{"id":493,"date":"2024-09-06T22:05:05","date_gmt":"2024-09-06T22:05:05","guid":{"rendered":"https:\/\/cartshippingcalculator.com\/support\/?page_id=493"},"modified":"2024-09-12T18:14:34","modified_gmt":"2024-09-12T18:14:34","slug":"configure-global-backup-rates-for-dr-advanced-shipping-shopify-app","status":"publish","type":"page","link":"https:\/\/cartshippingcalculator.com\/support\/tutorials\/configure-global-backup-rates-shopfy-shipping\/","title":{"rendered":"Configure Global Backup Rates for Dr Cart Shipping Rates &#038; Rules Shopify App"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"493\" class=\"elementor elementor-493\">\n\t\t\t\t<div class=\"elementor-element elementor-element-478aa22c e-flex e-con-boxed e-con e-parent\" data-id=\"478aa22c\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5cde99c1 elementor-widget__width-initial elementor-widget-tablet__width-initial elementor-widget elementor-widget-icon-box\" data-id=\"5cde99c1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tConfigure Global Backup Rates for Dr Cart Shipping Rates &amp; Rules Shopify App\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-65064f93 elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"65064f93\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-37ca35b6 e-con-full e-flex e-con e-child\" data-id=\"37ca35b6\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-550674d9 e-con-full breadcrumb e-flex e-con e-child\" data-id=\"550674d9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4545ada0 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4545ada0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon\" href=\"\/support\/\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"31\" viewBox=\"0 0 32 31\" fill=\"none\"><path d=\"M22.6356 15.5685C22.6356 15.1434 22.291 14.7988 21.8659 14.7988H11.4091L15.483 10.7249C15.7835 10.4244 15.7835 9.93703 15.483 9.63645C15.1824 9.33587 14.6951 9.33587 14.3945 9.63645L9.00668 15.0242C8.70611 15.3248 8.70611 15.8121 9.00668 16.1127L14.3945 21.5005C14.6951 21.8011 15.1824 21.8011 15.483 21.5005C15.7835 21.1999 15.7835 20.7126 15.483 20.412L11.4091 16.3382H21.8659C22.291 16.3382 22.6356 15.9936 22.6356 15.5685Z\" fill=\"#0A1424\"><\/path><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3baca093 elementor-widget elementor-widget-text-editor\" data-id=\"3baca093\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Tutorials<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-50051cc0 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"50051cc0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"19\" viewBox=\"0 0 20 19\" fill=\"none\"><path d=\"M8.04184 3.63645C7.74126 3.93703 7.74126 4.42436 8.04184 4.72494L12.8854 9.56848L8.04184 14.412C7.74126 14.7126 7.74126 15.1999 8.04184 15.5005C8.34242 15.8011 8.82976 15.8011 9.13034 15.5005L14.5181 10.1127C14.8187 9.81215 14.8187 9.32481 14.5181 9.02423L9.13034 3.63645C8.82976 3.33587 8.34242 3.33587 8.04184 3.63645Z\" fill=\"#0A1424\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-105bc114 elementor-widget elementor-widget-text-editor\" data-id=\"105bc114\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Configure-global-backup-rates-for-dr-advanced-shipping-shopify-app<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5ec5e43e e-flex e-con-boxed e-con e-parent\" data-id=\"5ec5e43e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-49bc7a43 e-con-full e-flex e-con e-child\" data-id=\"49bc7a43\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-42858612 elementor-widget elementor-widget-n-accordion\" data-id=\"42858612\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;max_items_expended&quot;:&quot;multiple&quot;,&quot;default_state&quot;:&quot;expanded&quot;,&quot;n_accordion_animation_duration&quot;:{&quot;unit&quot;:&quot;ms&quot;,&quot;size&quot;:400,&quot;sizes&quot;:[]}}\" data-widget_type=\"nested-accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-n-accordion\" aria-label=\"Accordion. Open links with Enter or Space, close with Escape, and navigate with Arrow Keys\">\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1110\" class=\"e-n-accordion-item\" open>\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"1\" tabindex=\"0\" aria-expanded=\"true\" aria-controls=\"e-n-accordion-item-1110\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> GENERAL <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1110\" class=\"elementor-element elementor-element-47b683bd e-con-full topic_item e-flex e-con e-child\" data-id=\"47b683bd\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-18c1f0ca hfe-nav-menu__align-justify hfe-nav-menu__breakpoint-none hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"18c1f0ca\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-18c1f0ca\" class=\"hfe-nav-menu\"><li id=\"menu-item-489\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/requirements-to-use-the-advanced-shipping-calculator-feature-in-shopify\/\" class = \"hfe-menu-item\">Requirements to Use the Advanced Shipping Calculator Feature in Shopify<\/a><\/li>\n<li id=\"menu-item-490\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/what-is-shopify-advanced-shipping-calculator-and-its-features\/\" class = \"hfe-menu-item\">What is Shopify Advanced Shipping Calculator and Its Features?<\/a><\/li>\n<li id=\"menu-item-491\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-enable-disable-the-advanced-shipping-calculator-functionality-in-shopify\/\" class = \"hfe-menu-item\">How to Enable\/Disable the Advanced Shipping Calculator functionality in Shopify?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1111\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"2\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1111\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> ADVANCED SHIPPING SETTINGS <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1111\" class=\"elementor-element elementor-element-1926436f e-con-full topic_item e-flex e-con e-child\" data-id=\"1926436f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-492f957f hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"492f957f\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-492f957f\" class=\"hfe-nav-menu\"><li id=\"menu-item-497\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/setting-default-values-in-advanced-shipping-setting-dr-advanced-shipping-shopify-app\/\" class = \"hfe-menu-item\">Setting Default Values in Advanced Shipping Setting<\/a><\/li>\n<li id=\"menu-item-498\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/syncing-products-shipping-zones-and-locations-in-shopify\/\" class = \"hfe-menu-item\">Syncing Products, Shipping Zones and Locations in Shopify<\/a><\/li>\n<li id=\"menu-item-499\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/testing-shipping-rates-in-test-mode-shopify\/\" class = \"hfe-menu-item\">Testing Shopify Shipping Rates in Test-Mode Only<\/a><\/li>\n<li id=\"menu-item-500\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/configure-global-backup-rates-shopfy-shipping\/\" class = \"hfe-menu-item\">Configure Global Backup Rates for Dr Cart Shipping Rates &#038; Rules Shopify App<\/a><\/li>\n<li id=\"menu-item-501\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/distance-calculation-using-google-maps-setup-in-shopify-shipping\/\" class = \"hfe-menu-item\">Distance Calculation Using Google Maps Setup with Dr Cart Shipping Rates &#038; Rules Shopify App<\/a><\/li>\n<li id=\"menu-item-502\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/carrier-service-setup-guide-advanced-shipping-shopify-app\/\" class = \"hfe-menu-item\">Shipping Carrier Service Setup Guide for Shopify Shops<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1112\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"3\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1112\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> SHIPPING PROFILE &amp; ZONES <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1112\" class=\"elementor-element elementor-element-496f8606 e-con-full topic_item e-flex e-con e-child\" data-id=\"496f8606\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2eb63691 hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"2eb63691\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-2eb63691\" class=\"hfe-nav-menu\"><li id=\"menu-item-3776\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/what-is-a-shopify-shipping-profile\/\" class = \"hfe-menu-item\">What is a Shopify Shipping Profile?<\/a><\/li>\n<li id=\"menu-item-505\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/what-is-a-shopify-shipping-zone\/\" class = \"hfe-menu-item\">What is a Shopify Shipping Zone?