYlsBCrULZwQ+pqAAsQBZgEGpUH1JSoBBdgAmDbTd4ZTIgJL6BEWrj4Ix8uZZG+EkpY1CLdOFrGc4aoiCdQo0yzbc3QavUMSauGfLijB4564L0CK+8ULpXC3o5VbesM7sEG4SS43EFAUwMnFyJkPEAKQJlHBBkWRnuYQB7CwCYlK6Um04AYlaMaNoN7A1hIWvjzLmJCTHhxqJTEtHGhMsZdxARTQCokrwLYkVR1CbTyRYIBtwGtmgzDHT0w9cB7BdZ01ObpUZWr2vO1MnM+tbjaarGDnHFLNwzvwEn7FWoX7Ek\/GbRTRRi9D9ewKmKTtAJkrupSaxRszYalLUsoibtwDQs3bFpKXL7hQXB5F3EpbTUpSgnMx3Ro\/CRppV2rQYt8QinVx6WkNaAVwzs+Rg+s9MCjA2v5ttGVYx5FuZThKGIKKE2BkZCq+iUNKWVp3\/IOYWafIRaSlABTJeykqpSuiCupK+CVEhe8SlsWMpjLH5S25t1lDqqBACoA1MAV0EnVUbAVgJSwBBUtCyCFvz2+g4Ef9ZDHecLdsj6LRaXtUZ5j9XBAK8d1fI4eOO6BRwdWVn\/8e4THh6xQPZpT4aXbLXMIU5HpgClaLKCEFZgIt6mK2LUQo5CmiA+YJbhSTXQFvNKVZVy3JdAIW2MDlVIWhQHU8R7wKoO8UleBC5DpF07UG7YvJSnjdAti5Sp5GU8T2h1CF5WyCj6gdTVsWnTc2EYP3NUD7whYdx1yLa1XDsFG3SkMu9UyvxBK6StTBBByS4AI9DSITWogaaEa4uayh0BZ2K4o32DV7iCqNmrpil21sHYkMFVGJSlVQdXDAlepiQEtYNSgRB0pYcUzhvnQdEpqS2gJNqHl4ztCqx6eRsqa6gCCw6a1nAgj\/An2wHsH1n7fva2Bn\/k67fMmWSmnuIXqB6B0l6BC7xMlsCiglZIUl7nQ0n4lyPQ3Y3vYsQiHpHUOVkJLFdF09nhIWlgpYUFSoaVNK8GlUd4V8ak2csAmcaV9K6AFdGhBrN\/SPQ8t0\/KZw4TWVbdOq9UxoMWQjO1T7gEvyveynT6eMx82lzAIKvYjKJmnyFVuqoPZ8FINzYcfSKUUhRugUu1LCQuRKgAGFPKOoemADgN6GONDqmqAIsHFYEpaqnnhAjvitF8BLdW+ABcSV0hYGS47l1ASVgGsUAFTqsplD7kmKxaQHqmHCaUZWgCMOmjskLQc3rGNHqAH3huwpt7+fPIdewJUs6o3rcM6zkVozjP7hVHFqzLCIWgUdw0FE3uCLG1XIYGx1CGgFGqgtixBhmqodhnggoCmAarYtXPF6yOUtHgnfIALP0TleMSlqkha2q4EWvkbdAwLMVrUJC3uJGqQn2xalVaS1oDWyfCPiE+6B94zsJZrsE77vuQoU5BYYEq\/CSY2fuQmVT78womzEE55hzBytI9ISCmrgSvyh1Sl9GVZgRYwwhfSlH1Su0Ba+lEJU9rioNisVBNTLSQv0lCqjVSeqmAHrZC6ltASYANadF1si\/Gu6OGOHsge8GL8INva6vbThriMSWjV7pth3AzLkgTYDCrCATDjpQ9uAAkolUpoHHmizLQmC1Rp7gr7FVgpSIX0xSFForvSVqXZgAauWDwqiJp6KKyEmKohNYf0RQsiTJlYm6Ubccbrj6UPm\/Z6mpYWNi3uJI4V8XT72EYP5MX33vuhf4Hfgw8e4JlLIeEIGLaQlMIHXRqgjJNEbsg+0CPyxS1F1MCAmYQLIFmPe4CroQ4VsYFKG5b4A1SkhVpIXgGGepjwmg3w3k0EVL0xXniF+phqIfBL9RBXYLkLOupaQMu0AS36eWyjB7gYn+S2XEzaK4rV4JKyKlwul37bJpgFk5rEJeBaOKUuhasGqgYrFUNB1WxZ9lHsgsk40lK6mqWuAFga5QWVj\/AoSWnXCggFrPQLLcF0JGkNaLURO3KmcTyKHYFPugeeKLBOx0RRJu8ghi8yzMscwANnEpJV5CNcEhdwyhXxxIV0JotmPxmVqLw4YhdWqHITpIhPVTElrSO1kHwBLmoLSYu8LjwFSqqB7MCJanG9u9ieOyyADWjRPW7f2O9sfBWcbi3tNGHEfJo98H6A5W9QPOomkGqbANbi1PDY2kp3VcHcg0sBrQBbs20BHfPbD0pa84JSAZZ\/ZCe935sKWDYtJS4qmdREJTEN8gmrWcoiPiQujjUvMOX9WOTlpX9NJRzqId1ztOV4HkWNwKfaA+8HWI\/Qu7M01SqbWt6phs2+NamCwSHzm7lBDpDNEhZx\/gknJCh0wPQnrCbJKtRAKiExdsPmJ7d7gCoghZ8aU9rSDX9KWBwmpKyEWIJLgIV6KMj8zUNf7jfUQwdsuQ1oLXvkEw1Pl\/1TO3+u4Dsn6QwlWn602NRy7bQAWMFpWpNV9qswU8UxPA5qI7ugsrAh4BVg6iBl2L0dgIPEItIZXKqEYZwPdbAkLqSplLImaKkONmmLFkzQol6XSQS0kBOHIZ5O6jbHZmyfeA88WWCdjMuk+XUSVcuUJ9FUwRYHq9oEb6fYnuHp64U05ol9kq6UsrR7JZimdGILTOVqm7LylKhK4gJYPjxNQYElmGI1PCAyX94JbItKDVOHUtkJtHJJxIAWfdRvjsfYPuEe+ODAOr8ey2u9NiG1toWEtJLQ4uPs9NeOT3+oji5zCFgZWdJVYgmKUMhjmsNaQuIi36Qmht\/4SgdMzQhvnmmpA+kBtJSukLyAVfywxYAW\/Vu\/b+lvXfbbNy3M18bptsh7mmHEfLw98MGBdWfXHql6PcD6UsIot\/Y2hgri1hqsfAlWgotTnhaTghOgpDqoGzvwwpN+YaTEleEEl5DqdyHWwAUJU9qa7FchZTVbFlJU3EFEqpqghb+ph0pUnMmQtOjM3Aa0qieGO\/eAF9vT2q6P12D5437LBqYBXjacbmmrMl6Q1enhD6lKcM2Aa6XbwlJCKXHN0tYRrMAaOcqOFblPwBVVmW+WtlI1nIzxlFddbItGUR2BlNByRfyA1pC0mDtju6MH6oq+I8svIamH0OKUAlTtHMqPG6phSVIzmGZYNXhRMkBFUOgpm7le3r9QBxsVzVO7ElXeUUQ1JD5VQtXEph4mtFQPkapYrzWg9T\/oxqEetlk6nDt6YHF135HzSST1YLqrQaUKmr9OMd0GKmINk8wGQPQApE4d7CBGYtq7RBXQIl\/bWZLqAUJ1DHXQSjMN9VAwUXtCC2BBQ+EU4RlaPnM4oLXZDGg5F8d2dw\/U1Xx3rl9CaklP0dbT0wpQTdFgI1RDgJZgkloJLcsrPzWITbCa0i1b6eFPQKXc1ZY8CKlSD9udRN\/ioJQV0IplDyxhAFTs+aB0g5Z2rJC8hk3LoZi3b+x3NlB\/urW004QR83H1wHQJ\/\/JO63R5Q0KozqSXxsrfS1wtX\/ZAP+ELYgEmAFNhcqYdi5KWOt2RvFLiKlg1lTCkKuKaMR47m88UKn3liveCVhjjm1F+QIsuHjatNkuH03ogL9cP1h3H73J\/3GbkqZUKONed8AoQIQYBmIQVOGn+gpfiU1qrIo\/lQqIyfbEHyGaAqTI2OxZ5mwTW4IWEZRrHyrVauPjb84f50DQNyTuJA1p034DWPHeH7wMD65IBOLec4VzZkqZaepxhnWa55Gne5gigitJLGMN8qJlRH2FhFX5hpJ+ibVcdXEpcqn\/EkeAhClr6cwU80tY6tLB9qRYOaNF1wxDPfBlb1wPteu1iPibvkV0LDByFZQzgSdsU7GkS1mS\/EjXmafkCVg1aUUZ\/23MtFuGStMptKqI\/XhGgwk1UCq1QEQe0\/kS\/\/cPm71\/9cbv56X\/j\/z3\/\/4brNgzx2Q\/js3rgFw6sNTtWnVrvhmSUEQWtcjO2XSAEWjwRBTPTIkiibgsHyTq\/kJrS7FfTcIVU2K9MV9LSdhUA0wBPriFp3QxoMVfGdkEPeGF9fNsxjFbOb+20A2oCyfzxkYAyvk8rf+QxzcpwA1b62Vf8za7V0s2nDcvX2axCi0P6BoehHtJRQ9KKThgf9IAXzke8nTu9gM7ivMFHt5FDCBFTe3kiX0Xi9nAyT6mDzU0V0IakHUvVMPv9TmhRE2rjgNZQD7tJObwfO7Ac4TU4TSOfdwbLjjVJUlOZCUzYmiY\/pTu\/eWs3vtTC5oZ9qyA2wSrUQOoZ0PqbL7e3t99t9\/uvtjc337IP9XCancNz0gPnRJCTjE82YuVZw\/W2npyq0Jm2BFJFyaCAUqaLoclXsAqoIYcBpmkPAFnYg7GXG\/EtLv1k0qRf0hbqob8mTXhh0zI8JK1hiJ8m6ifuObmKf5n94XXftnvPaD3DemyDUsAr\/B5EIDVI4dde1u+qkrnMgXy9tMVziMk9DxU7kCxocQL+gOuA1pC02jwezmoPrF+nq1l\/WZGnC0YVmibo3HUyUoZ\/t+ZM\/irf4nN5g\/kskrsqYAIuFo\/2UpaAIvPR3qBl3IDWUA9jpo2P8z3w0QLr\/CkXdFZy9GrgTCvp1HYdyvuXdyJbvHX2u\/kBmPUdSVuhIlqmwSzhNaC12e1vP98ebn7Y7ge0VibmiKoe+ISA1UB1esbexxMiKftUz6Sb8XOcIGqhdI2QX+E0KSvj4nhCiyMCqrhbqBSWkIr47g7iKbTy7Q6UO1qnZRg2jiUPY3HpPCs\/Id\/p5fsJnPykGnYS1RS3PH8R06uSIV3NhAI0eacxyqWUlXEhWlHauJK2GryIIHv\/uI7jEA9Ok6A\/jPHUMwzx4+5hzKzxkT3wSQJrffBlSGztGcKACrxpktmk8lW2ijccfsGEP+rhw5cEGihw4Z9UxE41nBaUuvo93qGlIX5Aa6iHNdGG2\/XARwKs+TXKj3NCAZ3WTfr7PaJDDUwghQRlZJ8Jf6h\/uAkuI\/CnQT7tWjY194BWqYsDWvubYdOKWTY+Tnrgca7vk2p\/oRElTU290ktR7Zwqz3SKcChhxSf5+z3iE1yonNQqqQJa2rTyr4dW+YektR3QmibY8HQ9MF2aXdxH5j13igGae85VpsSmkypdxJS6V6qgqU3S8vcQ88daLcFf5RFclmsqYix\/AF55CBsZQEtX\/5C0BrSYDWM76