{"id":9458,"date":"2025-10-06T10:10:00","date_gmt":"2025-10-06T08:10:00","guid":{"rendered":"https:\/\/dev.breinco.com\/panot-s-xxi\/"},"modified":"2026-03-05T16:42:00","modified_gmt":"2026-03-05T15:42:00","slug":"panot-s-xxi","status":"publish","type":"page","link":"https:\/\/breinco.com\/en\/panot-s-xxi\/","title":{"rendered":"Panot S.XXI"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"9458\" class=\"elementor elementor-9458 elementor-3509\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-21cec94 e-grid e-con-boxed e-con e-parent\" data-id=\"21cec94\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c45fffe swiper-fit-500 elementor-pagination-type-bullets elementor-pagination-position-outside elementor-widget elementor-widget-n-carousel\" data-id=\"c45fffe\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;carousel_items&quot;:[{&quot;slide_title&quot;:&quot;Diapositiva n\\u00ba 1&quot;,&quot;_id&quot;:&quot;1457dac&quot;},{&quot;slide_title&quot;:&quot;Diapositiva n\\u00ba 1&quot;,&quot;_id&quot;:&quot;55f2e32&quot;},{&quot;slide_title&quot;:&quot;Diapositiva n\\u00ba 1&quot;,&quot;_id&quot;:&quot;4e13c33&quot;}],&quot;slides_to_show&quot;:&quot;1&quot;,&quot;slides_to_show_tablet&quot;:&quot;1&quot;,&quot;slides_to_scroll&quot;:&quot;1&quot;,&quot;slides_to_show_mobile&quot;:&quot;1&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;autoplay_speed&quot;:5000,&quot;pause_on_hover&quot;:&quot;yes&quot;,&quot;pause_on_interaction&quot;:&quot;yes&quot;,&quot;infinite&quot;:&quot;yes&quot;,&quot;speed&quot;:500,&quot;offset_sides&quot;:&quot;none&quot;,&quot;pagination&quot;:&quot;bullets&quot;,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"nested-carousel.default\">\n\t\t\t\t\t\t\t<div class=\"e-n-carousel swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"Carrusel\" dir=\"ltr\">\n\t\t\t<div class=\"swiper-wrapper\" aria-live=\"off\">\n\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" data-slide=\"1\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 of 3\">\n\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7749859 e-flex e-con-boxed e-con e-child\" data-id=\"7749859\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1aa3b95 elementor-widget elementor-widget-image\" data-id=\"1aa3b95\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"960\" height=\"800\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-tradicional-1.png\" class=\"attachment-full size-full wp-image-8148\" alt=\"\" srcset=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-tradicional-1.png 960w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-tradicional-1-300x250.png 300w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-tradicional-1-768x640.png 768w\" sizes=\"(max-width: 960px) 100vw, 960px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7517163 elementor-widget elementor-widget-heading\" data-id=\"7517163\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Panot S.XXI Traditional<\/span>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b3c715b elementor-widget elementor-widget-text-editor\" data-id=\"b3c715b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>20x20x4 cm<br \/>Without spacers<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" data-slide=\"2\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 of 3\">\n\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c979601 e-flex e-con-boxed e-con e-child\" data-id=\"c979601\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a0309bb elementor-widget elementor-widget-image\" data-id=\"a0309bb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"960\" height=\"800\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs4-1.png\" class=\"attachment-full size-full wp-image-8149\" alt=\"\" srcset=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs4-1.png 960w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs4-1-300x250.png 300w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs4-1-768x640.png 768w\" sizes=\"(max-width: 960px) 100vw, 960px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4366465 elementor-widget elementor-widget-heading\" data-id=\"4366465\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Panot S.XXI VS4<\/span>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f440282 elementor-widget elementor-widget-text-editor\" data-id=\"f440282\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>20x20x8 cm<br \/>3 mm spacers<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" data-slide=\"3\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 of 3\">\n\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d3ea48c e-flex e-con-boxed e-con e-child\" data-id=\"d3ea48c\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5254c2e elementor-widget elementor-widget-image\" data-id=\"5254c2e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"960\" height=\"800\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs5-1.png\" class=\"attachment-full size-full wp-image-8150\" alt=\"\" srcset=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs5-1.png 960w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs5-1-300x250.png 300w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-vs5-1-768x640.png 768w\" sizes=\"(max-width: 960px) 100vw, 960px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9145a42 elementor-widget elementor-widget-heading\" data-id=\"9145a42\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Panot S.XXI acqua joint VS5\u00ae<\/span>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7bba357 elementor-widget elementor-widget-text-editor\" data-id=\"7bba357\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>20x20x8 cm<br \/>1 cm or 1.5 cm joint<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9ff637f e-con-full cta-full-w e-flex e-con e-child\" data-id=\"9ff637f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-7316eca e-con-full e-flex e-con e-child\" data-id=\"7316eca\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ccb71e2 elementor-widget elementor-widget-theme-post-title elementor-page-title elementor-widget-heading\" data-id=\"ccb71e2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"theme-post-title.default\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Panot S.XXI<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-28c7710 elementor-widget elementor-widget-text-editor\" data-id=\"28c7710\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>After more than a century of history, the panot must meet the demands of the 21st century, which is why Breinco presents a sustainable redesign of the panot, based on circular economy principles and a reduced carbon footprint.