{"id":11583,"date":"2022-10-31T12:45:04","date_gmt":"2022-10-31T09:15:04","guid":{"rendered":"https:\/\/radnour.com\/?page_id=11583"},"modified":"2023-07-25T12:53:10","modified_gmt":"2023-07-25T08:23:10","slug":"25x586-2-line-linear-module","status":"publish","type":"page","link":"https:\/\/radnour.com\/en\/25x586-2-line-linear-module\/","title":{"rendered":"25&#215;586 2-Line Linear Module"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"11583\" class=\"elementor elementor-11583\">\n\t\t\t\t\t\t<div class=\"elementor-inner\">\n\t\t\t\t<div class=\"elementor-section-wrap\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5fbb994 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5fbb994\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-e697311\" data-id=\"e697311\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c39e115 elementor-widget elementor-widget-spacer\" data-id=\"c39e115\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-a71e25b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a71e25b\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c9a705e\" data-id=\"c9a705e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a40caf9 elementor-widget elementor-widget-heading\" data-id=\"a40caf9\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">25\u00d7586 2-Line Linear Module<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-c9a2ebf elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"c9a2ebf\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-f6ea9b3\" data-id=\"f6ea9b3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-457dd4f elementor-widget elementor-widget-heading\" data-id=\"457dd4f\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Code: 417<\/h6>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-3b0555b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3b0555b\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-fd409bc\" data-id=\"fd409bc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-top-column elementor-element elementor-element-653e8ea\" data-id=\"653e8ea\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-9b44a2d elementor-widget elementor-widget-image\" data-id=\"9b44a2d\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-image\">\n\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"806\" height=\"781\" src=\"https:\/\/radnour.com\/wp-content\/uploads\/2022\/09\/030.jpg\" class=\"attachment-large size-large\" alt=\"\" loading=\"lazy\" srcset=\"https:\/\/radnour.com\/wp-content\/uploads\/2022\/09\/030.jpg 806w, https:\/\/radnour.com\/wp-content\/uploads\/2022\/09\/030-300x291.jpg 300w, https:\/\/radnour.com\/wp-content\/uploads\/2022\/09\/030-768x744.jpg 768w\" sizes=\"(max-width: 806px) 100vw, 806px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-top-column elementor-element elementor-element-96a46c7\" data-id=\"96a46c7\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-60872ce elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"60872ce\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-d5a03c3\" data-id=\"d5a03c3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-169c4b4 elementor-widget elementor-widget-image\" data-id=\"169c4b4\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-image\">\n\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1024\" height=\"69\" src=\"https:\/\/radnour.com\/wp-content\/uploads\/2022\/10\/25586-1024x69.jpg\" class=\"attachment-large size-large\" alt=\"\" loading=\"lazy\" srcset=\"https:\/\/radnour.com\/wp-content\/uploads\/2022\/10\/25586-1024x69.jpg 1024w, https:\/\/radnour.com\/wp-content\/uploads\/2022\/10\/25586-300x20.jpg 300w, https:\/\/radnour.com\/wp-content\/uploads\/2022\/10\/25586-768x52.jpg 768w, https:\/\/radnour.com\/wp-content\/uploads\/2022\/10\/25586-1536x104.jpg 1536w, https:\/\/radnour.com\/wp-content\/uploads\/2022\/10\/25586-2048x138.jpg 2048w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-3da2432 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3da2432\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-bdea499\" data-id=\"bdea499\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5eb87d8 elementor-widget elementor-widget-spacer\" data-id=\"5eb87d8\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-4eb838d elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4eb838d\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-436ef7b\" data-id=\"436ef7b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-10c5ecc elementor-tabs-view-horizontal elementor-widget elementor-widget-tabs\" data-id=\"10c5ecc\" data-element_type=\"widget\" data-widget_type=\"tabs.