oFzV\/NRpk8ncA\/EWm\/NuZpvglXQLLtLe1XsgGoCl9ACYex4\/CfPgNbti8Pu5Z6bDvtnPKaDOvg5+\/6z7a\/3Pw1J69O5+C46008CWPNPf\/V9EpJPH7HqTzvVUVKyBmmJWIGTYeEUm+F+J3ICVytDuQEtAPVcW9XN1R5IDWjl7Bmfd\/fAJwGsu7tgJXWCz0raMsoenPI3eAW7kmekNoCZr6StzDCgNaC1nE4jfHcPDGCd7Z+QhlZTU+pqAlUJViFVRVyRqnNTFQzJK+Gmbcu+9\/nB9ozhmnrY7iKGfWvYtIZNa3U6flKRA1gXDzcAO7lDSOFJuppg1WoUeEfQI2we68ET0pbpW9TDhJd+0jpDfIAuwEZB3AGtAa02vT5RZwDLgZ+gEwGpUlvzH4Gn0uBLxZdbSRVugApwRVwAilxZbwetBjfHo6DVQDWgNQzxNa+G+5EDq8DxJgPdWHVSdKpzmaGFTdcbQf1d+Kgs8YTPQ8t7iwNa4+7hyQz8lCM+cmC966ENKBWccAtWSSxTW47mjRAfAS5cwwUtA8It0hwXJa0BrbHkgakwtuqBAayJKUGP6pcVV7i4uwVU0nvms3KaXCVxm7hlzAQtAkIr4NSyJLQMDGiNJQ9nptgnGT2A9cBhFzXHW4HH2EgNo1PmMW25R65g0Qy+JlkdQSvWauUdxCFpjXVax5Pukw0NYN079AGkLleHLEEybct8FTZLv2c8MVAq2NbqWEIrC7GEYkBrLC6dZtmn7hnAumgGNKbcnzcI1ElOwSoQ5f3EApO14J\/BleGINk+pgeknPKA1VsQ7O8YWa3tGN7ybHpA7AZsGqkBUgitQ5McSWhFOUE3q4ZC0nvHozniM593M0l9arUPCepcjNqHq+CATyEIe66E1QWxAa397td9fXx2ufRD65mpA63gOfaqhAaw3Hflp1XtRqVwBhHQ1qYDnDyC40owVUpQf+Z+SlxUO9XBA6\/wE+gRTBrDedNBXek7CrG7Cbbm3jAmtCFDcVaQDWle7K6Sr26vD1dXV9ZC0VqfUpxq5ctl9ql1x0Xk3Jp1F02klkyRmkuXaXgAjJlTEkMhMG9A6HG6vBrSYCmM76YEBrJMuefuIkJqOqilQ9ZEduFp0qpEDWgckrAGtfq4Mf\/XAAFb1xFu52q26rUJH0lWXfuQlc5dvQGt\/tdtvrge0jibJCLQeGMB64FQ4lZ6mCgpTU0R6pmg9y73lJXpAK0C13wGr\/YDWYhKNYOuBAaxLp8LRqva7Ck2AuitTpRXACAstPhq4hqQ1oFWTZLhzDwxgzX3xpr6OUAvVcK6xyzNHdr4uXXBlPQNaA1rdHBleemAA611Ng07Fu\/AQQquBa0BLO9ZQDy+cOZ9QtgGspzfYA1rbDevbd8Om9fTm5gdv0QDWOx2CYE8DUH8gVb7a+\/jJP6A1oDVNhuGZe2AAa+6L9+RL+9R8sLPgGtAa0JqnyfBFDwxgPZmJsAquAa0BrSczQ59CQwaw3usoLKUredSYNLVjmacykG\/cPRyG+GmefJqeAawPNu49qApcFTegRQ9c8yuz17oHXJ4KH4b4DzZXn86BB7AeeSzuWAnfHanA1EVN3kob0BrQmibF8LQeGMB6klNhQOuw3T\/b+kzhkLSe5Az9UI0awPpQPX\/vcQe0BrTunSSfXIYBrCc95ANaA1pPeoK+98YNYL33Ln\/oAQe0BrQeOmc+3vwDWO9tbE+M6P2RpVLtfXzzD2gNaK1Mi08wagDrvQ96wWc68DLiDLgq2wn4WgLOWKc11mlN0+rj9AxgPd1xLUJ1LayoAa1x97CbFp+Q9yMBFksMP86tCNWdXUUNaA1oddPiE\/F+JMA6N1r+yvuT3oo+dzVyJU9FDWgNaN01dT6+tI8cWB\/NgBWhuhOqqAGtAa1uWnzk3g8MrFcfefc+6ukVobpKK2pAa0CrmxYfsfcDA+sj7tl3c2pFqK72ihrQGtDqpsVH6n16wHr9wJ7eanC\/vbPQdvvkbVl3tn+RWITqoitqQGtAq5sWH6H36QHrpJNvTmLuitjflfjxpBWhujOqqAGtAa1uWnxk3vcDrG\/P99p2e\/2O7+Tdi7DLjs8vBp4\/iw+SUoTqDl5RA1oDWt20+Ii87wdYD+mw7dVTA8NDWv++8xahuuNW1IDWgFY3LT4S79MD1oM6dsV+da9AdfYAF4ESHFyU7+xRHj+hCNXVXFEDWgNa3bT4CLxPG1hhUH+zXt5uHmBof3rq3kNPugjVlauoAa0BrW5a\/MK9TxtYdu4RtHoIve3jOH1dv\/BRzOYXobqTqagBrQGtblr8gr3vGVjfX9xVN5u8O3j3PcK7lzMcH2wJqDfS7O4tBCLuzXPcrkcNFaG6SitqQGtAq5sWv1DvOwLWvz9CdywBcze6jg74Vuuulsddho+O9BQDRaiubRU1oDWg1U2LX6D3HQHrjp74AS1v++yBUsix+rc9UhPvONZGC\/wpcC6zb13cxIsz3tXSR04rQnXVVtSA1oBWNy1+Yd73Bqzd7sXRhf3g9Vcn2t9JROv6U0DVmASo9ufTK9+pe9T0TH7zu5Gn1b+bmCJUV3tFDWgNaHXT4hfkfW\/AelifvMFarFAD74LRYxJmBWAPO8H3lbsI1R2voga0BrS6afEL8T46sHa7X8fVvL3+fPWq3u3uVgfPWapmNXBl7dWK2rdRHVy1ZXXgOlnO0Jo8x6+ew5uN7V0wfbMaLyxVhOqyV9SA1oBWNy1+Ad5HB9ZDznm76x7Ludgu1R9BCFwCgkvyUO8R4O4pc5S3b9OT9BehusZV1IDWgFY3LZ649xGB9T8feKo\/Tvm38TiOr2m4XUg0JW\/dnLyPYXunLUopqgGnE6imA6anjtXcCpK4WqZLX1Q0HauOeZL+JCKKUF1jKmpAa0CrmxZP2PuIwHr8s9xudsyj7g5hSGHnjO15fAQfyLI9FHPyjmAHsLVm7jcc5y6JqtKE1llweeALtstyXVDRm2QpQnVlK2pAa0CrmxZP1PuGwPrvb3E6a4tHuzePblPKSqmrDtNBK6IKIJmecOI3rvb3MEM1LlS54\/J1lOZ+UKIs2vIugkWoru6KGtAa0OqmxRP0vgGw\/nFxQf\/h4tPa7p4flRVT282ldwSbsf3EdkR8SFVrzRBMvXRVcle5s7gUMSfRfXMTchlzJ\/DuEMJO2tgf4CTxHUYUobpDVNSA1oBWNy2emPcNgPXYZ9BJV63qrVJWma9mT6ROTFFdDFCtqYgC5Rgq51Q+LtMZGu3uYP+G0uP003r74kc9cwLWo9SnEChCdW2pqAGtAa1uWjwh73sH1ppCeFl\/SLCCUJO2jguuqHvg7QgcBRzceemCYp5X6AyurDegt4w8OmRfx5RwUuIkYsr64T1FqK4lFTWgNaDVTYsn4r0AWDWBL23x\/9pcXX1550Xqcobl4znarI7tVtw11MjOvt0LqNrw72epKiUnADSLXmTcyyniyvguqMgQeVrGcIw\/2S6NOyl4GrFW1WmuDxyzMsAVNaA1oPWBZ+fi8BcAa1FiCv63w+ZfpsBZz2732WH5WM6Uub1dtH9MZ7Zp9ZCixHKdVkhOS+BIIYzvkyTmkRqsjiQtYkM6AihH8QmYhjQLs52FTkuoNpzNl9U87c8iVNfKihrQGtDqpsUH9p4D1qNffWVw3241vNcarGa\/+nmz4b\/byhBfhqx0c7W70lVJTnpd+uDdwQNLGQoeraqAkfhp8UhdCbP+bmKcqh\/smY9LtYXnuExv9U5OlJ1C5WnlK9i5i\/Z1KU\/AW4TqmlJRA1oDWt20+IDec8B6lCbtrl4e\/l\/UdNevUHSr3V8fY2szrcOq9VgJq2ycEpjgIe5IJAIKgioWloKwBqETmGX8tF6rO+EVCrWoQ4JsBUhkKBiV29V44j06xFHgJOv7jShCdUetqAGtAa1uWnwg7zsFVp5TImuz+QscOV7WsPlpPuu4M6iKGOuwXpN3KWWZVxDxGeph2bEExBb7V7pZowQTZg0eAbCUtFgjGkDbN8ptiTBzM8IXPJpbQespfx4hwodWf0XlQTNk9mhTBJeF5xJPz1eE6lpWUZ8ytDbXzBWMr5trvirDZSZdY1q43ux2VzvS9jvi9\/vwH3ZXV4fD7dUV7n5\/e3W4urq6xt3vr68OlNjvb66e3fKN\/Bz\/7c0VZtnd7YvD7uWeuP2z7S3h\/efm+2z76\/1P2\/2N+T7fHm5+2O7\/5kvSv9vu919tb26+Zf8TA\/QPm79\/9cft5qf\/jf\/3\/P9bG7T\/gfvPbSz\/tcXV0H7TwqvTc5G3ynxY91GA9a+cw4sXvz0+6\/\/jif1x9ezC4M7Pe022q+3NUdl60DncUPmYIqwKtbJc+d4kLYDQC1ehGqL2lTQ1GeSBUwEt4pC+muQV8DpqZN35CzeA1NpW0DLo3sOqZZkq6sO93wx9udUCU+QH9KxM1op6N9CyY+JrgwHGzw4KYq\/wwW+wHZGmX5mH8BW9eUVJ065IMz7C3Pe95ruJOzlABbBQ1ZVwETJT3IY0dgTnZwWfSqO+ZwWmLLd\/FmkTtG4fFVpMWoA0oMX43bk9CrA2n\/1XxpeRv\/5NuPp3uy8mv+Hc\/lIe3LRjzZKUM7akKpLbivdchlW2LOfoQi10dXusx8KtTXUwpBvFMeOFhHvhrVzJw78f8XhOBjIc8eFlUrdA1usBLRRbAS4CfXSVaflOnDnvSdLTiOC0l1tFcekeby2Mo5mQjU9cvXwvhSf9ROgpOKU\/VpUEiPr4Dlx3QetwFlo04eqh0BJK7oywtooLoAW4HkHS2j+7uZqh9cOQtJgka9vjAGut5mVcY9VyOcNmUwtHE1YBMMbO4jzyDBt2h5tQAYHVba3FWi4aFSAJk3ADTJ2k1exZmUfAmX8CnFdYHM\/I+OPYbfFo1BuJLc\/itFqS9fWAivAia5++TIpwq2s17QlFyhg3u+1oa2F7M9P4JGD0fdCSaVHG+Si0dnxa8AJoOTnWoUWHIkGtQQt7wxlJi5FLyeleaF1FvpTC3hW0vl9VDw+oiZ+qevgAYH190QV1ff1Vy5fvdd\/uXrKs4TNmbL1xlKWjvCa53ybVsEWmPFXSVklXN9jRmR4Br5Sy8o0NCQeYxHG5UpC4Sv0LQAmmJmVxJTRjvGXY\/aNQHNbLJLeI4yP\/dRdplvEK6\/I3b7TFhuSmJ+FYMc3NNs9VTMlT0Snmw3qExspW0QmmLkNLqPToKAKG16BFeXs3wUamHlqHdwAt1EKAxDGxPT0GtBJu90Pr5vpSm1ZKWi+besjVsz+F1q9u\/hOQvQto1Ug+tWlY7cpvsDn0Jr5f\/V13dne\/YqbWY\/kSPyWt7fb14ef2TqytdqxQA5Wq5geg5zc2MC3CbHELuKYLnjoSVAEgDeiRZrp2qwRU2rTwm8Ye4AJYfK9n29PVn+HJbcfJWD7zP7spIhN5UT4zzV3IoaZ65tjZN53DHJU+K1pWtszz9MNNyrKhdHiDVqBr8kvzSLWrTqDl6KxAC9JQZUhedFJn00pJi1E+sWmRr0lae9S3tGXRw2ehRVtSJezVQ75VE0yWA1RYxqlqYYhX0rqdDPFXUCoN8Rrlgdb+bkM8bd9piH8jaO3XDfH\/6ABcbIj\/xr5t28kU7NIqz\/t3HyBhXd64+946utkcP6Cz3Rwb3T1SPk9Yq933bbX7rBJuwnblRT8Z0CmlGsiwszP\/I60H1AQu04BZ5s1CFmaiOkqWx+nDGeGxKt4KzDRvLa3K9ukB0VbnXKDzLarKlNXIrtAT8YZU1LelTWycDlr0rVt88qGbMUfQsi6B5HeJ6ThLaIW6aPI6tEjY3Qmt7Sm0OM5snAduHPMZRz+G1h7D\/Am0UsI6vWUXaiIAAEAASURBVHuY0OJsuCXYQWu3Bq3Nru4e7q+whRxBqwzxJWn9zJ3B59u6e3gkaf2Gu4cr0Hr16jfbN4eWQ3a02e8fdHsLYPWvmHnYGxsKV709S7XwtfMm5k6pg0pVs0oYi0RDovKOoXcITWeIiTtRBUO6SniZN\/IcDJvA\/9GdwqDMbHjP5Qp+kv9knwaM0cv0zNfiE2QmmNzqaGktcgpl3gxmiSlpjqw2LJLeS3C1UXnkO+duS7SHEmhUFDIUEZHGh274cXCJl1N+\/xCmS5Wewk8dx+ph2rhCyqKOEL3JWGHvFj4IWtRxzaEW0PLO4n3QQso6pC1rFVpKVXdCa4+hHanrCsnKu4QseTiC1vPPUP1maO3D\/x35HgqtP3bQcvTWljwYX9s3dKHb6vC3tMzxvj\/fEFjLV8wsm338POG3i8dzXI+13b3O3ghVkBsytWY0Fo\/69tGEl3Nvizg1u8xoni1kShOHLQvPPozqXvxeHcSTtt+zMoa0CudC0swT10OUt46EDqNAOQunW\/HHrtlJn0DWwsZSNqvKLH4SGRlMiWOGJxIyPrzmafnm9EhZfFjm3L7I+lbB\/hgXVkQ3n93s2Uz3ROkHcmYYn4lGsLX4I2hFbrM5MpdAK5Y7UNkd0EIl1BAfklYue6BXAVZBq9IJG1\/Qwk9Lm9S1VA\/PSFq7LSrjGrQaqDRsXbFGC2jtcU+gdcO6rQ5an73YAisB9lBo\/Xb7ijVaKWn93dZlWqfQ+mWs0XpDYHnCbvc\/T+hq983GxaPfIiAtFo5aRS0eBVzz4lGBpB3LBaR8gd42aIXB3S\/UZnTfXrE+IRgjbGINAwWQlLhCGpBSDWzgiiuH\/KqTUS6+zl3jELAKV3\/bzYTfrcUFWNLfSJjJphtd6ekaY7xXZXhtW\/NGQkTWR5Rp0Zm9Ui5wLfBY+wWHM8u9bWwgOq6OUkfQmkAVnlZkglZ0qIjz38R+39EEIVaSVUha1H8ErZZHkb2t0zq4XKFBSwAJLe8kFrSAjzavBquIF1TszBrSDs9Mo0yzabHKs9LMN63TMg\/7BK2bUA+5A+XyhevdLqEFgK6X0GL2ktrUQ6Hl3aYmaR1D69WkHn7F4tLD\/se8e4h6uNn8bev4321ycekatGpsanHp04fWhcBynty9uXh0fesXj7ra\/RXzwenHr+dgdFcVDIN7FFYqb5KVSxsYp+XShv0eaWsClbYtL3R3pKoGKSCX8BJQggxAMeYJN6FBPnUPy+RuYaamV2FISp0bamRLM32x0zPWwb\/1TuktmweI4\/hpWU8880egxaXfRNLc3XT6PSKfyEdr4sWtsZfo8qMtg3zmf0paRmZCRkeYo0kre7dJWUhbmS+hNauDZYRvEEPZEmANbNTD4tGtaQ1gSlreOcSu9SBoJdCcvFAypbATaG2v+JrNyQykEmQ3CbkTaCFodZLWNQvke2g9f\/YCyWoNWkpcr7aHL5+z2n2z+2r\/coLW7V\/9393t7RfYtf5M1\/2OU8a4crOEVqmGkdw+HgStvuB78d8FrIfOyljtfrR49D8Wi0entVg\/n9QtuPKM1Q1\/xnKVaqFxqoS5wj1VQ+4AAiAu7CYpCaUEUMTxpZUgCnAJtEiXHTtLAC5cbyNaQwICQazRIcHlp+1hTjLVjskR8XEIyhDgPyCTXhs8xZnVLdL9zIg7oVX5s0wUjw+L3rfPuR\/Hd+54y9qXbV2mH4eptUEpIRYwqqhII95Ry3zhWobIjI87hRO0TG+AmtwmZQGnlMCElncPsW2xZotvRcqU1JWr4ANaAg6IhXqoNMV+VtKaocXZt6USmZ9WTgZ7gWYdSlY7VMADshNfwxFGy71KSev1NU\/0oBfO6mFBKyQr4p8\/08aV0PLRnZefPedrF1vW7XZ3e\/OX3Rq09n\/zPY\/wJLRubn5tP03Q0v8Ij\/BEnVnX+\/m8C1gPa0Fb7W6hu9ZiTUsbfjq3tCHmkXABFreH7a1MYdixqsd7sXQNJzEAV1MLlZqQpZjLzm2nu8JYuAEzwgW4KKs0FnkDXJSxLH73jgweiDjT9XqFNX9cpOGf4o6lLNIyj5myfMRk8BRaLVtmzs92LlFP+fv0pd8qHnNf1r8MX9KmZZk+7Hy3S2srf4u350NrxyWfA4arVEW8\/oh3DhswXOAivfkBVPMntAAXIx+iPPlrsqWkpeF9sw8DPBUEuKj0MmgBKdo1q449tJr0xbcqSxsKXqiEW8AV0EKi8jlDBa0FtPaQK6F1fQQtH+P57IUAFlwvtgmtV0eS1uHmJc8dCi2fO\/wzaQmtN3vukN5a3+z397Y9EFhfr1xUtPWOtVhrP6iqLev7laUNSlnHdwqdT8JplrDgSYb3VwpZ4Rc8iFWaqwg38CBZBYCADATiH9gEjHYJJr7q6OkWn1IUGS0fgIq0krKayzXhwTOPZY0HZi3OQTMm4sI\/542GZRzJWZ+XWctrlbFV3RVecQsSl7grxR8cdddxLq1sOr+pAGhaTnTCRgW0mj+C5DROJjmE5rHX2QNKEc8kWUhck30LKWvyA7EtAANYnNUELSpjooX6GOu1hJY7BwiJCzaqojX1UbcDE0CjrrBp0ZKA1s78zZaVadisGrTME2k8KB0SV4OWrJqgRXuZMDsfkr7WdtWgRbldSlqklU3LdVvsCS1d7Fr7F1vVw9vXf0KYE1q1RktoPeRhabu6tm+i43NKV9zktrQp\/M48DwTW5e2otVjnStSdwrRluWiUOYI2mOuvcvFoSFglUSFpsWSUfMxNpa4AV0JLyYqSXhXeMMQtOKVRPcAGoCxkWkheurIm4oMnIV3R84IowZTSFn7SO8mLPB4rdxLTH3WUv522wUq3EjfbSXWWywhP2vojPrJ0ZQhXrpb0EMdjve3+kONNeW3zW7Q76rGb24XQnOwkCWWEXxXpBsyMFloBrpS0BJV3F5W8EloCqNTEHT1T\/jDCMyAJqAaqhBYSF+pigCbAlICiPuJc06X9Cwh10NIfgGrQijQlqe0OWKoGanhXPWzQQk3k7Q0Y3xNaB+xZilvzWx6EliohdntA9eyatzvgBrSQsj7roHX4Amnr9s\/k\/Smgtb\/98c43PByt0TpZ7vD07FlvCay71mLNSxu8U5hLG37i\/scrvia7u4Ua3l81+1W8tSG++MjDl96R4V1VkO+bgBIuYNor8DDWTFK\/esOOxaxV9WM8hRO7ACMm4mUGIfOaFm75Mz91xoUW8CJPA0mY9usiTJiZVnuUIU+FQ3vhWAGLuG6nvHhIECJxNZrzDLiqCDmr3lM3Ep\/IRzVYt20VRVAod1vrqymGsFtzMjAFHYUj1dB8TeoKkWsBroiLPAApdMcZWqE2hjSlyle2rfCnRGVagovjMwldGY9UFdAqQAkwQYZhPdI6iYu4gltBCxMGk7pWwePub7lLqCu0AFhTE5m1MgsosZcRvqmIsbhUaCl5CStfS9NB63NuXsbbHpS2gJavpRFaR4\/wrC4sreUOvJYmljtU35d7MbQWY1flH9d9C2DVWqx5acPddwrrvViegHcL04ZVp+Odwsnw3h7RuQkXUKHGB6yUtny\/e0hdgkrwaIDXlQOBpgavDKeqiORlXtITVqUWCrKWT5c8XFbWG2CL+jMspGaI6c\/8eUV6JzEqSghlOWoKac8L1WwFuPTHZ8RZlHIc0T1yhcRleXdjzL3crfIkcpnpPYbXDkUL61yiue2jskbz+wT9zvsAUEsof10P6SaTzEqBYFJ2Y1Sg5BRgYrTTprC4e7jNcG+QR0WMMmGQVxXUlgW4\/OYMaUpoFbyMm8HEQZr9ingnceRPqWu3o472uA5nMqcBqYSWBnjFqYSX0Nrv0vgedw4FFKCiTh5oA1JXLC7VL5gKWofr7e2LH3afH34GUIDrjoWl\/XIHzncywoekdfF7tCy5utUgrSY+RuQDgHVZW3wv1tqdwukh6O94S9nOB6G\/3+wWhncf0RFcvR0LsAEH12St2bGaZKXhHRhNcBJcwimkqbRVcd0EhKzINEKCKUFkPuMrzvJ5KZQbl1gAxXymQc0oE2GU0kBNrIHwCiPd4wkc3CZRtXJRl\/7MRJ7IH2XyqsuSUaOx00VfF3+B7CzMuiqjgvcRpp1uR22Mc8v49mkftv6ZY\/DZwnSaL8PHnwspi9OnKrrsSDXMLox40wJcXNyT1CXMDhpGhYD2qIAbaNNNiSvgtVM6w9YltLBxASgmp+kBJ8o1NbAglGkhXQW0KAOsOEaok5abljlY146dO0ahHqImss45nzdE4vJtfwEtwNS\/ADBUROKOXgD4wlUZP04PS+95WDoXluZyByWtfo3W2p1DjfAuLL37mUN6Z9q+sV\/Z7hirzPDonw8A1gXHPnOn8C7DuyveezvW9rX2SwB109mxdvxOTrNd3QaMuAscRnbX1AkQJS+gg5+eTJB0amHkQU4zjYmGJhnQyXwFq6gEYdvyDVyMR4TLZXg0ezlKAS08+msnjpozg9dHK9vcgIt5o3yVCXeODLq1tBCu4uKOi3wJsapBGC4h8SHDy2lCO4\/aP3WXGUlhiw8905bxU1CP3TFt5e3cAFIDGB1CVvawaaWfC52YgBVJ5k4py3ghAMAQ1AJemaZklKCCkwEtyACkEmAZB9BUGycpTJjtAZN5XOUOzAJsKZnp50ARF2naspptS7DtBRf6YKiGQIsg6b611Dja2B7h4c7gJHU9137VrdE6Xe4wG+FdWHp653A2wp+3Z9nx51TDaVDKU4NS4Ud17wPW6Vw6d\/iVO4VLw3s9olMr3idbFlL0OTvWjXasuPvMEocAEkLRZHRXQGKoAVBASb8h9sgrzBh9pn\/Agw9RRYQaIq7xQUfTG9BaXiZX5GHyJtgSUuYP6Fk+9sqX1x3tEVC9pEVrTPMvoBUXY8ZNZcwzgywThdcxwMye4oQiRYgVuCHHTSoltd\/r92hvs19yDFpOO7Kdxwfz\/HOvZsytMca0SzZPk+4oKSuKxLXSxRkueEXvSyoj0wgf5RvIvGsooLo1WnAMyAmt3DlU2rMCUqznCpVxdjOfAGuGee1TIZk1aQwC0WriRI8udqxm24I6xGm8mlVD44QXz2KDrn6NlnF8gzcbVq3RchF+LHdQXWzLHQ7cMbzUCD8\/vrO0Z\/1zG5AltIy+cLhaDW\/r3Aeslfq\/XrTwcsN7PaKTNiyN72XHqrePph1r+aqZuFvILUJYQJnrCUYBJQAUrmohsIEWAZIAGF9XFPA5nsyjlEU49vJbhHLM4oQXX6ORHyxGHPk44Yhjyldaho0P6LX0zOd1FFDDE2ChPr0JrTiO4doLVHGhtnjjKj48BApgvVtp6XZ1zt46TOceQy+h8pC4qeldncdxJiSUercBeCo1N7K64whW9gFZWhwNJHB+8zT8iy0cP9iJDzfSVCr7cEhcVLwLbCllNYmLMkhggCqgtMOvlEUuwuHvJCviJzWRuSVMQuqiLoDkangAxc7USzUSdVAJjbQEmv4mbWnPgkSEhZLPGvLSU9doAS4aQ1Xs03IHpatcp7V5gUC3MMLXu+HPGeHP2bOiC8\/aszI1P7+xL9lOhqbFZ+pjfr4BsPrDl+GduH\/J+DXD+y5WvOcjOvEyvyM71s+Mm+DKd2OFHQu1MOxYqIXCiGscN2GldHWsFioxkSfAJYwanPbNH4Bg+alKJGlW5l+UwX8kZQW4KJcPKzY7FwATSpZrLsOTgDOu4qOdLRxxMkYbmRKX+dPFfwwuJbYccdyClHFxoToT2m5a7RV37LYMRPZQ+xD+1UavnIdRnoPnGufbwsaZ1uICVkZNeeY0SxxtE6CI1R\/Xjh+5Oyq51CHDEAZPLXvwekA1FEy5kxqQolRzMaMLrVjPla6SFU1Ne1e7m8ixQ5pKqQ31MKCWdxWZUaEWCqRSCY+XOyiZKWkBLSUs3+eAlFV3DpkFAa4wwrc7h2WEP2CAP3D1aITXnnXY+0qaU3vWZvPbzfGi0m\/tD7Z\/2MyqoeF6fMfnDd3WpKxMWXy2\/IvYtww6MI+wcaewNuxYZXjvV7xrx9LwXtl0cwGpbrNjvWrrsdqD0KiMSEZXh9tbDO8Y332uMIDUbFZMItMbrBqMhJIxuluWbplHEE2SFbwLP24vZXErB6hEfhoZkKEsB4y6jFdSq11d9B5oAR0BZ3muEPJTlWJAq5twpPsZTNGd4GU\/dQAjLYDnBRsXrenn9mz7BLeC3AdxaeaynXUO5Zql8kQbWzjOk9M1zf8WzkAUoi\/tgzu2uGYYVrPY9eFL61X5BVj6hZZHS4N8QYswGUgTGkhaASeBIZA0tBuny0RtUpN+yiB1NdvVlAaoAFneORRwqoRKUvsrnhoLOMWjOiFhYXAXVmGEv95NRngVR6UqZK\/eCE\/P5cv\/9j81VXF+fKdfCV+LSu9anzWphiFl2Xe1ramG39h\/bPcMRWZ6609fq\/GAzbZd2jDfPvpbrAC\/BjjftZPinQ28auZXu\/\/ki4Vh3v9KAMWeD0IradXyBh6Sjsma0yjyqRZigA9oBYTy4qdyLtJboYR5agdcbp0wBTJUOoyv2CYEmWXJHIZ3bVl8gd462DTWBjlphVJcTcx0zddKXIkUI2gVPRDnY0\/omXpk8kR9giMuABzBRR0cnUCellVanM+8GKPOqI6WRJKHyguK6NjaEeLia1FVrAUnx2aebOcyn2R8y4i1Y7cq15KqrV3zopPIG71Y6dFZ1DOFy79SafRhxsf3RJTxANbsQBiRYZGW\/SymMt05kb0fFCUvo6eK6LcPsIFZAS8HkBJUZITzzqNZNXOL\/E4+duPI77z3i8wRj7hIC6GNcB6RLPhNp0qN8KzTgnLYKlj6YKuuwSM\/A+a9zAOSFb95QM3k2e5uDtqzXt\/wmi6uFLuORaXxQpTd1QuqolFIW8Yc9n8V3467eF\/539Le78n9O\/Y\/s3vX8H\/aN1Tw+8Pm93\/Ybv7gm4VDysK9eLOOh+S\/t+JLJKyVA369EsexwvC+fJlfv4D0B8q19VjxILTrsX4+rC1v2N282IdaGG9EbpCKu4Uqcdf7G1REjthJUwkoNEGGxScQla4MEB9Slipik65I6yUuJleokgw5w5s7c3hWDaEhPc\/UwJ6FpBX+vJTCvkXYudHv5unDKW0ZR1touHu0n+McS2rGe8+Tz\/ireuRb7MQqidWe9VjXJftxm6rux3fvaEtwgvTmxnl4Tu7tHG1PnD15GLQ8N9LiHIPmAsII43Izn39R7+RW6sKFF0KKzLF79PAHMmxJfIHFmvhSDcEBWSyVEhcMoUxTH5W2hJlGehYq6JZUpYskRkFgo6qnpNby65IZFJGn2a70147UFXYrSqo6XukqXUmy2nt7VsShErI+q1TDw8vX9Krrsy5XDfN3DjcL1ZCzje3DSlmXAKtaeofbDO\/\/klnO27EY8u5HKVyPVc8VrquFgMpHvhjzm5u8zrFbhpTE1AkpCYksw016muMtyy6ckJKYywEwvrrSVV0sgzp+45mpASwmV0szT6qBTBAudr\/HEjjUTd6AktDqARXxxCUo53wJi6hH4GS6+dj5t70hCpgvwll\/XJc0X4gFyGaYxQUabTgFUX5Hk4Py7gWDD+najuyzub2ew\/QndDjHPH+7pe32Rw8qC\/gfjrjRn8H03PMpn6YtYRUAi\/iUsjwgAKDmKZ2hMxw70QE2TikAMqmLEU4g0XwFo1g5H0ALoKSayHm2VfIdvCq\/rmu4QiXMRaUcFVgBs4AWcQGxDlzWXQtMY6nDumoouPJ5Q1fB85xhPbrDKvjskd+FU6+iyTiWwB\/9MOvUd+\/d8wjAKsP7eTtWLm\/4dx4X\/DwmVr+8IZ4p9A2ki\/djufau7hYGhLBhkWeGFZIXlIgLP21WSFOod1z2uAmlScoKOAEtYQWMmDwdkIRVSlVMQtIbvFodTFcA1\/YGL0ZpKWkJHUFl3roYhV1QNsofXagJPtMp08ErxMYqn8ANkE1SWLtIp2NMeeeLu13krW8mSWwCXoHvfbvtPCcIFYzKnc6pzlEhiD5wzzwkhIcx9LwTVCVZBQxLGiPN9NpTSiN4vJGhXaRTvBUIooQU\/jAmZD6NGF4vykRMSVzRRgcjcmV8SV\/miHxABJcTCciFdOU3sFATQKRRU9i\/XP7gMlGW8GhvNyui2jXlXLqFehdSFzlog8sc6IgdqmHaq3B9WynzOMIqibyV3nxASfd666M7tQq+7hr+FSdTL\/3b\/Bcm7\/RWh3MG+OqnB0lZyz6uSt7IfaANy2N4fLrw3KZaiKaXyWnH2mxUC7+i7xCweK7wdu9Pa\/P\/F\/aXDjnzQrX6meDybuGzAyb2g4tIb65vefniLTeCedAZHDHQASpmxCRZUSsqHd9++7RjUeEtQSbUngmBi\/LvIRTXQYKTjOK4WhT0MhOZqfH1zkSgOc5Nr5M4D1yby+55e+rlNTqjzDnLCeQi2klsbidrluBIeZyozLjczRX+OJA+46NwK2vQLeLTW5+0Pb1Zy1qWynrGpeBKvWcyPyCaSlubLHTuECEtkV5Z7dHcJk\/0snHE2IO1TYKWcVG\/aW3XMQ7Xbp3iy7venho0isUoQIuq3DB+5wrgwrqEowQvkBSNmTTpUtYxd44pfXl0GhEzL0DD9EKAyjRbR2Fts0SxFotCHJPaLWNa1uaiHVdqmRPpCmHL\/JmueVZT6zNMaDfPeFfgzQ3vQ+FOu6vgf+Zn7m9f7zYvqOxnbFucD3aszfZL3B9+vf2Kg\/zZK+EmfsSC0Hdorr\/j2H\/msR2vU+7ux6+6K2W9sS3LTn+UzfF5w+1rO7TberXwD5vzauEfwcX8W4WlFv7Q3vMeSxx+BkZgxt1Fo1yRuLd8byDY6I9V8MpSsQIeqeam2bKadIV6mLYsbVzatHaSjNxBNPLDTKUqrZQhbSFVabM67LBfas9KCYxJhtS041cwDCudzZIWI3nDVApJK+J76ct87po+y68kVRLXkbQVec3H7vEiX0hn5s\/45k5SE+Hyk5+BeJOduUsL2Y+OEe1YHPcN46r+5p5po9JSSEztXFuz6vzS9bKlGvKFjzzZNxkXpxFtJmy+ljfi5Y11uoXDB3G0JkGSKWc+ycIWWcPHlPT7IfDkVJylLJ5kpl6\/tgCV+AEouOakpF+YYbsCcLgBGySpTKu7hhQIoNHaKG8+DWKGzZuuNi78Sle419dMW+FV0hZf90hlsnL7\/PYVeZ7hT+nKtzooZXnX0AWlaYDnbNqrlZWy3PLdWSVl3WfLyjL5+U32Vx+V\/nPxpznvibkUWG3Az9V2v1qYJZdqYb29YV5EGqDq1mSBi2Pju2uzlKXocmdM7GG\/UsoiDKkEToDHJVsBILOXHxdYkbfByoWhHIX0gJfxPBhkOm1OWBW0DKOnMtP9XTLtVoIlwEXeDBtXSyCEZObxYkz\/qRsXatQVYAjItYvXi9A6WpxQ9ELt90hvoFstfxY+p+3p631b\/5nzpB+6c7vDvzy+4FovK4BIY9RI50O37RVf0NIljUuYedGyVl5SVjYyJXJ02TgKLrNDmQoXcjYXf4OWIKFWdmT1BjHjIp7aKKOs5L3ByFdp2rm4IANWAS+BV3XhnxaOEhf+lLIiT9WR789ShRRWZYDX8M4eBvjXcR65Nisf29GWFeeWUlb467XK03OG0Te9LSsi+Fhbl2U3v5vtDVTCCxqyohbudt9yFl8561ALf0DE+ZERe3nYf4cI\/DlX5O33mx9RC3nJPgIyS+Jck3XNspVc5iCYmGOb\/Q2w4pZLSFcMbUpZPPa+296wPoWvG9RApSlGSxcxXQnbN37wmgdVQA7PFCNbTDS++ZiArknFVTZ3gqbfmeZXsePnAMh2rwucFhVepy5RbE7h+P6Pz8yZuY23XuvzeFmptUw7GfQbZY46sAUNER\/tjRzto+WvqD5o3uW2EvUGWZZF3i5st6xtDsPq1sXrnfIR4Pzo2RZDuNIjxnQj7HnzOGZznIdy5Nik4h09lfCKnMwH3xOSs8Vamc8cxFmgPMWRmGkBE8J+ybR0J2A0JtKUnGjPJEmRj+QEWaALKCllQeIAWUzr3Q1lsW\/54ob9bVMR8Tv9Y0UP350lZbGM4TUSFsdQEgtb1o+426vn8DXvHP4V2PyW63Fz9dvD5r\/8uLn9j1yGxMv+7BIuw83BxaTHWlP8cAVNbZpV5Hz3H5dKWIuWnBvSS9TC72K41xaRpgE+f5yCFfH711dQRtIApqMlDvGr9Ve3JCgpNSkLP8+pQyLsV6qEqnhKTVdIRKiCqnTEMcUoXaqh0pSSV7mqhKiJqIZMK6WoG0ZeSaRJWkpYSlRb4o0LaSykrAinBBSSC2VbuZC4zBt3E5mQIYmRf5bEJmkkJKmQoizP7vVjPXI+6uX4LdzVk\/nM23bzLvcoR7zHeCp7nddJW7tzYXzpg+iv6fwox1jO59vOW6mszzP54zslvkxmWAWgzM+lHH66m5GtcIuLMAn9RkVGs+fXWCtGCeOYTbjoXiFhGeboIUlxFK+3VO8seiJlkZdYMgWczkpZMo66SsqyewzHjl9bVrzwr6QsbVlKWOz7z5q0xVIH2193DDebv0ZtyZf9LR\/ZmaSs+AVpSy23Xsr6Juq1Gxdbi1\/EPjD4EAnLFiwO+jVx1UDVQhvu3cK2jN9V79Gg38Qn75SOOxHeLdxhbf92\/ycWkdKP3yN4vGQGOF7N+K5kNUlZr9HermI5g99nJWV56WLnAlRM37Syg6ID0pZTAjksDPHoiGHuVNoK6YYvWH7ExDWjNDS\/H\/EAKAc9T5CzCD8CvWYoysG1yENhN8LEUV14KeS3omKc2WJS+q3Z4v1Gt9\/8JEd8uxoOvy4BK8pvayKMS+fEzVpaok0iwuIt5sRZSViJOin2wSPy1Foz5oC+GDb7obbmq7SIrlR7NTAWY5PjY9q8m56gc+zszEqr+hN72W2mUaVt6DeH3KhwrYK9+WkBM8vpEA13nElkZtWJ4Ko3mg9MkR5wo7aEnOg6kbKszPfmUqJJWdiy9rdIVzy+wzPVNOaK77uQsrhjeKtExqJsjpF3DH\/YKmXtt19ur371HC3n53gFzbcbnulFyvKRnc1\/fBcn2EtZecYf1vj+EGBley\/9XFEL627h5j++2PAzRCAEcDEs3PEIl8E6sLT08BmS1S3fBhrglbKUuRg2RNur3fUtQhJDyEpfB1g3JDC+rG5Z2uu9QljkXUHNWVTrt423DB0sJlKs4VP+Eh7OPGYGTgDDmRSXv3NPv2npUjDCDVTUZGOdZkQ7PchPlPOQyeTdIRpAkrM0wEW8hLSAefLonhd+DxN\/BAwTabzHLxUkwsax9X6Di3Dk4cMzWW4rUcssHzxsl9Zm1\/TbUfv7tOjCyCmA2IIRuA6TPUak8fOeoDI14kwnGzMoYqZ83ivO4pHPwXJarGzyoMaGSY3hwQnBJM0a4l4i6c4GSCNsyJ9Q6l1ZFHmirlIfPXFbFvOEBVosKSUjE1272fbAm2kOgMqnPeJ19UpcwOuZsLr2\/b5cO\/hpj9+\/e39xhxuFuaA0p7hvJ7U1SllXPsq9soVaqJT1WZ\/uEof3pxa+BbDsw7XzsvGc2r\/g\/N67hX+3+ce4LZpS1s8\/OxAa379UgdoeP6ojAxivJmUFkF6hfWnLWkhZDh2XKt3\/Gh2QVzSGDgiYUAdJQ83jTok\/\/6wly0FiBgsrxphvPAeLsJNAwSsnQszEOCsTPDVcZycZyR4z2lkZfiJVJwJU5iIrUzJEMiR1OoYZSdWYHph+DVJkcoJaLo5p1XkU28FfXFp56Ig3NePwRF5dPaZMm+dyFOURK8tcfsr\/tD1Hp+Zp0E3dZu\/ZKfllMSVEn0eS2RneTGlOjGb6ra\/+qIijtaG1UrwuMfAAfsE4v8L6FGHjuvq07\/dbHMPJQdP6c+hB5gRxfEnvAAa9LJw74DEV+oTqyBEnV8rRQqrAtG5rKcNkY5Jps7riPSa3qBtA6\/pq++z2Fh3FB6G9f8QBeZvD5jUkOqD2xZk2eHldsMRh88NXsO9VzuC2xMHlEyeP68S13J93+dWu6ubbN\/i\/XvRP5Xs79y2AVQe2YTbQbV0tzDcZ1rOFzfj+f0DFb37QmMLofDYZ3+nMIykLwzy2rJtYVqoF6YZfkbtCqhIVt7evWfLrGNHhSFsIUre3fDsJJKyRSmBMOScQLrBiRBwQoJVxcZk7Wcxg93IWHF9ncjPAwGW8uSxsMwNWlMMfYIrb1a0Kj+zksipVUUFlIVFiHMfMOP1EMOHiSoq0lsdYw14m6RoTwfjE36KtIbf02Mqzm2f91LcYjWzk8lyi9faV\/0dbC0eG5scRbDF6kXfyk2JHMCTRu36NmJkdn2nOnISV4YQYpfnii3JRL\/n4LiRsckwyR8o62uZwZzA4ZmwUr4EzIgZvUguNqD3mjzX6p4vRIeJi+RcF+TpG7ePdD6R5IxyrCfoIefi+BmBh+lMtZE3q8zC+22qWOVDgC4q0lzrZCL7bX20vMb5H5ngo+pI1WZ67pzNtBrr+meIv9jwUWCctuPNIoRb+YauU9feLjLvdd7yI40tNymelrMOLz2ELEhZ3DLfPAJKjK15CZnLAgBXDAYSQpVAJSRdWs2pofmQsBlue0XcEmV\/8OVOZAVIOsZuZaEXt7CKNg4X9yqxOcw8ciwWjqNmJRxL3y1H4OBCI5y4mxB\/fkhxJULVvRXLhF5jWRp0zvKIGr4OoRdemqA6Qlfy5lWsIfxf0jNa2uDiWScvwWsGnGOfgsDEO6WmfyYouTm\/lwSXIGccXo24rFeOH3\/T8c1QIR179IizjElYCTF4FvBi9JnlFnaHscyxHNY6QjUrOtVFsB54cWuB8rQZVPKKVtRhP1blTwxwWRPx5\/xy5it4QoVTW4r2nc6oWeiYpbcVLJHwS9zPqDLUQlzON875ULazGTu77UwsfCqypiemxT5ddbkqvFhKcjO++E+u3rKD1dun5JQ4Oe9iyNLyjfasasvrdF8xMq9+vkbb44tjeIG3x3uvbzS3vAAJaoRoCBaEFEnIwaKYqYQw8cSH0+0SEEheTwll4Ci0snUwD2+J0IItKnnNDHTNBZVEDSlvEM9VccZGQKlgJL21bMc0mqctLQVE\/22QaZ0qnuOlyxJiklG7xU7rJDW76zM+H9KutTXaCVWWl3Ok+KPOdNb1Z4tpE6mpqzZty2SH20pwlMeG17aaTfnorOyykKKNJ9C8z4XSgIg9VJqQy3VJOgwYrZlbCTJ0w5kKrp6QtohnxgFgcw\/rZrLIfpYiMDyeTJ0NgPhuzMq1q45BtjtiMODHCHuR6y0XMYkJBxcYUDAlrqRaaC7Xw8Jp1WM6t6LlnVf3m8CVvcfjB9v41cdhkUAu5W0j4+ymPdws3mz+RvLRjdVnesfctgVWt+5oT+6Z19kItvEvK+g+krL9BgeauxrdY8ubXzjBpuGTbuiykLNaRuPrdHxVncOQHDxtsrzW88+5YVEOe3EnVkEdK464hw5rQYgUChRgk3shI4fi+86sNW5aThIGLWZJpTEszi6mAE0FchjGHOJP99C8AxURiuiGjO1Oolco4hH5mZ0hUNjlmqsKfVRe8GpRM9xqJAxuICWWjomnzJUnMtE1+Whd+8uambBf1VcQ97lz\/PRnfY7I9cO\/WMhWEyD93SnZdq8LRc6szjRB5DafkRR2MAGOacZFXwrQ40pwellvAyrAStZOJORNHckSUzR0E\/E6PGOlMdQqY9TzAClIekt3ZUi2nVGzBTlQ9p5XQinTdZ0heWEgiveqhhGqhmoqv6PJawt2gEPorO3m30CexPb+vNv5ghY\/qeBxeAMh1pf93hHztzCZ\/rOKsHSuytI9vON7XUU8f+7b+NwGWjaAxtelda9dCyiKXL\/aLZ5NCyvp1VLC\/w5bl0G5\/ZH\/ByHHX8Gds5t4xdK250pWXuH+hGkZcwou3eGjlQuICWvyFSiiuiPMuolghFCqXZ+L8ibMghtsqzjCR5QF0M+hkFFPMEJrA6onQDxXRnCmBQBLFXIJLlS\/CAoxcoS4KK\/x8MJM1sQX5qNlWxMTMpmRr6CA9dq8T115GVOMz8kdK5MgyLWzDoxj1vdn2puXe7GhzKRue2+yrmPOuvbbYOIHjOHufPBGfnuglctlJ9mbl182RJo5MSs\/EMVzOGuDD0BPnnZwGr6QKkd56jrzkM795rVchnylVcTE2psdxouUxz6Ym0ACA4yw52hh\/q0ETYM7kZUvzWjZm8zXSEnasjULT7TOydnYsTB9uz1EFXwurgBcP8UZbTMmDacdiUnL4uxeRWoI7at2zhRmTy5rK8F5xj+u+CbDOtOBrBueb1s0rUtbm3zb\/+tPfbf9+Kv2\/8H2Fwb23Zf0Y67I2P3y233yeGX\/CebFjiYNX+M+fbV5zqzaWOTQDfKmGrPe9RbhiFgEoel2CsPpdshDDWNI6ovEwXibiMswhcYkuBpjJ6wsdHD4+mBd+mqLrPIFGCStqQ59zHlKLPARSpAkrj8C08lAKc