<\/p>\n<p>This sustainable redesign is grounded in the material composition, the manufacturing process, reuse and recyclability, and its flexible, drainage-friendly installation system.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-335d478 elementor-align-justify btn-breincocolors elementor-widget elementor-widget-button\" data-id=\"335d478\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#colors\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">BreincoColors<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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-5c1704d elementor-widget elementor-widget-global elementor-global-7284 elementor-global-5773 elementor-widget-button\" data-id=\"5c1704d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#elementor-action%3Aaction%3Dpopup%3Aopen%26settings%3DeyJpZCI6OTUzNywidG9nZ2xlIjpmYWxzZX0%3D\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"17\" height=\"20\" viewBox=\"0 0 17 20\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M0 0.25H6.55645C6.97066 0.25 7.30645 0.585786 7.30645 1C7.30645 1.41421 6.97066 1.75 6.55645 1.75H1.5V18.25H15V10.5C15 10.0858 15.3358 9.75 15.75 9.75C16.1642 9.75 16.5 10.0858 16.5 10.5V19.75H0V0.25ZM9 0.25H15.75C16.1642 0.25 16.5 0.585786 16.5 1V7.75C16.5 8.16421 16.1642 8.5 15.75 8.5C15.3358 8.5 15 8.16421 15 7.75V2.81066L6.28033 11.5303C5.98744 11.8232 5.51256 11.8232 5.21967 11.5303C4.92678 11.2374 4.92678 10.7626 5.21967 10.4697L13.9393 1.75H9C8.58579 1.75 8.25 1.41421 8.25 1C8.25 0.585786 8.58579 0.25 9 0.25Z\" fill=\"white\"><\/path><\/svg>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Request a quote<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e3d3778 e-flex e-con-boxed e-con e-parent\" data-id=\"e3d3778\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-efa5aa6 elementor-arrows-position-inside elementor-widget elementor-widget-loop-carousel\" data-id=\"efa5aa6\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;template_id&quot;:9641,&quot;slides_to_show&quot;:&quot;1&quot;,&quot;slides_to_show_tablet&quot;:&quot;1&quot;,&quot;_skin&quot;:&quot;post&quot;,&quot;slides_to_show_mobile&quot;:&quot;1&quot;,&quot;slides_to_scroll&quot;:&quot;1&quot;,&quot;edit_handle_selector&quot;:&quot;.elementor-loop-container&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;autoplay_speed&quot;:5000,&quot;pause_on_hover&quot;:&quot;yes&quot;,&quot;pause_on_interaction&quot;:&quot;yes&quot;,&quot;infinite&quot;:&quot;yes&quot;,&quot;speed&quot;:500,&quot;offset_sides&quot;:&quot;none&quot;,&quot;arrows&quot;:&quot;yes&quot;,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" 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.elementor-element.elementor-element-e0b4071{--display:flex;--overlay-opacity:0.5;--padding-top:0px;--padding-bottom:0px;--padding-left:0px;--padding-right:0px;}.elementor-9641 .elementor-element.elementor-element-e0b4071:not(.elementor-motion-effects-element-type-background), .elementor-9641 .elementor-element.elementor-element-e0b4071 > .elementor-motion-effects-container > .elementor-motion-effects-layer{background-color:var( --e-global-color-1d3eed7 );}.elementor-9641 .elementor-element.elementor-element-e0b4071::before, .elementor-9641 .elementor-element.elementor-element-e0b4071 > .elementor-background-video-container::before, .elementor-9641 .elementor-element.elementor-element-e0b4071 > .e-con-inner > .elementor-background-video-container::before, .elementor-9641 .elementor-element.elementor-element-e0b4071 > .elementor-background-slideshow::before, .elementor-9641 .elementor-element.elementor-element-e0b4071 > .e-con-inner > .elementor-background-slideshow::before, .elementor-9641 .elementor-element.elementor-element-e0b4071 > .elementor-motion-effects-container > .elementor-motion-effects-layer::before{--background-overlay:'';}.elementor-9641 .elementor-element.elementor-element-c57f1d6{--e-image-carousel-slides-to-show:1;}.elementor-9641 .elementor-element.elementor-element-c57f1d6.elementor-element{--align-self:stretch;--flex-grow:1;--flex-shrink:0;}@media(max-width:1024px){.elementor-9641 .elementor-element.elementor-element-d82d347{--grid-auto-flow:row;}.elementor-9641 .elementor-element.elementor-element-1859791 .elementor-heading-title{font-size:var( --e-global-typography-fe9097d-font-size );line-height:var( --e-global-typography-fe9097d-line-height );letter-spacing:var( --e-global-typography-fe9097d-letter-spacing );word-spacing:var( --e-global-typography-fe9097d-word-spacing );}.elementor-9641 .elementor-element.elementor-element-674e4c2 .elementor-heading-title{font-size:var( --e-global-typography-1f0fd0b-font-size );line-height:var( --e-global-typography-1f0fd0b-line-height );letter-spacing:var( --e-global-typography-1f0fd0b-letter-spacing );word-spacing:var( --e-global-typography-1f0fd0b-word-spacing );}.elementor-9641 .elementor-element.elementor-element-262870b{font-size:var( --e-global-typography-secondary-font-size );}.elementor-9641 .elementor-element.elementor-element-b74fd4f{font-size:var( --e-global-typography-secondary-font-size );}.elementor-9641 .elementor-element.elementor-element-02315b8{font-size:var( --e-global-typography-secondary-font-size );}.elementor-9641 .elementor-element.elementor-element-c73ae35{font-size:var( --e-global-typography-secondary-font-size );}}@media(min-width:768px){.elementor-9641 .elementor-element.elementor-element-d82d347{--width:100%;}.elementor-9641 .elementor-element.elementor-element-fb9c64b{--width:100%;}.elementor-9641 .elementor-element.elementor-element-e0b4071{--width:100%;}}@media(max-width:767px){.elementor-9641 .elementor-element.elementor-element-d82d347{--min-height:100%;--e-con-grid-template-columns:repeat(1, 1fr);--e-con-grid-template-rows:repeat(1, 1fr);--grid-auto-flow:row;}.elementor-9641 .elementor-element.elementor-element-fb9c64b{--min-height:300px;--padding-top:0px;--padding-bottom:40px;--padding-left:0px;--padding-right:0px;}.elementor-9641 .elementor-element.elementor-element-fb9c64b.e-con{--align-self:flex-start;--order:2;}.elementor-9641 .elementor-element.elementor-element-1859791 .elementor-heading-title{font-size:var( --e-global-typography-fe9097d-font-size );line-height:var( --e-global-typography-fe9097d-line-height );letter-spacing:var( --e-global-typography-fe9097d-letter-spacing );word-spacing:var( --e-global-typography-fe9097d-word-spacing );}.elementor-9641 .elementor-element.elementor-element-674e4c2 .elementor-heading-title{font-size:var( --e-global-typography-1f0fd0b-font-size );line-height:var( --e-global-typography-1f0fd0b-line-height );letter-spacing:var( --e-global-typography-1f0fd0b-letter-spacing );word-spacing:var( --e-global-typography-1f0fd0b-word-spacing );}.elementor-9641 .elementor-element.elementor-element-262870b{font-size:var( --e-global-typography-secondary-font-size );}.elementor-9641 .elementor-element.elementor-element-b74fd4f{font-size:var( --e-global-typography-secondary-font-size );}.elementor-9641 .elementor-element.elementor-element-02315b8{font-size:var( --e-global-typography-secondary-font-size );}.elementor-9641 .elementor-element.elementor-element-c73ae35{font-size:var( --e-global-typography-secondary-font-size );}}<\/style>\t\t<div data-elementor-type=\"loop-item\" data-elementor-id=\"9641\" class=\"elementor elementor-9641 elementor-682 elementor-682 swiper-slide e-loop-item e-loop-item-11867 post-11867 proyecto type-proyecto status-publish has-post-thumbnail hentry tag-flor tag-panot tag-panot-sxxi categoria-proyecto-private-residences\" data-elementor-post-type=\"elementor_library\" role=\"group\" aria-roledescription=\"slide\" data-custom-edit-handle=\"1\">\n\t\t\t<div class=\"elementor-element elementor-element-d82d347 e-grid e-con-full e-con e-child\" data-id=\"d82d347\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-fb9c64b e-con-full e-flex e-con e-child\" data-id=\"fb9c64b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1859791 elementor-widget elementor-widget-heading\" data-id=\"1859791\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/breinco.com\/en\/projects\/\">Projects<\/a><\/h3>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-674e4c2 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"674e4c2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/breinco.com\/en\/proyecto\/renovation-of-the-joaquin-ferran-house\/\">Renovation of the Joaqu\u00edn Ferran House<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-262870b elementor-widget elementor-widget-text-editor\" data-id=\"262870b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\tBarcelona\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b74fd4f elementor-widget elementor-widget-text-editor\" data-id=\"b74fd4f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\tAuthor: Manrique Planas\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-02315b8 elementor-widget elementor-widget-text-editor\" data-id=\"02315b8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\tPanot Flor\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e0b4071 e-con-full e-flex e-con e-child\" data-id=\"e0b4071\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c57f1d6 ratio-16-9 elementor-widget elementor-widget-image-carousel\" data-id=\"c57f1d6\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;1&quot;,&quot;navigation&quot;:&quot;none&quot;,&quot;autoplay_speed&quot;:2000,&quot;effect&quot;:&quot;fade&quot;,&quot;speed&quot;:1000,&quot;autoplay&quot;:&quot;yes&quot;,&quot;infinite&quot;:&quot;yes&quot;}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"Carrusel projectes\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper swiper-image-stretch\" aria-live=\"off\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 of 7\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/1_panot_white_casa_joaquin_farran_barcelona_breinco.jpg\" alt=\"1_panot_white_casa_joaquin_farran_barcelona_breinco\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 of 7\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/6-panot-flor-white-casa-joaquin-farran-breinco-barcelona.jpg\" alt=\"6-panot-flor-white-casa-joaquin-farran-breinco-barcelona\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 of 7\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/5-panot-flor-white-casa-joaquin-farran-breinco-barcelona.jpg\" alt=\"5-panot-flor-white-casa-joaquin-farran-breinco-barcelona\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"4 of 7\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/3-panot-flor-white-casa-joaquin-farran-breinco-barcelona.jpg\" alt=\"3-panot-flor-white-casa-joaquin-farran-breinco-barcelona\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"5 of 7\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/4-panot-white-casa-joaquin-farran-breinco-barcelona.jpg\" alt=\"4-panot-white-casa-joaquin-farran-breinco-barcelona\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"6 of 7\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/7-panot-flor-white-casa-joaquin-farran-breinco-barcelona.jpg\" alt=\"7-panot-flor-white-casa-joaquin-farran-breinco-barcelona\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"7 of 7\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/8-panot-flor-white-casa-joaquin-farran-breinco-barcelona.jpg\" alt=\"8-panot-flor-white-casa-joaquin-farran-breinco-barcelona\" \/><\/figure><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-prev\" role=\"button\" tabindex=\"0\" aria-label=\"Previous\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"79\" height=\"12\" viewBox=\"0 0 79 12\" fill=\"none\"><path d=\"M6.05371 10.8272C5.76081 11.1201 5.28508 11.1201 4.99219 10.8272L0.219727 6.05376C-0.0731633 5.76087 -0.0731632 5.28611 0.219727 4.99321L4.99219 0.219778C5.28508 -0.0731141 5.76081 -0.0731122 6.05371 0.219778C6.3466 0.512672 6.3466 0.988408 6.05371 1.2813L2.56055 4.77349L77.75 4.7735C78.1642 4.7735 78.5 5.10928 78.5 5.5235C78.5 5.93771 78.1642 6.2735 77.75 6.2735L2.56055 6.27349L6.05371 9.76568C6.3466 10.0586 6.3466 10.5343 6.05371 