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1113\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"4\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1113\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> SHIPPING RULE\/RATE SETUP <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1113\" class=\"elementor-element elementor-element-2ddbee51 e-con-full topic_item e-flex e-con e-child\" data-id=\"2ddbee51\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4102286c hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"4102286c\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-4102286c\" class=\"hfe-nav-menu\"><li id=\"menu-item-513\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-shipping-rules-and-rates-advanced-shipping-calculator-guide\/\" class = \"hfe-menu-item\">Anatomy of Shopify Shipping Rules and Rates: A Comprehensive Guide to the Advanced Shipping Calculator Rule Configurator<\/a><\/li>\n<li id=\"menu-item-514\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/understanding-conditions-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">Understanding Conditions in Shopify Advanced Shipping Calculator: Condition Match Operator and Condition Parameters<\/a><\/li>\n<li id=\"menu-item-519\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/difference-between-tiered-incremental-volume-based-and-product-specific-rates-in-shopify-advanced-shipping\/\" class = \"hfe-menu-item\">What is the Difference Between Tiered Rates, Incremental Rates, Volume-Based Rates, and Product Specific Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-518\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/set-up-shipping-rules-using-tiered-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Shipping Rules Using Tiered Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-517\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/set-up-shipping-rules-using-incremental-rates-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Shipping Rules Using Incremental Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-516\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/set-up-shipping-rules-using-product-specific-rates-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Shipping Rules Using Product Specific Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-5828\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-shipping-rules-using-volume-based-rate-calculation-in-shopify\/\" class = \"hfe-menu-item\">How to Set Up Shipping Rules Using Volume-Based Rate Calculation in Shopify Advanced Shipping Calculator<\/a><\/li>\n<li id=\"menu-item-515\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-shipping-rules-using-distance-calculation-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Shipping Rules Using Distance Calculation in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1114\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"5\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1114\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> SHIPPING RULE\/RATE SETUP USING CARRIER RATES INTEGRATION <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1114\" class=\"elementor-element elementor-element-58e035da e-con-full topic_item e-flex e-con e-child\" data-id=\"58e035da\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-63b3f5fd hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"63b3f5fd\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-63b3f5fd\" class=\"hfe-nav-menu\"><li id=\"menu-item-528\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-ups-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up UPS Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-529\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-usps-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up USPS Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-530\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-fedex-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Fedex Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-531\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-canada-post-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Canada Post Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-532\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-australia-post-pac-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Australia Post PAC Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-533\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-australia-post-eparcel-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Australia Post eParcel Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-534\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-sendle-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up Sendle Rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-535\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-set-up-dhl-express-rates-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Set Up DHL Express rates in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1115\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"6\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1115\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> SHIPPING RULES IMPORT\/EXPORT FUNCTIONALITY <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1115\" class=\"elementor-element elementor-element-60680fd3 e-con-full topic_item e-flex e-con e-child\" data-id=\"60680fd3\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-709338fa hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"709338fa\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-709338fa\" class=\"hfe-nav-menu\"><li id=\"menu-item-543\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/understanding-the-shipping-rules-import-file-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">Understanding the Shipping Rules Import File in Shopify Advanced Shipping Calculator<\/a><\/li>\n<li id=\"menu-item-544\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-create-tiered-based-shipping-rules-using-import-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Create Tiered-Based Shipping Rules Using Import in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-545\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-create-incremental-shipping-rules-using-import-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Create Incremental Shipping Rules Using Import in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-5869\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-create-volume-based-rate-using-import-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Create Volume-Based Rate Using Import in Shopify Advanced Shipping Calculator<\/a><\/li>\n<li id=\"menu-item-546\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-create-product-specific-rate-using-import-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Create Product Specific Rate Using Import in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-547\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-modify-shipping-rules-using-import-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Modify Shipping Rules Using Import in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-548\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-delete-shipping-rules-using-import-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Delete Shipping Rules Using Import in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<li id=\"menu-item-549\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/where-to-check-the-status-of-your-import-upload-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">Where to Check the Status of Your Import\/Upload in Shopify Advanced Shipping Calculator?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1116\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"7\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1116\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> MERGING MULTIPLE SHIPPING RULES <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1116\" class=\"elementor-element elementor-element-5b3a2cd8 e-con-full topic_item e-flex e-con e-child\" data-id=\"5b3a2cd8\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-39133011 hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"39133011\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-39133011\" class=\"hfe-nav-menu\"><li id=\"menu-item-552\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-merge-or-combine-multiple-rates-into-one-rate-in-shopify\/\" class = \"hfe-menu-item\">How to Merge or Combine Multiple Rates into One Rate in Shopify?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1117\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"8\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1117\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> PRODUCT DIMENSIONS SETUP <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1117\" class=\"elementor-element elementor-element-359cbf04 e-con-full topic_item e-flex e-con e-child\" data-id=\"359cbf04\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5afd5143 hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"5afd5143\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-5afd5143\" class=\"hfe-nav-menu\"><li id=\"menu-item-554\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/why-do-i-need-to-provide-product-dimensions-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">Shopify Advanced Shipping Calculator: Why Do I Need to Provide Product Dimensions?<\/a><\/li>\n<li id=\"menu-item-555\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/how-to-add-product-dimensions-for-accurate-shipping-calculations-in-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">How to Add Product Dimensions for Accurate Shipping Calculations in Advanced Shipping Calculator?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1118\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"9\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1118\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> HISTORY\/AUDIT TRAIL <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1118\" class=\"elementor-element elementor-element-788af26f e-con-full topic_item e-flex e-con e-child\" data-id=\"788af26f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-66620789 hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"66620789\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-66620789\" class=\"hfe-nav-menu\"><li id=\"menu-item-557\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/understanding-the-history-audit-trail-for-debugging-in-shopify-advanced-shipping-calculator\/\" class = \"hfe-menu-item\">Understanding the History\/Audit Trail for Debugging in Shopify Advanced Shipping Calculator<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1119\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"10\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1119\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> COMMON ISSUES &amp; FAQs <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-down\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-caret-up\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1119\" class=\"elementor-element elementor-element-705edcd9 e-con-full topic_item e-flex e-con e-child\" data-id=\"705edcd9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-198ff952 hfe-nav-menu__breakpoint-none hfe-nav-menu__align-left hfe-submenu-icon-arrow hfe-submenu-animation-none hfe-link-redirect-child elementor-widget elementor-widget-navigation-menu\" data-id=\"198ff952\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;padding_vertical_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;menu_row_space&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:6,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_menu_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;menu_row_space_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;dropdown_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;dropdown_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;top&quot;:&quot;&quot;,&quot;right&quot;:&quot;&quot;,&quot;bottom&quot;:&quot;&quot;,&quot;left&quot;:&quot;&quot;,&quot;isLinked&quot;:true},&quot;width_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;220&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;width_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_horizontal_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:15,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;padding_vertical_dropdown_item_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;distance_from_menu_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_size_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_width_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;toggle_border_radius_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"navigation-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"hfe-nav-menu hfe-layout-horizontal hfe-nav-menu-layout horizontal hfe-pointer__none\" data-layout=\"horizontal\">\n\t\t\t\t<div role=\"button\" class=\"hfe-nav-menu__toggle elementor-clickable\" tabindex=\"0\" aria-label=\"Menu Toggle\">\n\t\t\t\t\t<span class=\"screen-reader-text\">Menu<\/span>\n\t\t\t\t\t<div class=\"hfe-nav-menu-icon\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<nav class=\"hfe-nav-menu__layout-horizontal hfe-nav-menu__submenu-arrow\" data-toggle-icon=\"\" data-close-icon=\"\" data-full-width=\"\">\n\t\t\t\t\t<ul id=\"menu-1-198ff952\" class=\"hfe-nav-menu\"><li id=\"menu-item-577\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-why-is-my-shipping-rate-being-doubled-tripled-or-more\/\" class = \"hfe-menu-item\">Why is my shipping rate being doubled, tripled or more?<\/a><\/li>\n<li id=\"menu-item-578\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-can-i-exclude-specific-locations-city-state-province-zip-code-shipping\/\" class = \"hfe-menu-item\">Can I exclude specific locations from my shipping rules?<\/a><\/li>\n<li id=\"menu-item-579\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-cart-shipping-fee-different-from-checkout\/\" class = \"hfe-menu-item\">Why is the shipping fee displayed in the Cart Summary not the same as the shipping fee displayed at checkout?<\/a><\/li>\n<li id=\"menu-item-580\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-testing-shipping-rates-not-updating\/\" class = \"hfe-menu-item\">I\u2019m testing a shipping rule and after I made some changes to the shipping rate, when I refresh the cart, it is still showing me the old shipping rate value in the Cart Summary.<\/a><\/li>\n<li id=\"menu-item-581\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-apply-shipping-rates-after-discounts\/\" class = \"hfe-menu-item\">Can the shipping rule\/rate be applied after a discount has been applied to an order?<\/a><\/li>\n<li id=\"menu-item-582\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-shipping-rates-being-displayed-not-configured\/\" class = \"hfe-menu-item\">Why am I seeing shipping rates being displayed that I did not configure in your app?<\/a><\/li>\n<li id=\"menu-item-583\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-sort-shipping-rates-specific-order\/\" class = \"hfe-menu-item\">Can we sort the shipping rates so they can be displayed in a specific order?<\/a><\/li>\n<li id=\"menu-item-584\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/create-promote-free-shipping-rule-shopify\/\" class = \"hfe-menu-item\">How to create a free shipping rule and promote it on my site?<\/a><\/li>\n<li id=\"menu-item-585\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-rates-not-showing-at-cart-checkout\/\" class = \"hfe-menu-item\">Why are all or some of my rates not showing at cart\/checkout?<\/a><\/li>\n<li id=\"menu-item-586\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-create-a-shipping-rule-without-condition\/\" class = \"hfe-menu-item\">How to create a shipping rule without conditions?<\/a><\/li>\n<li id=\"menu-item-587\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-create-shipping-rule-for-group-of-products\/\" class = \"hfe-menu-item\">Best way to create a shipping rule for a group of products<\/a><\/li>\n<li id=\"menu-item-588\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-recover-deleted-a-shipping-zone-rules\/\" class = \"hfe-menu-item\">I accidentally deleted a shipping zone which also deleted the shipping rules in that zone, can I retrieve the deleted shipping rules?<\/a><\/li>\n<li id=\"menu-item-589\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/use-shopify-shipping-discounted-live-rates-in-your-app\/\" class = \"hfe-menu-item\">Can I use Shopify Shipping discounted live rates in your app?<\/a><\/li>\n<li id=\"menu-item-590\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-what-is-the-carrier-backup-rate-vs-global-backup-rate\/\" class = \"hfe-menu-item\">Carrier Backup Rate vs Global Backup Rate Explained<\/a><\/li>\n<li id=\"menu-item-591\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-why-do-i-need-to-merge-or-combine-shipping-rates\/\" class = \"hfe-menu-item\">Why do I need to merge or combine shipping rates?<\/a><\/li>\n<li id=\"menu-item-592\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-prevent-specific-products-from-shipping-to-specific-zones\/\" class = \"hfe-menu-item\">How do I prevent specific products from shipping to specific zones?<\/a><\/li>\n<li id=\"menu-item-593\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/tutorials\/shopify-duplicate-or-clone-shipping-rule\/\" class = \"hfe-menu-item\">How do I duplicate or clone my shipping rule?<\/a><\/li>\n<li id=\"menu-item-5916\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/shopify-how-to-charge-a-flat-rate-shipping-for-specific-product-combination\/\" class = \"hfe-menu-item\">How to charge flat rate shipping for specific product combination?<\/a><\/li>\n<li id=\"menu-item-5917\" class=\"menu-item menu-item-type-post_type menu-item-object-page parent hfe-creative-menu\"><a href=\"https:\/\/cartshippingcalculator.com\/support\/shopify-how-do-i-exclude-some-products-from-the-shipping-rate-calculation\/\" class = \"hfe-menu-item\">How do I exclude some products from the shipping rate calculation?