+wiMo7o5JrgRePIThQf1MFuIN3kYjebItp0ctm82CLU\/FNEJnWTH2+fp6V\/JE4M1Om5OF5HsQkmo1pvMJsyS+ajHmISLAknxjyH3e+UAFVCykgo4ZA7k5xCPGCREliE6W2nWsQ7FeKY1hn1MUlS4iK6gSymidmqTagN3vuL6ometvYFxJoDm+5zHHEKXsH+hGLbYjlD2LEqhrxteUOseS5JSzsWX9zUGmjl5GOWzaUe4rvrxX5xbn1lMXH7iIf45zN9SKnosksuhPukrLRluS7r8Ff\/lz77XKhwhi8YkD\/zreRVjGHoFaP34nOGH\/WuUw2RpLhxeLu5vsV4fvUz9qwrRNvenoV8JbwcHLAR8FpAy+UwHsezcTaW3YrRcwrLlBhT5pXfrwSdrIyxr\/tIVdBvVmqIdTV+5SllBazoUqqThsFPZ\/4ELyvmVJ2lOM5vaglRngYGxApkdrZLz2x4TlrqI78TwS0avoTSHJ59mb3KTKGscwo+SY\/d5FbnnKEzn8eZ6NYo51fLDDgHjJ5r9caXUoyzxzAhIWVZ03KccZ0BYcPyGI41q2S8i5Pw4gDcqis\/rrW0fNZLPisgCnmL2eTcyqIRR5WG+WdO+9B\/puG9a2tzJiSqo3zYsgCXAFMlyc1l3K\/mXAoFXdCEi9djzbW8V9+bAmvRSK8KO\/prPr5pl8glUlZVk+uyavW7r7zY+0MVPGPoCJcBnqsWKQbVkCcMnnkrl3HwfY5pz2KJLwo36315oxCgYmUdq1LivcgY43nzO4V9klqJq4MW1z144VvN70dFKNHjzPLQoCTSibYdTGlnlhSLR4bIJXPaNyrFZnBN62gowNE4uNfLBC+masxOHFFKUlwWXlIeOVwvG+c4jBNz9m8LE5ovPb\/Mp83DWGZ98xQyxbH6JW3r7Z2As3oqDQaOmJtdnD4+AzLE2akG7fLmtwPpKOUXOivihQt9Tqz2KgfBr5YAl9CyDuQT50XBSqtsDEzE62cckcSslnLRlBhEUgzTnjiG7+zDH3UuoeX5zGcQ7X7gh1DDVMxrZtBYQnc8V0Ea3jP1b3F6w3src2J4fz93Ch8JWOdO3PiFlHXmjmG\/+n1pgPd91D\/xTfDieVMNGThWwLM4jjm3tGcxi3lEgV+f9LWLQgumQSGXwV8hOi+hBS5CHMo7gExSrnngwaQJuUsvkyz9TLT0h7QlxJDfhFRoEzLKO818pQEpuUgzZZ9mB0JeMQknWo1Y1ySsPCITiPS4RqIBSlAUJZpKbE5KWFwWhiOffSugjGubzTvaIj1jPGKX9SjbLzngFw0Dk6cQgXY2LcpunTb9mYe+sCMljTDKjjVf0IgOZoicCTE7GLkQaR3BAEsshLLegA+zgxmmjmaYPWAV5NFGEXF0fsRbJvITNo5\/Ro36\/QvmcUxfqeSB\/C5sIPMIMUVu+ZbecdnKs254CT1o87nCzQJaPldIJZ5XbHmn8IspnLHtTmHL876dtwGWJ9JdIEfn2s5jRcr6y7wuq37SPp8x\/DcWp3\/Jdf4DI8tYtMWkV1++2t\/evFK1OgCtPW9zIP3lZvszBsTndLlz7eYVC0pfoBoCKaQs8AQ6MCcBLReVQq8maa1AiynpTFOS8mwklEoiJ6dXsckpY2TGAyhnEvmZo8aajn0fzdVmk9Ov75SwrBY\/E83LQKARz4mw4K9dJh7Ro4cLlgCTYUU5ysRm4XZ1ZV6SW797TUWcGZm95qRgFIuPbq55QlPeOccv3hdna4fQo61bTs4poOWssj\/Ihzd6hnhnU8RFIdLaPBAeAsKsxmb34Q\/phyAZHHlBRZWOqmiyspC4KZth1UQrQ7wxzXJkClg16WoGHfXE0Zx+FAhbFtMpFis2FdFVg6oWvpHX6vgmDhk+mn\/Rh2qhluHjTYP71a84+x84Ye4UOhGPc\/yOYN4pPI5\/v6G3AdaZln7NiX7TXTRmW5ey8pc5fkt6vpHUBy5d5iBvvt39ePjq+uX+5rsXu1INnTh51\/Am1mbtf95sfkY1fO5dEL54XAVf0GJhFrxCDMNg77fRKbT4ZqOloCImiVMEKYbPuCksiZSPkNCJJ8CRnXRMLqUtvv523D32bnDMWQoKKiUu4qlRlAAq40MDJSykmNbKXhRu14FVa5InLJLj2gh\/dm4QKPrS+WtNATRjDFPQi9TGEZFF4tNwv+VX8SxhLdP7vL80P7PiaJMZi40Osp9qs6fjYo\/ogBJJxDHYmRbksEvpKGcJaQEqZ0F8wTlQfDHF148ADFA5gCFpGdPgBLeYF8yJCHc2LgUrpxf1egdRqPHK9ohzcPHEsaNO\/X4PUj82qWyL4ZhmcagGNw9z37YwWt2XfSXdnwHLt5CuJB5FyQF58Hjb2wLLxswzIbzL9i2krD\/wCmVetbp8xrAWk\/YG+Ek15G0OV1+8iJnodwMPR8eM8DI8vGaOcSuXRiC+NCN8UxNvt6zPwpDFPBCCE7RUAwNQFBJFgaPwwyCw4h1A7FoZL4oarELasqg3Iv1e68GlLOcPBxgPrHTxTH7R6AwLQAVpGqAgHPWYj2uAHBQJKDk9DZviZeQp2tDIY5wJ5q+t\/FFVi6y45ZhUmfOuJ30+9f2mJETOHXN5bstm042xxfTB12BU0xYUwApzKFHZ1eQ3TDwgsdczVUBQVsCwk0VpKQckpCYHpy13IEySc4yiGEgLXoTJxNex6QBK1ze68Sws08cODwmMH9DhYNAT1GV7jMfPh\/Yu6sw26g\/VlcPcvCban8mzHg325Xpqb77Na7HevI7HLPm2wDrTlq\/pMOnab03KqihsWf+K4e7vN\/Xe90ooA\/ysGmK94rHOP4MJpkSzZ32GZOsbHaDCnvVZm+eIWHtELN\/MP985lFOqgbzLmtdtMPN4tNQwY4urAZ6hDfS4TIqF8k4xvLdAi8kRc044+cWZEpbwAgm+u4MfEjgCF5zhtoyzKW7NOKu8AnBhEJEU82pQ2GZOIVVRh2W0T+kns\/DiwEr9UdRLwnkcXRl5qK51VBi\/0h95Kp4rz\/Jnt7vSLJT1BCLP1vGhEgIdFxycrpq25oUOAmeKZqATBg653WWaXGBEWph+jPxRjnmR+Rko\/rQ7USjgxexAIHK4G6hwyU1cVJg2Kyt3zzmiAT7e2xZleGCZiFAdVSQDZFEX1lfA5czz2CIsbWs87hyz1x+QVvISYNnW+fzSJ8AqLlTMn7SBeeoYU7rNV5Wf3DLs0p+K9zGA5Yl3F4heo77m45sWvy5lbXjG8HgxaS1zSNVwedewt2dNq+A50u7nw+bn59z3cMq0O4c32K9yuYN0ufVXvsOmtcPwjtAFba75PkQuBxmwK+UlWSHJwrTKt2Xc2FHaUqwXaUwnZXMOGd+\/DVxMAG9nhw2LaSOeoCOf5GNGSSGvBoJeAkyvUAvts1IN8dt2VUOvjqYy0jTzkJSQiao434RY1BbpzD5j2TJf+ttnwKxihFHlrbiHuCv1P6T4RXntqnOb7b906+Dm94S9z9+8eZG7iSvSHVX7ZpKwMnuk0eGqaJEX1+kR8cwFh9YoJR9fDkIVDrau34jkcxI1ePHiSCE2S1YBIGjFGxbMD7hoQPopHXXEQVNVZF7EcdQyQ7JqEpa\/iM59cNrB7x7cuNoG6SrWcsUJ8nQb9q7oulQHl7DKXHz+hZ1ZvMV+XHau3U6j+8pdwqnQ+\/U8BrAe0GKlrH+mA1ho5iM7bTFp\/\/qZWTUUWnTe7Use2\/lx09uz+CZwYDc\/8ePQaYTnsgZar5\/fbJ4pZd1yN5AXjRa0+L02vpEwLQGtvHvIbOAnKtscDmjFr5LABqZe7MEcv0ZD2opUwAWslLAYfmalV4QAUuJy9qftCrUwpCnzSBK\/\/phCAR+njZIVWGxwwW8zmCOijQKtM3W9yjIc8c59g14rmYuizWeYeDYryy3DfUyl9G7BsI\/7sH568g22BEtfcO6JmVMOmeBJUSdzO3Rs9F6AJzITUB3MqRAJDA5h4gNQjlTQSjQ5OnajoAl\/SEkBGqcANWmvirDikmFh5IP7SlbCKtVCX4yb6RE35UUEJ59wo5wt4\/Uy2r\/C4E7lAaeQpLRvdbCquDi9G551ZjaEsR6PGwb2tgg+gtutUtapQT4Sn8jHYwHLQWdMatNr1Nd8fNPiS8o6NcD3quH19Vd8S+RjO8f2rB951pBJFKvgXwAB9amfWe6whNYV0MKcBLQEVaiHhq+fM9pgiwl2ha7PYwzI22h6zGsmUECL7y0kLx64hh4aEWZpi1\/b\/f\/bO5clyW0rDWdVV19lWb5EzMQstLNXXs4L9Ev4eRR6Hr+EXmCWXsk7RTjCjrE8kq2+VFdnzvedA5Agk8xLdVZ2dYnoriRwcACCIPjzP4cgeMlMLkk591d2nECVAKSzK3xX1CUdkoN7tcCjQKZAlbgUAqwoH0Dmbo2zL\/qHq6CwKsSRtic5xoyjjGL2Y8jsXcZp1+UVnLLXrS+bYC0TwRv\/Awv0x\/YR0e1DoafFIHmpeVWFdHRLyTO7lPekAxOh6JnkFKBrJ7J1JLIFNzwzMW5IenKAmOjoYEoVqOj4BB4AB0QiHv4rYoKVZiFAxiit+tQZIEWxqF92xVuBDBxZHvdg7ofMmKYdybDSf8XTKJjWO2UerosIuLn0yWIfLr0OVvi+toJfZ\/fVnTZ8R8IZkjhoDnqXMFRP\/nMqwJpomF016B\/SFbTKMsrFAb969t9lKeV\/sJLDbylYO6f1Z72I76f90jtAeXXn\/eoJGPF4\/egtlDWmO3CZXr+BaWEewrQ0D9OnxWuf76HNvsnJUHNyKa4uKNJjIAi84Xu6IFKYhpqIQJPsHhByyfcrgEug8hPhOEPNEqg64BLectIXdTt8A6x8XEgZb9\/qUrlUyzzHskOaeDwddJg78tk6ptw6NA01nyj6yHL8RV4FsIFMPXXqhZma\/W9bvkhHqqNkX\/QexbyCJ8M4g07rQwJOputRgiUdqFXdQCDUKBzlASO7voo7cLI+B4H59Lo3U7be\/AKsEAFAno1gVOpQTYAVowk8yjg8ze\/QiT7y+QJWABeOVE1E2pfsCspPo7pyvI5jsagPFffZmYPQJqorABbg6WI0eTH63U\/jelJ5xu7tkbIspknc4HQiX4w21A8fR+Ke\/JwSsDhQz+w4fIX865G8MQ23nhoOl6CpUx2cn7VavWDe5zNGG8tflCeH71fvLl9tnmxevL3m9Z28HVXz8AlGWjjimUAKfvFREc45wzDe3nn\/BPhBATkLc8VHKqmY3GBbrqEFjuGT0C\/PFiWBK4FKq68DLpkUGAazorw0iLTDW5n44+tBZAlawZ4cLglg7E4Qo0gFMUa\/fRhAxVAykF\/KmQoZ2ZlX8t10IRhbl2oijOEDgifxvofZA6G350M9Mru4hiwQ7KiK6HC61x+ojYhV1Aswma7gRBENQRQkUaHo3UxkKsBVfVyhID9Pk86qBSjSFA\/QIQW7EoGUd2AF1SKtvmBFHESLL0VpJoJqsCt2x3efNS+rOcjM6YgHcL1zkAlemCJvaWPTR3qmMsmXjy8\/5zgStOwKP3icwPU3Ukw16sL4IVmXcZbIKQFrosEOLU\/4V\/xU0Kosa\/zU8K88NcyXo\/sJpWMn\/Cs+XHGx+SLo6hu+DPb2sk53ePX+yeUYtHTE+\/SQnfP1wCv+J8N6DFla44Xn5HNPe0QgP0xE0sTxBKTrPT5OeYOITypJs4Q1hmIPXAlOMieOVNCSNcU2ZYz8ADNXm4FtBTiBX7B4UcjPjwXOBV7RTXwcQ9vD6yCBzC5NMItYsKfoUTs2R1tvFyJogCwUyk8p14p+vnFGQwBS3wNhjUeSM5RbfwWdEpR72+D0cHphzshFGs84tzbhSpNQoIrT4\/QGTbi4zRGRQGn+oROA5LsXgBCgY0lPunKQKEAJ1QSvACvBS2wyX78XG+sI4MKXld8IruyKanM6g6te8fK\/+6NdN6trzEHKbP8F09K79S+G+C\/RZVU\/Pr+Xq6qUFQhqN5Ttn93ylF8f9O7wFTqnDacGLBuYF9POdlbQak3Dv\/Ke039t\/kK537399uLq6vdxsEMn\/C\/wET5f\/\/Du+8sp0Hq9\/uxijXnYOuKvGRIb5mkJXLrFw6\/FyPEJYrArsjERHwWWwW0q23rEI0JuicGuoHWPcLszUlnsH0DqgYshx5B12NLYACsigJf2AawKrgVWOCY1GxFLwhy2FcAcr8UMDKe74zABifqIFlbksMsg+3IElvSINaHX3EBLkZFOke7f+NBzKkSbpzLOKLO7p4JAckAQWyIIQH0IfPJWwUCJEGaeMe8K2niqF4DiLAJPCFI\/wCwAShk+JV4IC4+Wjm9OuYBDYZ\/UFKASxxJ46FFzAS60AoxAoci7Md2AFTrBvgrTqsDVbWFShV3hiF\/7dDBMPxofL91evGHLoGLUXr55kXn4sOLr63wfdHX5w+qHy18xYIrj\/e+0eHtAIZwKEpC7D6cGLFvsWa0XWIkqEm2\/buSIYgZ8eWrY+LMqaLk66dAJn08OH61+Mwlamof078ARz9L8mIXML30CbglYFbQYlCwAyN1SE1HQYuTx6DDZVtw3kxtxWqVJcCvyK3Axai+vEqg2NzAmQYqRHuDF6NR0xGUFXgFAMqsik1Hh16KJwaDoDHT5s78cStFvAgwNigdLythxvKZWgYfZ+5lnR1umhMA6ZePQ6IyzanoCnMo+qsb92ga0TDSJQw3AabN2gVjtrQSu6Kh4+BsTL6kk8zm32dWe4ZBxBgK3TfcABhR4pgOggunInaREYJ0Zmnyan+wnwUvPuYNBuCqgI1CBZAwQdTjxpJNZCWkCmB\/fxN\/gBMNSxlV3MQmpH5DCg8GIJM1jc8GJBvMFws0l5uBFTCxlS\/onpiqIRdFeVkcxpP+qd7g7pcHrQeblx1TT8tFl8\/HCXQDWxNE4FDg1A9CqLGvbn9XOz9IJf3X14+DJId9N4zKeAy0d8fn08PkzvrnGA0JPjK\/xxLuHjl+d8cWvxfBKINOXxYlkwOQHKjEZuXeShiWBGQyFBC5BSfBizGg6Uru32AArDpFUBanQccTKtPhxmLjIA6MfISjpuOVPEMttWAgOM8efPUYh4\/YcdSsixJWS0Q6wOoCr8rKtIDcSR3IMUoN6pwp8GrIAnLapgk8bpgBMlezm1BRPgKnCtryrRX50Z2FUwb7iLMGLKBt5CVYCVOgHwAVvAiRifp9n0bMtRMnPEnTU440w5bwjmDI0mFQIOLF1nl8AVAEr\/BnU4yBZJ1hlfMXTQp4MWk0sJU45Bh5pP13gTEH2rWz1ildB+PJzxMMEfBugVCeO6r9ijUCOofqv6kOw7J38\/Z\/Viv8ZtJTCUKyCO9veFWDFGR62Ok7uUNQ9NWz8WcG0crG\/nJ\/VPzm8vPySenkBk\/WzpkBr\/YpTgtktt3bA8bL0hTPiHX7OP9m8ew3TutjojKciBglbTgyrbGEikvafbIut7lLMRA21AKMOuDg9z5NLAAAYyUlEQVTN3PVSRj6o4hS9BC0\/Ie5IjaGgs\/0mzUPSqMRQZdQEgNlKKqGdjjvGLsM4Rj10TxnN428ARJGOcvZilDWS+mT2AYSOunpJiT1QkNo6zlbg2W\/DHIA5ZB01ASNZoGNbJgE6xgn9HyhD\/2cB9eOeJRBa1hMjm+KUhw3pqceJoJkYAxN4C5NRHSRU57wYphwEAFF\/mI8BVICcQBUtQhfHgismdczKb3IymqJc6FkfTItX1Dr5tZNIg10xoBhoTmN4zcBzNPp0kLv55qKYg\/\/H2jN8pQodWdSU\/+rb0ZQG51KeN9wVYHkUHszgOspD+wr51428Mq0\/I\/9DL3+WTvgKWvnxiu8AgZ2gVaY8POWSfcuMhevLN2+frJ8xljbPXzM2AC4nmPIV3E1rIgJOPkVkUPqwOMBIFhVmIsNtCriughkV4Aqg4pbL6Wf+vKPaJ4cxkgU0pkcE+072JRglq9LpHvdb0+hnfznWCOHncixGwjKiaCQ7MOrALZTKj0DXhiFI1TpajZ9XfAhg7YxwQ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animated-slow\" data-id=\"0466965\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;,&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\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-fddc956 animated-slow elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"fddc956\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-0066aa6\" data-id=\"0066aa6\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4b9c3d6 elementor-widget elementor-widget-heading\" data-id=\"4b9c3d6\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b>past exam <\/b>Papers<\/h2>\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\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-87e0cd9 animated-slow elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"87e0cd9\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-33 elementor-top-column elementor-element elementor-element-6f19f62 animated-slow\" data-id=\"6f19f62\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0235a3d elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"0235a3d\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2559-1\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2559-1\" target=\"_blank\" >\n\t\t\t\t\t\tpast exam 1\/2559\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-84fc75d animated-slow\" data-id=\"84fc75d\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5edb31b elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"5edb31b\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2559-2\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2559-2\" target=\"_blank\" >\n\t\t\t\t\t\tpast exam 2\/2559\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-a68164f animated-slow\" data-id=\"a68164f\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1c04bfc elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"1c04bfc\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2560-1\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" d=\"M217.434,146.544c3.238,0,4.823-2.822,4.823-5.557c0-2.832-1.653-5.567-4.823-5.567h-18.44  