10.8272Z\" fill=\"currentColor\"><\/path><\/svg>\t\t\t<\/div>\n\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-next\" role=\"button\" tabindex=\"0\" aria-label=\"Next\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"79\" height=\"12\" viewBox=\"0 0 79 12\" fill=\"none\"><path d=\"M72.9463 0.219662C73.2392 -0.0732283 73.7149 -0.0732302 74.0078 0.219662L78.7803 4.9931C79.0732 5.28599 79.0732 5.76075 78.7803 6.05365L74.0078 10.8271C73.7149 11.12 73.2392 11.12 72.9463 10.8271C72.6534 10.5342 72.6534 10.0585 72.9463 9.76556L76.4395 6.27337L1.25 6.27338C0.835787 6.27338 0.500001 5.93759 0.5 5.52338C0.5 5.10917 0.835787 4.77338 1.25 4.77338L76.4395 4.77337L72.9463 1.28119C72.6534 0.988292 72.6534 0.512556 72.9463 0.219662Z\" fill=\"currentColor\"><\/path><\/svg>\t\t\t<\/div>\n\t\t\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-860962b e-grid e-con-boxed e-con e-parent\" data-id=\"860962b\" 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-3c295dd elementor-widget elementor-widget-image\" data-id=\"3c295dd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"718\" height=\"424\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing.png\" class=\"attachment-large size-large wp-image-7920\" alt=\"\" srcset=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing.png 718w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing-300x177.png 300w\" sizes=\"(max-width: 718px) 100vw, 718px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1ede4fc e-con-full e-flex e-con e-child\" data-id=\"1ede4fc\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-41107db elementor-widget elementor-widget-heading\" data-id=\"41107db\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Breinco\u2019s Winning Proposal<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-95420f9 elementor-widget elementor-widget-heading\" data-id=\"95420f9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">In the 2022 Panot del S.XXI challenge competition, Breinco aims to solve all the needs of a modern urban street, such as those of a street with traffic, a drainage area, and a pedestrian sidewalk zone.<\/span>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7de3dd3 elementor-widget elementor-widget-image\" data-id=\"7de3dd3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"102\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing-ajbarcelona-1024x130.png\" class=\"attachment-large size-large wp-image-7919\" alt=\"\" srcset=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing-ajbarcelona-1024x130.png 1024w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing-ajbarcelona-300x38.png 300w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing-ajbarcelona-768x98.png 768w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/logo-panot-landing-ajbarcelona.png 1054w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2b95e59 e-flex e-con-boxed e-con e-parent\" data-id=\"2b95e59\" 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-99b5335 e-grid grid-img-2fr e-con-full e-con e-child\" data-id=\"99b5335\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-d4952cc e-con-full e-flex e-con e-child\" data-id=\"d4952cc\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-82ee3f9 elementor-widget elementor-widget-heading\" data-id=\"82ee3f9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Benefits<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bb0609d llista-white elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"bb0609d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\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=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><path d=\"M137.51 103.224L149.568 82.1519C150.838 78.5696 149.145 74.566 146.607 70.773L140.048 60.4478L122.701 71.1945L134.971 91.002C137.087 93.5307 138.991 97.9558 137.51 103.224ZM117.624 116.499L118.258 109.756L129.259 108.913C134.337 108.702 135.817 102.592 135.606 99.4308C135.394 96.27 133.279 92.6878 131.163 89.3163L117.412 89.527L116.989 83.4162L107.258 100.484L117.624 116.499ZM116.566 33.8972L92.2373 33.6865C88.4294 34.3187 85.6792 37.6902 83.5637 41.9046L77.6402 52.6512L95.4106 62.555L106.835 42.1153C108.315 38.9545 111.277 35.1616 116.566 33.8972ZM137.933 44.8546L131.586 47.594L125.451 38.5331C122.701 34.108 116.778 35.7937 114.027 37.4795C111.277 39.1652 109.162 42.7474 107.258 46.3297L114.027 58.1299L108.739 61.5014L128.625 61.7121L137.933 44.8546ZM64.7354 84.259L76.3708 105.752C78.6979 108.702 83.1405 109.335 87.5832 109.335H99.8533V89.1056L76.5824 88.8949C73.1975 88.8949 68.3318 88.2627 64.7354 84.259ZM63.8892 60.4478L69.3896 64.6622L64.3123 74.3553C61.7736 78.7803 66.2163 83.2054 68.9665 84.6805C71.7167 86.1555 75.9477 86.3662 79.9672 86.3662L87.1601 74.7767L92.6605 77.7268L83.3521 60.4478H63.8892Z\" fill=\"currentColor\"><\/path><path d=\"M11.0008 81.0983H32.5792V46.1189H32.3677L11.0008 81.0983ZM32.5792 89.527H0V82.1519L31.3099 33.6865H44.4262V81.0983H57.5426V89.3163H44.4262V108.913H32.3677V89.527H32.5792Z\" fill=\"currentColor\"><\/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\">Incorporates up to 40% recycled aggregates<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><g clip-path=\"url(#clip0_3555_7595)\"><path d=\"M41.9366 73.68H30.1191V78.6228H41.9366V73.68ZM69.6923 82.5277C68.2126 83.2984 65.2942 83.8328 62.8176 83.8328C56.1279 83.8328 52.1716 79.0236 52.1716 72.6421C52.1716 66.2607 56.2101 61.2768 62.6841 61.2768C64.9345 61.2768 67.0925 61.5851 69.4765 62.9415L69.9287 57.6493C67.6371 56.7348 64.8934 56.3443 62.8176 56.3443C52.1716 56.3443 45.6155 62.366 45.6155 73.1046C45.6155 83.8431 52.6546 88.7859 62.8176 88.7859C65.2017 88.7859 67.6782 88.3337 69.9801 87.7994L69.7026 82.538L69.6923 82.5277ZM119.881 93.852V90.8102H111.999C115.154 87.7171 119.274 83.9458 119.274 79.8662C119.274 76.0743 116.901 74.2246 113.222 74.2246C111.249 74.2246 109.235 74.7179 107.498 75.6016L107.796 78.8078C109.07 77.9754 110.612 77.2561 112.246 77.2561C113.88 77.2561 115.4 78.0885 115.4 79.8559C115.4 83.3909 108.844 88.8681 107.046 90.615V93.8417H119.881V93.852ZM73.0629 72.4674C73.0629 82.0859 78.3551 88.7859 88.4256 88.7859C98.4962 88.7859 103.788 81.9523 103.788 72.4674C103.788 62.9826 98.2599 56.334 88.4256 56.334C78.5914 56.334 73.0629 62.849 73.0629 72.4674ZM79.619 72.4674C79.619 66.9389 82.1778 61.2768 88.4154 61.2768C94.653 61.2768 97.222 66.9286 97.222 72.4674C97.222 78.0062 