<\/a><\/li>\n<\/ul> \n\t\t\t\t<\/nav>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a07a0cf e-con-full e-flex e-con e-child\" data-id=\"a07a0cf\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-57f7c406 elementor-widget elementor-widget-n-accordion\" data-id=\"57f7c406\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;default_state&quot;:&quot;expanded&quot;,&quot;max_items_expended&quot;:&quot;one&quot;,&quot;n_accordion_animation_duration&quot;:{&quot;unit&quot;:&quot;ms&quot;,&quot;size&quot;:400,&quot;sizes&quot;:[]}}\" data-widget_type=\"nested-accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-n-accordion\" aria-label=\"Accordion. Open links with Enter or Space, close with Escape, and navigate with Arrow Keys\">\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1470\" class=\"e-n-accordion-item\" open>\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"1\" tabindex=\"0\" aria-expanded=\"true\" aria-controls=\"e-n-accordion-item-1470\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> Table of Contents <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1470\" class=\"elementor-element elementor-element-e121155 e-con-full e-flex e-con e-child\" data-id=\"e121155\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-501dae46 elementor-widget elementor-widget-heading\" data-id=\"501dae46\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-1\"><span style=\"text-decoration: none\">Mastering Global Backup Rates in Advanced Shipping Calculator\u200b<\/span><\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4290723f elementor-widget elementor-widget-heading\" data-id=\"4290723f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-2\">Where to Find the Global Backup Rates Configuration\u200b<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bfc96a6 elementor-widget elementor-widget-heading\" data-id=\"bfc96a6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-3\">Available Options for Configuring Backup Rates\u200b<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7c8a1bbc elementor-widget elementor-widget-heading\" data-id=\"7c8a1bbc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-4\">How to Configure \"Flat Rate\" Shipping\u200b<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bcf9cd6 elementor-widget elementor-widget-heading\" data-id=\"bcf9cd6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-5\">How to Configure \"Tiered Rate\" Shipping\u200b<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d04c313 elementor-widget elementor-widget-heading\" data-id=\"d04c313\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-6\">How to Configure \"Incremental Rate\" Calculation\u200b<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e63a397 elementor-widget elementor-widget-heading\" data-id=\"e63a397\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-7\">Important Distinction Between our Global Backup Rate and Shopify Powered Backup Rate\u200b<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b2743e5 elementor-widget elementor-widget-heading\" data-id=\"b2743e5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"#global-backup-rates-chapter-8\">Best Practices\u200b<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/details>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1ba579e3 e-con-full e-flex e-con e-child\" data-id=\"1ba579e3\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-631bc5d2 elementor-widget elementor-widget-text-editor\" data-id=\"631bc5d2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>In this article you will learn:\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-eb6f8f5 e-con-full e-flex e-con e-child\" data-id=\"eb6f8f5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0e410f2 elementor-position-inline-start elementor-mobile-position-inline-start elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"0e410f2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"40\" height=\"41\" viewBox=\"0 0 40 41\" fill=\"none\"><rect y=\"0.304688\" width=\"40\" height=\"40\" fill=\"url(#pattern0_576_7200)\"><\/rect><defs><pattern id=\"pattern0_576_7200\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_576_7200\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_576_7200\" width=\"512\" height=\"512\" 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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tHow to <b class=\"color_red\">access<\/b> the Global Backup Rates configuration\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e94d949 e-con-full e-flex e-con e-child\" data-id=\"e94d949\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-74dd51e elementor-position-inline-start elementor-mobile-position-inline-start elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"74dd51e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tHow to set up <b class=\"color_red\">Backup Flat Rate<\/b>\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-80c4555 e-con-full e-flex e-con e-child\" data-id=\"80c4555\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3b46872 elementor-position-inline-start elementor-mobile-position-inline-start elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"3b46872\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tHow to configure <b class=\"color_red\">Backup Tiered Rate<\/b>\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d3b4767 e-con-full e-flex e-con e-child\" data-id=\"d3b4767\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-50d2451 elementor-position-inline-start elementor-mobile-position-inline-start elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"50d2451\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTroubleshooting tips\u00a0\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f1cb884 elementor-widget elementor-widget-heading\" data-id=\"f1cb884\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-1\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b class=\"color_red\">Mastering<\/b> Global Backup Rates in Advanced Shipping Calculator<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-faf9756 elementor-widget elementor-widget-text-editor\" data-id=\"faf9756\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Global Backup Rates provide a failsafe option for your shipping calculations, ensuring that customers always have a shipping option available, even if primary shipping methods aren&#8217;t applicable. Configuring these rates is an essential step in ensuring a smooth checkout experience for your customers. By setting up these rates, you provide a safety net that guarantees shipping options are always available, even in unexpected scenarios. This guide will walk you through the process of configuring these backup rates in our Advanced Shipping Calculator app.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3dbd8d9e elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"3dbd8d9e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-04d8ac4 elementor-widget elementor-widget-heading\" data-id=\"04d8ac4\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-2\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Where to <b class=\"color_red\">Find<\/b> the <b class=\"color_red\">Global Backup Rates Configuration<\/b><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d9e0d34 elementor-widget elementor-widget-text-editor\" data-id=\"d9e0d34\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>The configuration for Global Backup Rates can be found on the &#8220;Advanced Shipping Settings&#8221; page. Follow these steps to access it:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9f7e81c e-con-full e-flex e-con e-child\" data-id=\"9f7e81c\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-67cb4d3 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"67cb4d3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.171997\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M15.7891 21.172V11.3907H15.7578L12.7734 13.4689V12.0548L15.7734 9.89856H17.1484V21.172H15.7891Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Step 1<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a7bcceb elementor-widget elementor-widget-text-editor\" data-id=\"a7bcceb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li>Go to the <strong>Advanced Shipping Calculator<\/strong> page.<\/li><li>Click the <strong>Advanced Shipping Settings<\/strong> button<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d15a3e2 elementor-widget elementor-widget-image\" data-id=\"d15a3e2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1800\" height=\"863\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-where-to-find-step-1-and-2-new.png\" class=\"attachment-full size-full wp-image-1263\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-where-to-find-step-1-and-2-new.png 1800w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-where-to-find-step-1-and-2-new-300x144.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-where-to-find-step-1-and-2-new-1024x491.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-where-to-find-step-1-and-2-new-768x368.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-where-to-find-step-1-and-2-new-1536x736.png 1536w\" sizes=\"(max-width: 1800px) 100vw, 1800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-978c618 e-con-full e-flex e-con e-child\" data-id=\"978c618\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6cb0fa8 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"6cb0fa8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.363037\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M11.9141 21.363V20.3943L15.8828 16.2537C17.4062 14.6677 17.7578 14.0583 17.7578 13.1208V13.1052C17.75 11.9568 16.8828 11.1287 15.6562 11.1287C14.25 11.1287 13.2031 12.0974 13.2031 13.3083V13.3474H11.8438V13.3005C11.8438 11.3474 13.5312 9.9021 15.6328 9.9021C17.6719 9.9021 19.1641 11.2693 19.1641 13.0349V13.0505C19.1641 14.2849 18.5938 15.2146 16.5234 17.3318L13.8438 20.0818V20.113H19.3516V21.363H11.9141Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Step 2<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a502bcb elementor-widget elementor-widget-text-editor\" data-id=\"a502bcb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol start=\"3\"><li>Scroll down to the &#8220;<strong>Configure Global Backup Rates<\/strong>&#8221; section.