c-3.605,0-5.615,2.986-5.615,6.282v45.317c0,4.04,2.3,6.282,5.412,6.282c3.093,0,5.403-2.242,5.403-6.282v-12.438h11.153  c3.46,0,5.19-2.832,5.19-5.644c0-2.754-1.73-5.49-5.19-5.49h-11.153v-16.903C204.194,146.544,217.434,146.544,217.434,146.544z   M155.107,135.42h-13.492c-3.663,0-6.263,2.513-6.263,6.243v45.395c0,4.629,3.74,6.079,6.417,6.079h14.159  c16.758,0,27.824-11.027,27.824-28.047C183.743,147.095,173.325,135.42,155.107,135.42z M155.755,181.946h-8.225v-35.334h7.413  c11.221,0,16.101,7.529,16.101,17.918C171.044,174.253,166.25,181.946,155.755,181.946z M106.33,135.42H92.964  c-3.779,0-5.886,2.493-5.886,6.282v45.317c0,4.04,2.416,6.282,5.663,6.282s5.663-2.242,5.663-6.282v-13.231h8.379  c10.341,0,18.875-7.326,18.875-19.107C125.659,143.152,117.425,135.42,106.33,135.42z M106.108,163.158h-7.703v-17.097h7.703  c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2560-1\" target=\"_blank\" >\n\t\t\t\t\t\tpast exam 1\/2560\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-4b706b7 animated-slow elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"4b706b7\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeInUp&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-33 elementor-top-column elementor-element elementor-element-bca8234 animated-slow\" data-id=\"bca8234\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c02ba06 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"c02ba06\" data-element_type=\"widget\" data-settings=\"{&quot;_transform_translateX_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:2,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateX_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_translateY_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2560-2\" target=\"_blank\" class=\"elementor-icon elementor-animation-bounce-in\" tabindex=\"-1\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" height=\"800px\" width=\"800px\" id=\"Layer_1\" viewBox=\"0 0 309.267 309.267\" xml:space=\"preserve\"><g>\t<path style=\"fill:#E2574C;\" d=\"M38.658,0h164.23l87.049,86.711v203.227c0,10.679-8.659,19.329-19.329,19.329H38.658  c-10.67,0-19.329-8.65-19.329-19.329V19.329C19.329,8.65,27.989,0,38.658,0z\"><\/path>\t<path style=\"fill:#B53629;\" d=\"M289.658,86.981h-67.372c-10.67,0-19.329-8.659-19.329-19.329V0.193L289.658,86.981z\"><\/path>\t<path style=\"fill:#FFFFFF;\" 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c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2560-2\" target=\"_blank\" >\n\t\t\t\t\t\tpast exam 2\/2560\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-6570b03 animated-slow\" data-id=\"6570b03\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b42cf02 elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"b42cf02\" data-element_type=\"widget\" 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c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2561-1\" target=\"_blank\" >\n\t\t\t\t\t\tpast exam 1\/2561\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-0dc2edb animated-slow\" data-id=\"0dc2edb\" data-element_type=\"column\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d57cf0d elementor-position-left elementor-vertical-align-middle e-transform elementor-view-default elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"d57cf0d\" data-element_type=\"widget\" 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c4.755,0,7.78,3.711,7.78,8.553C113.878,159.447,110.863,163.158,106.108,163.158z\"><\/path><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"https:\/\/www.eng.kmutnb.ac.th\/exams\/#Semester%2F2561-2\" target=\"_blank\" >\n\t\t\t\t\t\tpast exam 2\/2561\t\t\t\t\t<\/a>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t<\/div>\n\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<\/div>\n\t\t\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-da9603f animated-slow elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet elementor-hidden-mobile elementor-section-boxed elementor-section-height-default elementor-section-height-default wpr-particle-no wpr-jarallax-no wpr-parallax-no wpr-sticky-section-no wpr-equal-height-no elementor-invisible\" data-id=\"da9603f\" 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Artificial Intelligence and Communication Engineering | curriculum AICE 2569 Artificial Intelligence and Communication Engineering 2569-2574 New! Electrical Engineering and Smart System | curriculum EESS 2568 Electrical Engineering and Smart System 2568-2573 curriculum EE 2565 Electrical engineering 2565-2660 curriculum Cpr.E+ 2569 Computer Engineering Plus 2569-2574 curriculum E.EE 2563 Electrical engineering (English Program) 2563-2568 curriculum Cpr.E 2564 Computer Engineering 2564-2569 Document Services General Request **Print on Both side only Academic Record Request of Certification Form Scholarship Application Form Adding Course Adding Course Form Changing Sections Changing Sections Form Course Drop Withdrawal Form Certificate &#038; Letter *Access Limited to KMUTNB Domain Internship internship request letter Certificate Expected Graduation Letter Certificate Certificate of Student Status Project Template Docs-iconCreated with Sketch. 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