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-tabs\">\n\t\t\t<div class=\"elementor-tabs-wrapper\" role=\"tablist\" >\n\t\t\t\t\t\t\t\t\t<div id=\"elementor-tab-title-1751\" class=\"elementor-tab-title elementor-tab-desktop-title\" aria-selected=\"true\" data-tab=\"1\" role=\"tab\" tabindex=\"0\" aria-controls=\"elementor-tab-content-1751\" aria-expanded=\"false\"><a href=\"\">Specifications<\/a><\/div>\n\t\t\t\t\t\t\t\t\t<div id=\"elementor-tab-title-1752\" class=\"elementor-tab-title elementor-tab-desktop-title\" aria-selected=\"false\" data-tab=\"2\" role=\"tab\" tabindex=\"-1\" aria-controls=\"elementor-tab-content-1752\" aria-expanded=\"false\"><a href=\"\">Appearnce<\/a><\/div>\n\t\t\t\t\t\t\t\t\t<div id=\"elementor-tab-title-1753\" class=\"elementor-tab-title elementor-tab-desktop-title\" aria-selected=\"false\" data-tab=\"3\" role=\"tab\" tabindex=\"-1\" aria-controls=\"elementor-tab-content-1753\" aria-expanded=\"false\"><a href=\"\">Features<\/a><\/div>\n\t\t\t\t\t\t\t\t\t<div id=\"elementor-tab-title-1754\" class=\"elementor-tab-title elementor-tab-desktop-title\" aria-selected=\"false\" data-tab=\"4\" role=\"tab\" tabindex=\"-1\" aria-controls=\"elementor-tab-content-1754\" aria-expanded=\"false\"><a href=\"\">Applications<\/a><\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t<div class=\"elementor-tabs-content-wrapper\" role=\"tablist\" aria-orientation=\"vertical\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-tab-title elementor-tab-mobile-title\" aria-selected=\"true\" data-tab=\"1\" role=\"tab\" tabindex=\"0\" aria-controls=\"elementor-tab-content-1751\" aria-expanded=\"false\">Specifications<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1751\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"tabpanel\" aria-labelledby=\"elementor-tab-title-1751\" tabindex=\"0\" hidden=\"false\"><br>\n<img decoding=\"async\" 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\" alt=\"\"><\/div>\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-tab-title elementor-tab-mobile-title\" aria-selected=\"false\" data-tab=\"2\" role=\"tab\" tabindex=\"-1\" aria-controls=\"elementor-tab-content-1752\" aria-expanded=\"false\">Appearnce<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1752\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"tabpanel\" aria-labelledby=\"elementor-tab-title-1752\" tabindex=\"0\" hidden=\"hidden\"><table dir=\"RTL\" border=\"0\" width=\"293\" cellspacing=\"0\" cellpadding=\"0\"><colgroup><col style=\"mso-width-source: userset; mso-width-alt: 10715; width: 220pt;\" width=\"293\" \/> <\/colgroup><tbody><tr style=\"height: 15.0pt;\"><td class=\"xl65\" dir=\"LTR\" style=\"height: 15.0pt; width: 220pt;\" align=\"left\" width=\"293\" height=\"20\">PCB Material \/Thickness: Aluminum \/ 1mm<\/td><\/tr><tr style=\"height: 15.0pt;\"><td class=\"xl65\" dir=\"LTR\" style=\"height: 15.0pt; border-top: none; width: 220pt;\" align=\"left\" width=\"293\" height=\"20\">Length \u00d7 Width\u00a0: 560mm \u00d7 26mm<\/td><\/tr><tr style=\"height: 15.0pt;\"><td class=\"xl65\" dir=\"LTR\" style=\"height: 15.0pt; border-top: none; width: 220pt;\" align=\"left\" width=\"293\" height=\"20\">Weight : 50gr<\/td><\/tr><\/tbody><\/table><\/div>\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-tab-title elementor-tab-mobile-title\" aria-selected=\"false\" data-tab=\"3\" role=\"tab\" tabindex=\"-1\" aria-controls=\"elementor-tab-content-1753\" aria-expanded=\"false\">Features<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1753\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"3\" role=\"tabpanel\" aria-labelledby=\"elementor-tab-title-1753\" tabindex=\"0\" hidden=\"hidden\"><h3 style=\"font-size: 1.41176rem; font-style: normal; text-transform: none;\"><span style=\"font-size: 1.17647rem; font-weight: normal; text-transform: inherit;\">Features<\/span><\/h3><ul style=\"font-size: 17px; font-style: normal; font-weight: 400; color: rgba(29, 53, 87, 0.8); font-family: IRANYekanFaNum, Helvetica, Arial, sans-serif;\"><li style=\"font-size: 17px;\">SMD connector for easy and fast installation on both sides<\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">Aluminum board with high thermal conductivity up to 1.5 W\/m.K<\/span><\/li><li dir=\"ltr\" style=\"font-size: 17px; text-align: left;\">Warranty: 2 years (Read warranty conditions)<\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">Protected against surge voltage, up to 2000 V<\/span><\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">High quality electronic components<\/span><\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px; font-style: normal; font-weight: 400; font-family: Roboto;\">Luminous Efficacy u<\/span>p to 140 Lm\/W\u00a0<\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">Auxiliary track due to minimum wiring<\/span><\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">High luminous maintenance\u00a0<\/span><\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">Lifespan: &gt; 35000 hours<\/span><\/li><li dir=\"ltr\" style=\"font-size: 17px; text-align: left;\"><span style=\"font-size: 17px;\">Perfect light uniformity<\/span><\/li><\/ul><h4 dir=\"ltr\" style=\"font-size: 1.17647rem; font-style: normal; text-transform: none;\">Advantages<\/h4><ul style=\"font-size: 17px; font-style: normal; font-weight: 400; color: rgba(29, 53, 87, 0.8); font-family: IRANYekanFaNum, Helvetica, Arial, sans-serif;\"><li style=\"font-size: 17px;\"><div style=\"font-size: 17px;\">Environment friendly<\/div><\/li><li style=\"font-size: 17px;\"><div style=\"font-size: 17px;\">No UV or IR