94.8379 83.8328 88.4154 83.8328C81.9928 83.8328 79.619 78.1296 79.619 72.4674Z\" fill=\"currentColor\"><\/path><path d=\"M74.9949 9.88588C39.0388 9.88588 9.79311 39.1419 9.79311 75.0979C9.79311 111.054 39.0491 140.3 74.9949 140.3C110.941 140.3 140.207 111.054 140.207 75.0979C140.207 39.1419 110.951 9.88588 74.9949 9.88588ZM74.9949 150.093C33.6542 150.093 0 116.449 0 75.0876C0 33.7264 33.6542 0.0927734 74.9949 0.0927734C116.336 0.0927734 150 33.7367 150 75.0876C150 116.439 116.346 150.083 74.9949 150.083\" fill=\"currentColor\"><\/path><\/g><defs><clipPath id=\"clip0_3555_7595\"><rect width=\"150\" height=\"150\" fill=\"white\" transform=\"translate(0 0.0927734)\"><\/rect><\/clipPath><\/defs><\/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\">Use of local products<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M32.7976 110.44L26.3243 115.048L22.0006 110.44L26.3243 105.547L32.7976 110.44Z\" fill=\"currentColor\"><\/path><path d=\"M112.837 105.547V110.44H106.79L107.798 103.247L112.837 105.547Z\" fill=\"currentColor\"><\/path><path d=\"M83.7573 102.239L80.3024 98.6367L86.7803 95.4728L83.7573 102.239Z\" fill=\"currentColor\"><\/path><path d=\"M55.2545 94.0295L52.8071 98.6367L50.2161 94.0295L51.7995 91.4385L55.2545 94.0295Z\" fill=\"currentColor\"><\/path><path d=\"M29.7746 76.8992L27.47 80.9298L24.4461 76.8992L26.593 74.2401L29.7746 76.8992Z\" fill=\"currentColor\"><\/path><path d=\"M84.6213 74.2401L78.287 78.6271L75.696 70.2803L82.0303 68.9816L84.6213 74.2401Z\" fill=\"currentColor\"><\/path><path d=\"M129.535 68.9816L125.648 72.8723L121.042 68.9816L125.648 64.0907L129.535 68.9816Z\" fill=\"currentColor\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M150 46.9156V132.221H0V46.9156L18.0157 17.7773H131.988L150 46.9156ZM6.6879 125.533H143.312V53.6035H6.6879V125.533ZM8.72282 46.9156H141.281L128.151 24.4652H21.8523L8.72282 46.9156Z\" fill=\"currentColor\"><\/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\">Low cement consumption. CO<sub>2<\/sub> emission reduction<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><g clip-path=\"url(#clip0_3555_7649)\"><path d=\"M117.767 148.202C120.196 148.202 120.543 145.284 120.543 142.686C120.543 140.087 120.196 137.197 117.767 137.197C115.338 137.197 115.019 140.115 115.019 142.686C115.019 145.256 115.366 148.202 117.767 148.202ZM112.725 142.686C112.725 139.067 113.752 135.611 117.774 135.611C121.796 135.611 122.851 139.067 122.851 142.686C122.851 146.304 121.796 149.788 117.774 149.788C113.752 149.788 112.725 146.325 112.725 142.686ZM112.562 129.33H115.055L107.584 149.441H105.091L112.562 129.33ZM102.372 141.574C104.801 141.574 105.148 138.656 105.148 136.057C105.148 133.458 104.801 130.569 102.372 130.569C99.9427 130.569 99.624 133.487 99.624 136.057C99.624 138.628 99.971 141.574 102.372 141.574ZM97.3296 136.086C97.3296 132.439 98.3564 128.983 102.379 128.983C106.401 128.983 107.456 132.446 107.456 136.086C107.456 139.725 106.401 143.16 102.379 143.16C98.3564 143.16 97.3296 139.697 97.3296 136.086Z\" fill=\"currentColor\"><\/path><path d=\"M61.9861 146.97C67.2335 146.97 67.9487 140.738 67.9487 135.477C67.9487 130.215 67.2335 123.984 61.9861 123.984C56.7387 123.984 56.1085 130.265 56.1085 135.477C56.1085 140.689 56.8237 146.97 61.9861 146.97ZM51.6188 135.477C51.6188 128.041 53.7291 120.868 61.979 120.868C70.2289 120.868 72.4313 128.041 72.4313 135.477C72.4313 142.912 70.236 150.093 61.979 150.093C53.722 150.093 51.6188 142.919 51.6188 135.477Z\" fill=\"currentColor\"><\/path><path d=\"M85.1708 146.97C90.4182 146.97 91.1334 140.738 91.1334 135.477C91.1334 130.215 90.4182 123.984 85.1708 123.984C79.9234 123.984 79.2932 130.265 79.2932 135.477C79.2932 140.689 80.0155 146.97 85.1708 146.97ZM74.8106 135.477C74.8106 128.041 76.9209 120.868 85.1708 120.868C93.4207 120.868 95.623 128.041 95.623 135.477C95.623 142.912 93.4278 150.093 85.1708 150.093C76.9138 150.093 74.8106 142.919 74.8106 135.477Z\" fill=\"currentColor\"><\/path><path d=\"M42.6466 125.365L36.9956 128.75V124.876L43.3618 121.357H47.1292V149.598H42.6466V125.365Z\" fill=\"currentColor\"><\/path><path d=\"M117.474 96.1998L134.14 67.0765C135.895 62.1255 133.555 56.5921 130.047 51.3499L120.983 37.0794L97.007 51.9323L113.965 79.3083C116.889 82.8031 119.521 88.919 117.474 96.1998ZM89.9897 114.548L90.8669 105.228L106.071 104.063C113.088 103.772 115.135 95.3261 114.843 90.9576C114.55 86.5891 111.626 81.6382 108.703 76.9784L89.6973 77.2697L89.1125 68.8239L75.6627 92.4138L89.9897 114.548ZM88.5278 0.384007L54.9032 0.0927734C49.6403 0.966474 45.8392 5.62621 42.9154 11.4509L34.7285 26.3038L59.289 39.9918L75.078 11.7421C77.1247 7.37361 81.2181 2.13141 88.5278 0.384007ZM118.059 15.5282L109.287 19.3142L100.808 6.79114C97.007 0.675241 88.8202 3.00511 85.0191 5.33498C81.2181 7.66484 78.2942 12.6158 75.6627 17.5668L85.0191 33.8759L77.7095 38.5356L105.194 38.8268L118.059 15.5282ZM16.8929 69.9888L32.9742 99.6946C36.1905 103.772 42.3306 104.646 48.4707 104.646H65.4292V76.6872L33.2666 76.396C28.5884 76.396 21.8635 75.5223 16.8929 69.9888ZM15.7234 37.0794L23.3254 42.9041L16.3081 56.3008C12.7995 62.4167 18.9396 68.5327 22.7407 70.5713C26.5417 72.6099 32.3894 72.9012 37.9448 72.9012L47.886 56.8833L55.488 60.9606L42.623 37.0794H15.7234Z\" fill=\"currentColor\"><\/path><\/g><defs><clipPath id=\"clip0_3555_7649\"><rect width=\"150\" height=\"150\" fill=\"white\" transform=\"translate(0 0.0927734)\"><\/rect><\/clipPath><\/defs><\/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\">100% recyclable<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><mask id=\"mask0_3555_7598\" style=\"mask-type:luminance\" maskUnits=\"userSpaceOnUse\" x=\"0\" y=\"7\" width=\"150\" height=\"138\"><path d=\"M150 7.09277H0V144.011H150V7.09277Z\" fill=\"white\"><\/path><\/mask><g mask=\"url(#mask0_3555_7598)\"><path d=\"M9.87532 54.5991C18.7127 27.0387 44.5365 7.09277 75.036 7.09277C105.535 7.09277 129.818 25.8466 139.344 52.1431H122.892C114.208 34.4888 96.0506 22.2911 75.036 22.2911C52.1511 22.2911 32.7191 36.7393 25.1661 56.9626L34.6715 58.391L13.3589 81.7485L0 53.0988L9.87532 54.5991ZM139.652 98.18C130.29 124.857 104.909 144.001 75.0257 144.001C45.1428 144.001 21.5798 126.244 11.4989 101.078H28.2695C37.3125 117.602 54.8435 128.803 75.0257 128.803C97.6022 128.803 116.901 114.724 124.618 94.8916L115.74 92.9495L138.481 70.9895L149.99 100.43L139.652 98.18Z\" fill=\"currentColor\"><\/path><\/g><\/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\">Reusable materials<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M112.123 96.4258L112.096 96.4531C104.683 109.241 90.8549 117.858 75.0028 117.858C59.1507 117.858 45.4596 109.324 38.0191 96.6446L28.609 101.787L10.0625 112.497C23.0287 134.914 47.2513 150 75.0164 150C102.782 150 126.991 134.914 139.97 112.497L112.137 96.4258H112.123Z\" fill=\"currentColor\"><\/path><path d=\"M74.9989 32.1419C90.8647 32.1419 104.706 40.7723 112.106 53.5743L139.939 37.5034C126.973 15.0862 102.75 0 74.9852 0C47.2201 0 23.0111 15.0998 10.0312 37.5034L37.8647 53.5743C45.2779 40.7586 59.1057 32.1419 74.9715 32.1419\" fill=\"currentColor\"><\/path><path d=\"M76.5884 47.9532C75.8088 46.0247 75.4122 44.4381 75.0019 42.8516C74.5915 44.4381 74.1812 46.0247 73.4152 47.9532C72.6356 49.8817 71.5004 52.1659 69.9138 54.7235C68.3136 57.2949 66.2893 60.1261 64.2924 62.8616L58.8352 70.22C57.3307 72.258 56.2638 73.7215 55.3338 75.3491C54.4037 76.963 53.583 78.7547 53.0496 80.6285C52.5298 82.5023 52.2837 84.4445 52.3247 86.4414C52.3657 88.4383 52.694 90.4626 53.3094 92.4184C53.9113 94.3743 54.814 96.2344 56.0723 97.9851C57.3306 99.7359 58.9583 101.363 60.709 102.663C62.4597 103.962 64.3335 104.947 66.1662 105.631C67.999 106.328 69.7907 106.725 71.2679 106.93C72.7314 107.135 73.8802 107.135 75.0155 107.135C76.1507 107.135 77.2997 107.135 78.7631 106.93C80.2266 106.725 82.0183 106.328 83.8511 105.631C85.6839 104.933 87.5577 103.962 89.3084 102.663C91.0591 101.363 92.6867 99.7359 93.945 97.9851C95.2033 96.2344 96.1061 94.3606 96.7079 92.4184C97.3097 90.4626 97.6379 88.4246 97.6926 86.4414C97.7337 84.4445 97.4875 82.5023 96.9541 80.6285C96.4207 78.7547 95.6137 76.963 94.67 75.3491C93.7399 73.7215 92.673 72.258 91.1685 70.22L85.7112 62.8616C83.7143 60.1398 81.6764 57.2949 80.0898 54.7235C78.5032 52.1659 77.368 49.8817 76.5884 47.9532Z\" fill=\"currentColor\"><\/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\">Allows for the design of permeable solutions<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M0 75C0 33.6777 33.6777 0 75 0C116.322 0 150 33.6777 150 75C150 116.529 116.322 150 75 150C33.6777 150 0 116.529 0 75ZM101.446 75H128.099V60.9504H101.446V75ZM48.5537 60.9504V75H21.9008V89.0496H48.5537V75H75V89.0496H101.653V75H75.2066V60.9504H48.5537Z\" fill=\"#00B2FF\"><\/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\">Flexible or hybrid placement<\/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<div class=\"elementor-element elementor-element-84aabb7 e-con-full e-flex e-con e-child\" data-id=\"84aabb7\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a2fd8e8 llista-white elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"a2fd8e8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\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=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M139.805 75C139.805 39.2403 110.806 10.225 75.0025 10.2236C39.1974 10.2236 10.1954 39.2394 10.1948 75C10.1948 110.761 39.1971 139.776 75.0025 139.776C110.807 139.775 139.805 110.76 139.805 75ZM150 75C150 116.436 116.408 149.999 75.0025 150C33.5956 150 0 116.436 0 75C0.000586479 33.564 33.596 0 75.0025 0C116.408 0.00134066 149.999 33.5649 150 75Z\" fill=\"currentColor\"><\/path><path d=\"M93.125 62.667V55.334C93.125 49.4877 92.2015 45.164 89.8701 42.2891C87.6849 39.5947 83.546 37.334 75 37.334C66.454 37.334 62.3151 39.5947 60.1299 42.2891C57.7985 45.164 56.875 49.4877 56.875 55.334V62.667C56.875 64.8761 55.0841 66.667 52.875 66.667C50.6659 66.667 48.875 64.8761 48.875 62.667V55.334C48.875 49.0072 49.7955 42.3308 53.917 37.249C58.1849 31.9869 65.1087 29.334 75 29.334C84.8913 29.334 91.8151 31.9869 96.083 37.249C100.204 42.3308 101.125 49.0072 101.125 55.334V62.667C101.125 64.8761 99.3341 66.667 97.125 66.667C94.9159 66.667 93.125 64.8761 93.125 62.667Z\" fill=\"currentColor\"><\/path><path d=\"M83.4238 84.668C83.4236 89.3281 79.6308 93.0674 74.999 93.0674C70.3673 93.0674 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80.999V88.333Z\" fill=\"currentColor\"><\/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\">Vandal-proof product<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M139.805 75C139.805 39.2349 110.812 10.225 75.0025 10.2236C39.192 10.2236 10.1954 39.234 10.1948 75C10.1948 110.766 39.1917 139.776 75.0025 139.776C110.812 139.775 139.805 110.766 139.805 75ZM150 75C150 116.441 116.414 149.999 75.0025 150C33.5902 150 0 116.442 0 75C0.000582501 33.5586 33.5906 0 75.0025 0C116.413 0.00134337 149.999 33.5594 150 75Z\" fill=\"currentColor\"><\/path><path d=\"M49.5244 61.293H35.1836V86.7597H49.5244V61.293Z\" fill=\"currentColor\"><\/path><path d=\"M52.8867 61.2619V74.0068V86.7287L79.6054 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100.832 121.776C98.8186 121.776 100.405 121.776 100.216 121.847L90.7195 105.407C96.2847 102.326 100.903 97.6932 103.958 92.0958L117.125 98.8456C117.03 99.2219 116.983 99.5982 116.983 99.998C116.983 102.844 119.28 105.125 122.121 105.125C124.963 105.125 127.26 102.82 127.26 99.998C127.26 97.1758 124.963 94.871 122.121 94.871C119.28 94.871 119.209 95.553 118.261 96.6348L105.047 89.8616C106.136 87.4627 106.965 84.9462 107.462 82.2887H126.432C127 84.5229 128.989 86.1692 131.405 86.1692C133.82 86.1692 136.544 83.8644 136.544 81.0187C136.544 78.1729 134.246 75.8917 131.405 75.8917\" fill=\"currentColor\"><\/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\">Antifungal and antibacterial<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M139.805 75C139.805 39.2403 110.806 10.225 75.0025 10.2236C39.1974 10.2236 10.1954 39.2394 10.1948 75C10.1948 110.761 39.1971 139.776 75.0025 139.776C110.807 139.775 139.805 110.76 139.805 75ZM150 75C150 116.436 116.408 149.999 75.0025 150C33.5956 150 0 116.436 0 75C0.000586479 33.564 33.596 0 75.0025 0C116.408 0.00134066 149.999 33.5648 150 75Z\" fill=\"currentColor\"><\/path><path d=\"M74.0255 77.7971C77.2355 81.1912 82.5238 81.5144 85.9877 78.3974L98.8274 66.7608C102.291 63.6207 102.545 58.2642 99.4279 54.8009C96.2872 51.3376 90.9296 51.0836 87.4657 54.2237L79.2215 61.7044C75.2264 59.8111 70.4923 59.3955 66.1739 59.9958C66.6819 59.4186 67.2131 58.8414 67.7904 58.3103L80.6301 46.6737C88.2508 39.7702 100.074 40.3474 106.979 47.9666C113.907 55.5859 113.307 67.4073 105.686 74.3108L92.8463 85.9474C85.2257 92.8509 73.402 92.2737 66.4972 84.6545C65.1347 83.1306 64.1186 81.6068 63.3335 79.8289C63.218 79.067 63.8877 78.4205 64.3726 77.9588C66.9129 75.673 70.3076 75.2805 73.1018 76.9659C73.1018 76.9659 73.8177 77.5662 74.0486 77.8202\" fill=\"currentColor\"><\/path><path d=\"M75.9682 75.6306C72.7583 72.2366 67.47 71.9133 64.006 75.0303L51.1663 86.667C47.7023 89.7839 47.4483 95.1405 50.5659 98.6269C53.6834 102.067 59.0641 102.344 62.505 99.2041L70.7492 91.7234C74.7443 93.6166 79.4783 94.0322 83.8198 93.4319C83.3118 94.0091 82.7806 94.5864 82.2033 95.1174L69.3636 106.754C61.7429 113.658 49.9193 113.08 43.0144 105.461C36.1096 97.8419 36.6869 86.0205 44.3076 79.117L57.1474 67.4803C64.7681 60.5768 76.5917 61.154 83.4965 68.7733C84.859 70.2971 85.8751 71.821 86.6603 73.5988C86.7757 74.3607 86.106 75.0072 85.6211 75.469C83.0808 77.7548 79.6862 78.1473 76.8919 76.4618C76.8919 76.4618 76.176 75.8615 75.9451 75.6075\" fill=\"currentColor\"><\/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\">Long lifespan<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M77.0721 67.075C75.9596 66.63 74.7185 66.63 73.6059 67.075L17.907 89.3502L75.339 112.319L132.771 89.3502L77.0721 67.075ZM140.669 96.2414L80.0055 120.502V138.446L140.669 114.185V96.2414ZM70.6726 138.446V120.502L10.0087 96.2414V114.185L70.6726 138.446ZM70.1398 58.4112C73.4774 57.0765 77.2007 57.0765 80.5383 58.4112L147.069 85.0184C148.841 85.7269 150.002 87.4425 150.002 89.3502V114.185C150.002 118 147.679 121.431 144.136 122.849L77.0721 149.669C75.9596 150.114 74.7185 150.114 73.6059 149.669L6.54253 122.849C2.99922 121.431 0.675781 118 0.675781 114.185V89.3502C0.675781 87.4425 1.8375 85.7269 3.60916 85.0184L70.1398 58.4112Z\" fill=\"currentColor\"><\/path><path d=\"M2.44504 12.8884C1.09752 11.2809 1.30619 8.88365 2.91347 7.53524C4.52075 6.18682 6.91823 6.39763 8.26767 8.00358L31.4305 35.6028C32.7797 37.2104 32.57 39.6071 30.9621 40.956C29.3542 42.3049 26.9571 42.0952 25.6079 40.4877L2.44504 12.8884Z\" fill=\"currentColor\"><\/path><path d=\"M116.66 40.4827C115.31 42.0886 112.913 42.2994 111.306 40.951C109.698 39.6026 109.49 37.2054 110.837 35.5978L134 7.99857C135.349 6.391 137.746 6.18131 139.354 7.53023C140.962 8.87914 141.172 11.2759 139.823 12.8834L116.66 40.4827Z\" fill=\"currentColor\"><\/path><path d=\"M72.9063 3.80094C72.9075 1.7035 74.6086 0.00121315 76.7067 0.00121324C78.8049 0.00121333 80.5059 1.7035 80.5072 3.80094L80.5072 26.1788C80.5072 28.2773 78.8056 29.9785 76.7067 29.9785C74.6078 29.9785 72.9063 28.2773 72.9063 26.1788L72.9063 3.80094Z\" fill=\"currentColor\"><\/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\">Minimizes the \"heat island effect\"<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M0 62.0215H4.04587L13.2168 82.924H13.2773V62.0215H16.2547V87.9777H12.4439L3.0344 66.6265H2.97386V87.9777H0V62.0215Z\" fill=\"currentColor\"><\/path><path d=\"M42.2184 65.2949H35.7578V62.0254H51.6564V65.2949H45.1994V87.9817H42.2184V65.2949Z\" fill=\"currentColor\"><\/path><path d=\"M76.9916 66.2984C75.6846 65.3261 74.2243 64.8453 72.7107 64.8453C67.9098 64.8453 64.7294 69.1618 64.7294 74.9991C64.7294 80.8365 68.2375 85.1566 72.5611 85.1566C74.0427 85.1566 76.0407 84.6758 77.0842 83.8851L77.2587 87.4965C75.6846 88.3156 73.7507 88.426 72.5255 88.426C65.9474 88.426 61.5703 83.1514 61.5703 74.8923C61.5703 66.6332 66.211 61.5723 72.5611 61.5723C74.1638 61.5723 75.738 61.875 77.2338 62.6941L76.9916 66.2984Z\" fill=\"currentColor\"><\/path><path d=\"M80.8086 62.0215H83.7789V84.7083H92.4797V87.9777H80.8086V62.0215Z\" fill=\"currentColor\"><\/path><path d=\"M118.856 62.0215H121.986L130.769 87.9813H127.524L125.416 81.4388H115.227L113.111 87.9813H109.98L118.856 62.0215ZM120.316 65.5189L116.185 78.3902H124.458L120.316 65.5189Z\" fill=\"currentColor\"><\/path><path d=\"M150.002 62.0254H147.024V82.9279H146.971L137.793 62.0254H133.754V87.9817H136.721V66.6233H136.788L146.198 87.9817H150.002V62.0254Z\" fill=\"currentColor\"><\/path><path d=\"M33.3112 62.0176H21.6758V65.2977H33.3112V62.0176Z\" fill=\"currentColor\"><\/path><path d=\"M33.3112 72.8691H21.6758V76.1422H33.3112V72.8691Z\" fill=\"currentColor\"><\/path><path d=\"M33.3112 84.7109H21.6758V87.984H33.3112V84.7109Z\" fill=\"currentColor\"><\/path><path d=\"M107.51 62.0176H95.8672V65.2977H107.51V62.0176Z\" fill=\"currentColor\"><\/path><path d=\"M107.51 72.8691H95.8672V76.1422H107.51V72.8691Z\" fill=\"currentColor\"><\/path><path d=\"M58.7109 73.2754H50.9219V76.5484H58.7109V73.2754Z\" fill=\"currentColor\"><\/path><path d=\"M107.51 84.7109H95.8672V87.984H107.51V84.7109Z\" fill=\"currentColor\"><\/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\">Easy to clean<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0065d07 e-flex e-con-boxed e-con e-parent\" data-id=\"0065d07\" data-element_type=\"container\" data-e-type=\"container\" id=\"colors\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-ad37650 e-con-full e-flex e-con e-child\" data-id=\"ad37650\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-38857b2 elementor-widget elementor-widget-image\" data-id=\"38857b2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"459\" height=\"99\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/07\/logo-breinco-colors.svg\" class=\"attachment-full size-full wp-image-7244\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2434bb6 elementor-widget elementor-widget-image\" data-id=\"2434bb6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"531\" height=\"77\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/07\/logo-breinco-look.svg\" class=\"attachment-full size-full wp-image-7243\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-99edad7 elementor-widget elementor-widget-heading\" data-id=\"99edad7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Panot S.XXI<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-09e72af elementor-widget elementor-widget-heading\" data-id=\"09e72af\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">FLOWER | 4 TILES | 9 TILES | HERRINGBONE | DIAGONAL | 4 TILES + 2 RINGS | 4 TILES + 4 RINGS | CONCENTRIC CIRCLES | VS4 4 TILES | VS4 SMOOTH | ACQUA JOINT VS5\u00ae 4 TILES | ACQUA JOINT VS5\u00ae SMOOTH | TRENCAD\u00cdS<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2a12e86 elementor-widget elementor-widget-template\" data-id=\"2a12e86\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"template.