<\/li><li><strong>Enable<\/strong> the feature to see the available options and save<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5c926d2 elementor-widget elementor-widget-image\" data-id=\"5c926d2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1796\" height=\"709\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-2.png\" class=\"attachment-full size-full wp-image-1285\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-2.png 1796w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-2-300x118.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-2-1024x404.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-2-768x303.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-2-1536x606.png 1536w\" sizes=\"(max-width: 1796px) 100vw, 1796px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-58163d9 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"58163d9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8dd5d0a elementor-widget elementor-widget-heading\" data-id=\"8dd5d0a\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-3\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Available Options for <b class=\"color_red\">Configuring Backup Rates<\/b><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7d9e835 elementor-widget elementor-widget-text-editor\" data-id=\"7d9e835\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"white-space-collapse: preserve;\">Once you&#8217;re in the right place, you can start configuring the settings. The first major decision you&#8217;ll need to make is the selection of a Backup Calculation Type.<\/span>\n\nThere are three options you can choose from when configuring your Backup Calculation Type:\n\n<ol style=\"margin-top: 10px;\">\n \t<li style=\"margin-bottom: 10px;\"><strong>Flat Rate<\/strong>: A single shipping rate applied to all orders, which can be either a fixed amount or a percentage of the cart value. Examples:\n<ol type=\"a\">\n \t<li><strong>Fixed amount<\/strong>: $10 shipping for all orders.<\/li>\n \t<li><strong>Percentage<\/strong>: 5% of cart value (e.g., $5 shipping for a $100 order, $10 for a $200 order)<\/li>\n<\/ol>\n<\/li>\n \t<li style=\"margin-bottom: 10px;\"><strong>Tiered Rate<\/strong>: Different shipping rates based on order value ranges. Example: $5 for orders up to $50, $8 for orders $50.01-$100, $12 for orders over $100.<\/li>\n \t<li style=\"margin-bottom: 10px;\"><strong>Incremental Rate<\/strong>: A rate that increases proportionally with the order value. Example: $1 shipping for every $10 of order value (e.g., $5 shipping for a $50 order, $10 shipping for a $100 order).<\/li>\n<\/ol>\nSelect one of these options in the &#8220;Backup Calculation Type&#8221; dropdown menu, then find the relevant section below based on your selection to continue with the configuration.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4125dd2 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"4125dd2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5afabad elementor-widget elementor-widget-heading\" data-id=\"5afabad\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-4\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">How to Configure \"<b class=\"color_red\">Flat Rate<\/b>\" Shipping<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9c7df1a elementor-widget elementor-widget-text-editor\" data-id=\"9c7df1a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Flat rate shipping applies a single, consistent rate regardless of order details. Here&#8217;s how to set it up:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-93ec9b7 e-con-full e-flex e-con e-child\" data-id=\"93ec9b7\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f40e4cc elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"f40e4cc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.171997\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M15.7891 21.172V11.3907H15.7578L12.7734 13.4689V12.0548L15.7734 9.89856H17.1484V21.172H15.7891Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Step 1<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-18ad6ef elementor-widget elementor-widget-text-editor\" data-id=\"18ad6ef\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Select &#8220;<strong>Flat Rate<\/strong>&#8221; as the &#8220;<strong>Backup Calculation Type<\/strong>&#8220;<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d038cc7 elementor-widget elementor-widget-image\" data-id=\"d038cc7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1796\" height=\"709\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-3.png\" class=\"attachment-full size-full wp-image-1289\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-3.png 1796w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-3-300x118.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-3-1024x404.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-3-768x303.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-3-1536x606.png 1536w\" sizes=\"(max-width: 1796px) 100vw, 1796px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a768f6a e-con-full e-flex e-con e-child\" data-id=\"a768f6a\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6c33349 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"6c33349\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.363037\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M11.9141 21.363V20.3943L15.8828 16.2537C17.4062 14.6677 17.7578 14.0583 17.7578 13.1208V13.1052C17.75 11.9568 16.8828 11.1287 15.6562 11.1287C14.25 11.1287 13.2031 12.0974 13.2031 13.3083V13.3474H11.8438V13.3005C11.8438 11.3474 13.5312 9.9021 15.6328 9.9021C17.6719 9.9021 19.1641 11.2693 19.1641 13.0349V13.0505C19.1641 14.2849 18.5938 15.2146 16.5234 17.3318L13.8438 20.0818V20.113H19.3516V21.363H11.9141Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Step 2<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-82d8e69 elementor-widget elementor-widget-text-editor\" data-id=\"82d8e69\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tFill in the backup rate name with something general like &#8220;<b>Default Shipping<\/b>&#8220;.\n<ul>\n \t<li>Important: This name will be displayed to customers during checkout, so choose a clear and user-friendly name (see screenshots below)<\/li>\n<\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-04e161d elementor-widget elementor-widget-image\" data-id=\"04e161d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1798\" height=\"795\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-4.png\" class=\"attachment-full size-full wp-image-1293\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-4.png 1798w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-4-300x133.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-4-1024x453.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-4-768x340.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-4-1536x679.png 1536w\" sizes=\"(max-width: 1798px) 100vw, 1798px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d383cdd e-con-full e-flex e-con e-child\" data-id=\"d383cdd\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9388e43 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"9388e43\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.171997\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M15.7109 21.3595C13.3828 21.3595 11.875 20.0626 11.7266 18.2814L11.7188 18.1876H13.0703L13.0781 18.2657C13.1953 19.3751 14.2109 20.1407 15.7109 20.1407C17.1875 20.1407 18.1953 19.3126 18.1953 18.1173V18.1017C18.1953 16.7189 17.2031 15.9454 15.625 15.9454H14.2109V14.7579H15.5625C16.9062 14.7579 17.8438 13.9298 17.8438 12.8048V12.7892C17.8438 11.6095 17.0703 10.9298 15.6953 10.9298C14.3672 10.9298 13.4219 11.6329 13.3047 12.7736L13.2969 12.8517H11.9453L11.9531 12.7736C12.1328 10.9376 13.5859 9.71106 15.6953 9.71106C17.8438 9.71106 19.2578 10.9064 19.2578 12.6173V12.6329C19.2578 14.0236 18.2734 14.9767 16.8672 15.2736V15.3048C18.5078 15.4454 19.625 16.4689 19.625 18.0704V18.0861C19.625 19.9689 17.9688 21.3595 15.7109 21.3595Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Step 3<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-369ad8e elementor-widget elementor-widget-text-editor\" data-id=\"369ad8e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Fill in the \u201cBackup Flat Rate\u201d field based on your chosen value (fixed amount or percentage)<br \/><strong>Note<\/strong>: Percentage-type calculation is based on the cart total. For example, if the non-discounted cart value is $1000 and the backup percentage rate is 10%, the shipping rate will be calculated as $100.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5c0eb9f elementor-widget elementor-widget-image\" data-id=\"5c0eb9f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1792\" height=\"707\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-5.png\" class=\"attachment-full size-full wp-image-1297\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-5.png 1792w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-5-300x118.