radiation<\/div><\/li><li style=\"font-size: 17px;\">Reduced gas emission<\/li><li style=\"font-size: 17px;\">Up to 85% energy saving<\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">Compatible with human health<\/span><\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">less wire by using auxiliary track on board<br \/><\/span><\/li><li style=\"font-size: 17px;\">Reduced replacement costs with a lifespan of over 35000 hours<\/li><\/ul><p>\u00a0<\/p><p>\u00a0<\/p><\/div>\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-tab-title elementor-tab-mobile-title\" aria-selected=\"false\" data-tab=\"4\" role=\"tab\" tabindex=\"-1\" aria-controls=\"elementor-tab-content-1754\" aria-expanded=\"false\">Applications<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1754\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"4\" role=\"tabpanel\" aria-labelledby=\"elementor-tab-title-1754\" tabindex=\"0\" hidden=\"hidden\"><h4 style=\"font-size: 1.17647rem; font-style: normal; text-transform: none;\">Applications<\/h4><ul style=\"font-size: 17px; font-style: normal; font-weight: 400; color: rgba(29, 53, 87, 0.8); font-family: IRANYekanFaNum, Helvetica, Arial, sans-serif;\"><li style=\"font-size: 17px;\">Interior<\/li><\/ul><h4 style=\"font-size: 1.17647rem; font-style: normal; text-transform: none;\">Terms of Safety and Use<\/h4><div style=\"font-size: 17px; font-style: normal; font-weight: 400; color: rgba(29, 53, 87, 0.8); font-family: IRANYekanFaNum, Helvetica, Arial, sans-serif;\"><ul style=\"font-size: 17px;\"><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\">Do not use in places where water may fall<\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\">Allowed ambient temperature: -20 ~ 50 \u00b0C<\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\"><span style=\"font-size: 17px; font-style: normal; font-weight: 400;\">Do not expose the module to dust and high humidity<\/span><\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\"><span style=\"font-size: 17px; font-style: normal; font-weight: 400;\">Do not apply mechanical shocks to the isolated module<\/span><\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\">It is recommended to use all the screws to fix the module<\/li><li style=\"font-size: 17px;\">Before installing, changing or touching the product, cut off the power<\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\"><span style=\"font-size: 17px; font-style: normal; font-weight: 400;\">Due to its very low energy consumption, it is compatible with solar lighting systems<\/span><\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\"><span style=\"font-size: 17px; font-style: normal; font-weight: 400;\">Make sure that the module\u00a0<\/span><span style=\"font-size: 17px; font-style: normal; font-weight: 400;\">temperature\u00a0<\/span><span style=\"font-size: 17px; font-style: normal; font-weight: 400;\">does not reach the maximum specified value<\/span><\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\"><span style=\"font-size: 17px; font-style: normal; font-weight: 400;\">Use suitable and standard screws with a plastic washer to prevent any damage to the module<\/span><\/li><li style=\"font-size: 17px;\"><span style=\"font-size: 17px;\">Avoid touching the product when it is on or shortly after it is turned off due to high temperature<\/span><\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\">Keep modules away from any type of liquid. It is recommended to use isopropyl alcohol (IPA) to clean the module<\/li><li dir=\"ltr\" style=\"font-size: 17px; font-style: normal; font-weight: 400; text-align: left;\">Static electricity or surge voltages may damage the LED module. So, use anti-ESD wristbands or gloves when working with them<\/li><\/ul><\/div><div>\u00a0<\/div><\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>25\u00d7586 2-Line Linear Module Code: 417 Specifications Appearnce Features Applications Specifications Appearnce PCB Material \/Thickness: Aluminum \/ 1mm Length \u00d7 Width\u00a0: 560mm \u00d7 26mm Weight : 50gr Features Features SMD connector for easy and fast installation on both sides Aluminum board with high thermal conductivity up to 1.5 W\/m.K Warranty: 2 years (Read warranty conditions) &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/radnour.com\/en\/25x586-2-line-linear-module\/\"> <span class=\"screen-reader-text\">25&#215;586 2-Line Linear Module<\/span> Read More \u00bb<\/a><\/p>\n","protected":false},"author":6,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0},"_links":{"self":[{"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/pages\/11583"}],"collection":[{"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/comments?post=11583"}],"version-history":[{"count":37,"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/pages\/11583\/revisions"}],"predecessor-version":[{"id":21009,"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/pages\/11583\/revisions\/21009"}],"wp:attachment":[{"href":"https:\/\/radnour.com\/en\/wp-json\/wp\/v2\/media?parent=11583"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}