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-5-1024x404.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-5-768x303.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-5-1536x606.png 1536w\" sizes=\"(max-width: 1792px) 100vw, 1792px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-05b7b77 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"05b7b77\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3db818f elementor-widget elementor-widget-heading\" data-id=\"3db818f\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-5\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">How to Configure \"<b class=\"color_red\">Tiered Rate<\/b>\" Shipping<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c8c71e4 elementor-widget elementor-widget-text-editor\" data-id=\"c8c71e4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Tiered Rate calculation allows you to define ranges of cart totals and assign base shipping rates that are dependent on what range the cart total falls into. i.e.<\/p><p>if the cart total is between <strong>$0<\/strong> and <strong>$40<\/strong>, you set a Tiered shipping rate of <strong>$5<\/strong>.<\/p><p>If the cart total is between <strong>$40.01<\/strong> and <strong>$60<\/strong>, you set a Tiered Rate of <strong>$8<\/strong>.<\/p><p>This is useful when you want to offer different shipping rates based on the order value.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e561a3c e-con-full e-flex e-con e-child\" data-id=\"e561a3c\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1c541e7 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"1c541e7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.171997\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M15.7891 21.172V11.3907H15.7578L12.7734 13.4689V12.0548L15.7734 9.89856H17.1484V21.172H15.7891Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Step 1<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-18faedc elementor-widget elementor-widget-text-editor\" data-id=\"18faedc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li>Select &#8220;<strong>Tiered rate<\/strong>&#8221; as the &#8220;<strong>Backup Calculation Type<\/strong>&#8220;<\/li><li>Specify ranges by filling in the Min\/Max fields and assigning a value for each specified value range<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5fa9feb elementor-widget elementor-widget-image\" data-id=\"5fa9feb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1796\" height=\"959\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-6.png\" class=\"attachment-full size-full wp-image-1301\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-6.png 1796w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-6-300x160.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-6-1024x547.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-6-768x410.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-6-1536x820.png 1536w\" sizes=\"(max-width: 1796px) 100vw, 1796px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-446c025 elementor-widget elementor-widget-image\" data-id=\"446c025\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1798\" height=\"733\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-7.png\" class=\"attachment-full size-full wp-image-1302\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-7.png 1798w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-7-300x122.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-7-1024x417.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-7-768x313.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-7-1536x626.png 1536w\" sizes=\"(max-width: 1798px) 100vw, 1798px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-87596b3 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"87596b3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b26f037 elementor-widget elementor-widget-heading\" data-id=\"b26f037\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-6\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">How to Configure \"<b class=\"color_red\">Incremental Rate<\/b>\" Shipping<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e3ea582 elementor-widget elementor-widget-text-editor\" data-id=\"e3ea582\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>\u201cIncremental rate\u201d calculation allows you to calculate the rate based on the cart value, using a constant rate for each increment of amount spent. For example, you could charge <strong>$1<\/strong> for each <strong>$10<\/strong> spent.<\/p><ol><li>Select &#8220;Incremental Rate&#8221; as the &#8220;Backup Calculation Type&#8221;<\/li><li>Set the &#8220;Increment By&#8221; amount<\/li><li>Set the &#8220;For Every&#8221; amount<\/li><li>Choose between &#8220;Charge full increment&#8221; or &#8220;Charge prorated increment&#8221;<\/li><li>(Optional) Set a &#8220;Start Incrementing From&#8221; value<\/li><li>Select whether the increment is a &#8220;Fixed amount&#8221; or &#8220;Percentage&#8221;<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1efe0c9 elementor-widget elementor-widget-image\" data-id=\"1efe0c9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"959\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-8.png\" class=\"attachment-full size-full wp-image-1303\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-8.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-8-300x159.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-8-1024x543.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-8-768x407.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-8-1536x814.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-250d5e8 elementor-widget elementor-widget-text-editor\" data-id=\"250d5e8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<strong>Explanation of Settings and Examples:<\/strong>\n<ol>\n \t<li><strong class=\"color_red\">Charge full increment vs. Charge prorated increment:<\/strong>\n<ul type=\"disc\">\n \t<li><strong class=\"color_red\">Charge full increment<\/strong>: The full increment amount is charged for any partial increment. <br><br>Example:\n<ul type=\"disc\" style=\"margin-bottom: 1rem;\">\n \t<li><strong>Settings<\/strong>: Increment By $1, For Every $10 of cart value<\/li>\n \t<li><strong>Scenario<\/strong>: Cart total is $28<\/li>\n \t<li><strong>Calculation<\/strong>: First $20 charged $2 + remaining $8 charged full $1<\/li>\n \t<li><strong>Total shipping rate<\/strong>: $3<\/li>\n<\/ul>\n<\/li>\n \t<li><strong class=\"color_red\">Charge prorated increment<\/strong>: A proportional amount is charged for partial increments. <br><br> Example:\n<ul type=\"disc\" style=\"margin-bottom: 1rem;\">\n \t<li><strong>Settings<\/strong>: Increment By $1, For Every $10 of cart value<\/li>\n \t<li><strong>Scenario<\/strong>: Cart total is $28<\/li>\n \t<li><strong>Calculation<\/strong>: First $20 charged $2 + remaining $8 charged $0.80 (($1\/10) * 8)<\/li>\n \t<li><strong>Total shipping rate<\/strong>: $2.80<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<\/li>\n \t<li><strong class=\"color_red\">Start Incrementing From (Optional)<\/strong>: Use this option to set a starting value for the incremental rate. The rate will only start applying after this threshold is reached. <br><br> Example:\n<ul type=\"disc\" style=\"margin-bottom: 1rem;\">\n \t<li><strong>Settings<\/strong>: Increment By $1, For Every $10, Start Incrementing From $50<\/li>\n \t<li><strong>Scenario<\/strong>: Cart total is $78<\/li>\n \t<li><strong>Calculation<\/strong>: First $50 not charged, remaining $28 charged $2.80 ($1 for each $10 increment, prorated)<\/li>\n \t<li><strong>Total shipping rate<\/strong>: $2.80<\/li>\n<\/ul>\n<\/li>\n \t<li><strong class=\"color_red\">Fixed amount vs. Percentage<\/strong>: Determine whether your increments are based on a fixed monetary value or a percentage of the cart total. Example for Percentage. <br><br> Example:\n<ul type=\"disc\" style=\"margin-bottom: 1rem;\">\n \t<li><strong>Settings<\/strong>: Increment By 1%, For Every $100 of cart value<\/li>\n \t<li><strong>Scenario<\/strong>: Cart total is $250<\/li>\n \t<li><strong>Calculation<\/strong>: First $200 charged 2% ($4) + remaining $50 charged 0.5% ($1.25)<\/li>\n \t<li><strong>Total shipping rate<\/strong>: $5.25<\/li>\n<\/ul>\n<\/li>\n<\/ol>\n<ul>\n \t<li style=\"list-style-type: none;\"><\/li>\n<\/ul>\n&nbsp;\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2a10987 e-con-full e-flex e-con e-child\" data-id=\"2a10987\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-70cc6b6c elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"70cc6b6c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.171997\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M15.7891 21.172V11.3907H15.7578L12.7734 13.4689V12.0548L15.7734 9.89856H17.1484V21.172H15.7891Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Example 1<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-778ca512 elementor-widget elementor-widget-text-editor\" data-id=\"778ca512\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Full increment, Fixed amount<\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4e40a55d elementor-widget elementor-widget-image\" data-id=\"4e40a55d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"959\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-9.png\" class=\"attachment-full size-full wp-image-1343\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-9.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-9-300x159.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-9-1024x543.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-9-768x407.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-9-1536x814.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-152a8aa e-con-full e-flex e-con e-child\" data-id=\"152a8aa\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-cb668d9 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"cb668d9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"41\" height=\"32\" viewBox=\"0 0 41 32\" fill=\"none\"><rect y=\"0.216309\" width=\"41\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M15.7891 21.2163V11.4351H15.7578L12.7734 13.5132V12.0991L15.7734 9.94287H17.1484V21.2163H15.7891ZM20.4219 21.3257C19.9219 21.3257 19.5312 20.9351 19.5312 20.4351C19.5312 19.9351 19.9219 19.5444 20.4219 19.5444C20.9219 19.5444 21.3125 19.9351 21.3125 20.4351C21.3125 20.9351 20.9219 21.3257 20.4219 21.3257ZM25.3047 21.2163V11.4351H25.2734L22.2891 13.5132V12.0991L25.2891 9.94287H26.6641V21.2163H25.3047Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Backup Incremental Rate Example 1 Result<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-870952b elementor-widget elementor-widget-text-editor\" data-id=\"870952b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Explanation:<\/strong><br \/>Cart value: $299<br \/>Times to increment: $299 \/ $10 = 30 (rounded up)<br \/>Shipment rate: $1 * 30 = $30<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-afcac1c elementor-widget elementor-widget-image\" data-id=\"afcac1c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"833\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-10.png\" class=\"attachment-full size-full wp-image-1352\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-10.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-10-300x138.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-10-1024x471.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-10-768x353.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-10-1536x707.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f79dc9f e-con-full e-flex e-con e-child\" data-id=\"f79dc9f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ace3aaf elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"ace3aaf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.363037\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M11.9141 21.363V20.3943L15.8828 16.2537C17.4062 14.6677 17.7578 14.0583 17.7578 13.1208V13.1052C17.75 11.9568 16.8828 11.1287 15.6562 11.1287C14.25 11.1287 13.2031 12.0974 13.2031 13.3083V13.3474H11.8438V13.3005C11.8438 11.3474 13.5312 9.9021 15.6328 9.9021C17.6719 9.9021 19.1641 11.2693 19.1641 13.0349V13.0505C19.1641 14.2849 18.5938 15.2146 16.5234 17.3318L13.8438 20.0818V20.113H19.3516V21.363H11.9141Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Example 2<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-38f3dec elementor-widget elementor-widget-text-editor\" data-id=\"38f3dec\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Full increment, Percentage amount<\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-70cac1c elementor-widget elementor-widget-image\" data-id=\"70cac1c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"959\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-11.png\" class=\"attachment-full size-full wp-image-1356\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-11.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-11-300x159.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-11-1024x543.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-11-768x407.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-11-1536x814.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-15c856b e-con-full e-flex e-con e-child\" data-id=\"15c856b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0771d91 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"0771d91\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"43\" height=\"32\" viewBox=\"0 0 43 32\" fill=\"none\"><rect y=\"0.216309\" width=\"43\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M12.9141 21.2163V20.2476L16.8828 16.1069C18.4062 14.521 18.7578 13.9116 18.7578 12.9741V12.9585C18.75 11.8101 17.8828 10.9819 16.6562 10.9819C15.25 10.9819 14.2031 11.9507 14.2031 13.1616V13.2007H12.8438V13.1538C12.8438 11.2007 14.5312 9.75537 16.6328 9.75537C18.6719 9.75537 20.1641 11.1226 20.1641 12.8882V12.9038C20.1641 14.1382 19.5938 15.0679 17.5234 17.1851L14.8438 19.9351V19.9663H20.3516V21.2163H12.9141ZM22.7812 21.3257C22.2812 21.3257 21.8906 20.9351 21.8906 20.4351C21.8906 19.9351 22.2812 19.5444 22.7812 19.5444C23.2812 19.5444 23.6719 19.9351 23.6719 20.4351C23.6719 20.9351 23.2812 21.3257 22.7812 21.3257ZM27.6641 21.2163V11.4351H27.6328L24.6484 13.5132V12.0991L27.6484 9.94287H29.0234V21.2163H27.6641Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Backup Incremental Rate Example 2 Result<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9f6f171 elementor-widget elementor-widget-text-editor\" data-id=\"9f6f171\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Explanation:<\/strong><br \/>Cart value: $299<br \/>Increment value: $299 * 0.01 = $2.99<br \/>Times to increment: $299 \/ $100\u00a0 = 3 (rounded up)<br \/>Shipment rate: $2.99 * 3 = $8.97<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9feb320 elementor-widget elementor-widget-image\" data-id=\"9feb320\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"761\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-12.png\" class=\"attachment-full size-full wp-image-1364\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-12.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-12-300x126.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-12-1024x431.png 1024w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-12-768x323.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-12-1536x646.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-692766f e-con-full e-flex e-con e-child\" data-id=\"692766f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-17240fb elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"17240fb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.171997\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M15.7109 21.3595C13.3828 21.3595 11.875 20.0626 11.7266 18.2814L11.7188 18.1876H13.0703L13.0781 18.2657C13.1953 19.3751 14.2109 20.1407 15.7109 20.1407C17.1875 20.1407 18.1953 19.3126 18.1953 18.1173V18.1017C18.1953 16.7189 17.2031 15.9454 15.625 15.9454H14.2109V14.7579H15.5625C16.9062 14.7579 17.8438 13.9298 17.8438 12.8048V12.7892C17.8438 11.6095 17.0703 10.9298 15.6953 10.9298C14.3672 10.9298 13.4219 11.6329 13.3047 12.7736L13.2969 12.8517H11.9453L11.9531 12.7736C12.1328 10.9376 13.5859 9.71106 15.6953 9.71106C17.8438 9.71106 19.2578 10.9064 19.2578 12.6173V12.6329C19.2578 14.0236 18.2734 14.9767 16.8672 15.2736V15.3048C18.5078 15.4454 19.625 16.4689 19.625 18.0704V18.0861C19.625 19.9689 17.9688 21.3595 15.7109 21.3595Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Example 3<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9ec7e15 elementor-widget elementor-widget-text-editor\" data-id=\"9ec7e15\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Prorated increment, Fixed amount<\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e8b2c8c elementor-widget elementor-widget-image\" data-id=\"e8b2c8c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"959\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-corrected.png\" class=\"attachment-full size-full wp-image-2029\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-corrected.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-corrected-300x159.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-corrected-768x407.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-corrected-1536x814.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f434d49 e-con-full e-flex e-con e-child\" data-id=\"f434d49\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f9b62bd elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"f9b62bd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"44\" height=\"32\" viewBox=\"0 0 44 32\" fill=\"none\"><rect y=\"0.216797\" width=\"44\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M16.7109 21.4043C14.3828 21.4043 12.875 20.1074 12.7266 18.3262L12.7188 18.2324H14.0703L14.0781 18.3105C14.1953 19.4199 15.2109 20.1855 16.7109 20.1855C18.1875 20.1855 19.1953 19.3574 19.1953 18.1621V18.1465C19.1953 16.7637 18.2031 15.9902 16.625 15.9902H15.2109V14.8027H16.5625C17.9062 14.8027 18.8438 13.9746 18.8438 12.8496V12.834C18.8438 11.6543 18.0703 10.9746 16.6953 10.9746C15.3672 10.9746 14.4219 11.6777 14.3047 12.8184L14.2969 12.8965H12.9453L12.9531 12.8184C13.1328 10.9824 14.5859 9.75586 16.6953 9.75586C18.8438 9.75586 20.2578 10.9512 20.2578 12.6621V12.6777C20.2578 14.0684 19.2734 15.0215 17.8672 15.3184V15.3496C19.5078 15.4902 20.625 16.5137 20.625 18.1152V18.1309C20.625 20.0137 18.9688 21.4043 16.7109 21.4043ZM22.9531 21.3262C22.4531 21.3262 22.0625 20.9355 22.0625 20.4355C22.0625 19.9355 22.4531 19.5449 22.9531 19.5449C23.4531 19.5449 23.8438 19.9355 23.8438 20.4355C23.8438 20.9355 23.4531 21.3262 22.9531 21.3262ZM27.8359 21.2168V11.4355H27.8047L24.8203 13.5137V12.0996L27.8203 9.94336H29.1953V21.2168H27.8359Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Backup Incremental Rate Example 3 Result<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-63e804d elementor-widget elementor-widget-text-editor\" data-id=\"63e804d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Explanation:<\/strong><br \/>Cart value: $299<br \/>Times to increment: $299 \/ $10 gives full 29 times + partial\u00a0 9\/10<br \/>Shipment rate: 29 * $10 + 9\/10 * $10 = $29.90\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dbc6aa8 elementor-widget elementor-widget-image\" data-id=\"dbc6aa8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"761\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-14.png\" class=\"attachment-full size-full wp-image-2021\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-14.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-14-300x126.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-14-768x323.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-14-1536x646.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f8fe1ae e-con-full e-flex e-con e-child\" data-id=\"f8fe1ae\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f001a4f elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"f001a4f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect y=\"0.740479\" width=\"32\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M17.2734 21.7405V19.3967H11.6094V18.1233L16.5547 10.467H18.6328V18.1624H20.2266V19.3967H18.6328V21.7405H17.2734ZM13 18.1624H17.2734V11.6702H17.2266L13 18.1311V18.1624Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Example 4<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-331cfe7 elementor-widget elementor-widget-text-editor\" data-id=\"331cfe7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Prorated increment, Fixed amount, Start incrementing From<\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-47032d0 elementor-widget elementor-widget-image\" data-id=\"47032d0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"959\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-15-1.png\" class=\"attachment-full size-full wp-image-2038\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-15-1.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-15-1-300x159.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-15-1-768x407.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-15-1-1536x814.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-79bb606 e-con-full e-flex e-con e-child\" data-id=\"79bb606\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-85b0dcc elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"85b0dcc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"44\" height=\"32\" viewBox=\"0 0 44 32\" fill=\"none\"><rect y=\"0.216797\" width=\"44\" height=\"31\" rx=\"15.5\" fill=\"#40B2B7\"><\/rect><path d=\"M18.2734 21.2168V18.873H12.6094V17.5996L17.5547 9.94336H19.6328V17.6387H21.2266V18.873H19.6328V21.2168H18.2734ZM14 17.6387H18.2734V11.1465H18.2266L14 17.6074V17.6387ZM23.3906 21.3262C22.8906 21.3262 22.5 20.9355 22.5 20.4355C22.5 19.9355 22.8906 19.5449 23.3906 19.5449C23.8906 19.5449 24.2812 19.9355 24.2812 20.4355C24.2812 20.9355 23.8906 21.3262 23.3906 21.3262ZM28.2734 21.2168V11.4355H28.2422L25.2578 13.5137V12.0996L28.2578 9.94336H29.6328V21.2168H28.2734Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Backup Incremental Rate Example 4 Result<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1d957dc elementor-widget elementor-widget-text-editor\" data-id=\"1d957dc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Explanation:<\/strong><br \/>Cart value: $299<br \/>Times to increment: ($299 &#8211; $100) \/ $10 gives full 19 times + partial\u00a0 9\/10<br \/>Shipment rate: 19 * $10 + 9\/10 * $10 = $19.90\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ad24506 elementor-widget elementor-widget-image\" data-id=\"ad24506\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1810\" height=\"761\" src=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-16.png\" class=\"attachment-full size-full wp-image-2049\" alt=\"\" srcset=\"https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-16.png 1810w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-16-300x126.png 300w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-16-768x323.png 768w, https:\/\/cartshippingcalculator.com\/support\/wp-content\/uploads\/2024\/09\/global-backup-rates-16-1536x646.png 1536w\" sizes=\"(max-width: 1810px) 100vw, 1810px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1a29da16 elementor-hidden-mobile elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"1a29da16\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8e87272 elementor-widget elementor-widget-heading\" data-id=\"8e87272\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-7\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b class=\"color_red\">Important Distinction<\/b> Between our Global Backup Rate and Shopify Powered Backup Rate<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9db3cb3 elementor-widget elementor-widget-text-editor\" data-id=\"9db3cb3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">It&#8217;s crucial to understand that the default rate our app provides is different from the Shopify default rate. Our app&#8217;s default rate will always be returned if none of the rate definitions you&#8217;ve set up produce any rates.<\/span><\/p><p>We recommend also considering defining a Shopify default rate. This way, if none of your providers (including our app) return rates, the Shopify default rate will kick in, ensuring your customers always have a shipping option. Read about Shopify backup rates <a href=\"https:\/\/help.shopify.com\/en\/manual\/fulfillment\/setup\/shipping-rates\/backup-rates\" target=\"_blank\" rel=\"noopener\">here<\/a>.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f43d59a elementor-hidden-mobile elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"f43d59a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3d78e17 elementor-widget elementor-widget-heading\" data-id=\"3d78e17\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"global-backup-rates-chapter-8\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Best Practices<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-14081a8 elementor-widget elementor-widget-text-editor\" data-id=\"14081a8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol style=\"padding-left: 6%;\">\n \t<li><strong>Choose the Right Type:<\/strong> Consider your business model and shipping costs when selecting between flat, tiered, or incremental rates.<\/li>\n \t<li><strong>Regular Review:<\/strong> Periodically review your backup rates to ensure they still align with your actual shipping costs.<\/li>\n \t<li><strong>Clear Naming:<\/strong> Use clear, descriptive names for your backup rates to easily identify them in your shipping settings.<\/li>\n \t<li><strong>Test Thoroughly:<\/strong> After setting up your backup rates, test them with various cart scenarios to ensure they&#8217;re working as expected.<\/li>\n \t<li><strong>Set a Shopify default Rate:<\/strong> This will ensure that every customer will always see a rate at checkout, even if any third party apps have issues or outages.<\/li>\n<\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eb5fa6d elementor-hidden-mobile elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"eb5fa6d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Configure Global Backup Rates for Dr Cart Shipping Rates &#038; Rules Shopify App Tutorials Configure-global-backup-rates-for-dr-advanced-shipping-shopify-app GENERAL Menu Requirements to Use the Advanced Shipping Calculator Feature in Shopify What is Shopify Advanced Shipping Calculator and Its Features? How to Enable\/Disable the Advanced Shipping Calculator functionality in Shopify? ADVANCED SHIPPING SETTINGS Menu Setting Default Values in Advanced [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-493","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/cartshippingcalculator.com\/support\/wp-json\/wp\/v2\/pages\/493","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/cartshippingcalculator.com\/support\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/cartshippingcalculator.com\/support\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/cartshippingcalculator.com\/support\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/cartshippingcalculator.com\/support\/wp-json\/wp\/v2\/comments?post=493"}],"version-history":[{"count":0,"href":"https:\/\/cartshippingcalculator.com\/support\/wp-json\/wp\/v2\/pages\/493\/revisions"}],"wp:attachment":[{"href":"https:\/\/cartshippingcalculator.com\/support\/wp-json\/wp\/v2\/media?parent=493"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}