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-template\">\n\t\t\t\t\t<div data-elementor-type=\"container\" data-elementor-id=\"11922\" class=\"elementor elementor-11922 elementor-4553 elementor-4553\" data-elementor-post-type=\"elementor_library\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f2afb93 e-con-full e-flex e-con e-parent\" data-id=\"f2afb93\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-68737c5 e-flex e-con-boxed e-con e-child\" data-id=\"68737c5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6a23cfe elementor-widget elementor-widget-image\" data-id=\"6a23cfe\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"109\" height=\"44\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/07\/color_collect_standard.svg\" class=\"attachment-large size-large wp-image-7258\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0f4c9c1 elementor-widget elementor-widget-heading\" data-id=\"0f4c9c1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">A subtly textured finish with a uniform feel to the touch<\/p>\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4236484 elementor-pagination-position-outside elementor-widget elementor-widget-image-carousel\" data-id=\"4236484\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;8&quot;,&quot;slides_to_show_tablet&quot;:&quot;6&quot;,&quot;slides_to_show_mobile&quot;:&quot;3&quot;,&quot;navigation&quot;:&quot;dots&quot;,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;speed&quot;:500,&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper\" aria-live=\"polite\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 of 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-black.webp\" alt=\"black\" \/><figcaption class=\"elementor-image-carousel-caption\">black<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 of 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-green.webp\" alt=\"green\" \/><figcaption class=\"elementor-image-carousel-caption\">green<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 of 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-grey.webp\" alt=\"grey\" \/><figcaption class=\"elementor-image-carousel-caption\">grey<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"4 of 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-metal.webp\" alt=\"metal\" \/><figcaption class=\"elementor-image-carousel-caption\">metal<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"5 of 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-montjuic.webp\" alt=\"montjuic\" \/><figcaption class=\"elementor-image-carousel-caption\">montjuic<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"6 of 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-white.webp\" alt=\"white\" \/><figcaption class=\"elementor-image-carousel-caption\">white<\/figcaption><\/figure><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/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-346ae01 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"346ae01\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\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 class=\"elementor-element elementor-element-e7e0372 elementor-widget elementor-widget-heading\" data-id=\"e7e0372\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Panot S.XXI<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ae38397 elementor-widget elementor-widget-heading\" data-id=\"ae38397\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">4 TILES | 9 TILES<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-335de9d elementor-widget elementor-widget-template\" data-id=\"335de9d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"template.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-template\">\n\t\t\t\t\t<div data-elementor-type=\"container\" data-elementor-id=\"4583\" class=\"elementor elementor-4583\" data-elementor-post-type=\"elementor_library\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0f32059 e-con-full e-flex e-con e-parent\" data-id=\"0f32059\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3363d58 elementor-pagination-position-outside elementor-widget elementor-widget-image-carousel\" data-id=\"3363d58\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;8&quot;,&quot;navigation&quot;:&quot;dots&quot;,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;slides_to_show_tablet&quot;:&quot;6&quot;,&quot;slides_to_show_mobile&quot;:&quot;3&quot;,&quot;speed&quot;:500,&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper\" aria-live=\"polite\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 sur 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-mediterraneo.webp\" alt=\"mediterr\u00e1neo\" \/><figcaption class=\"elementor-image-carousel-caption\">mediterr\u00e1neo<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 sur 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-marfil.webp\" alt=\"marfil\" \/><figcaption class=\"elementor-image-carousel-caption\">marfil<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 sur 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-desierto.webp\" alt=\"desierto\" \/><figcaption class=\"elementor-image-carousel-caption\">desierto<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"4 sur 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-ceniza.webp\" alt=\"ceniza\" \/><figcaption class=\"elementor-image-carousel-caption\">ceniza<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"5 sur 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-arena.webp\" alt=\"arena\" \/><figcaption class=\"elementor-image-carousel-caption\">arena<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"6 sur 6\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-std-panot-cor-ten.webp\" alt=\"cor-ten\" \/><figcaption class=\"elementor-image-carousel-caption\">cor-ten<\/figcaption><\/figure><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/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-261499f elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"261499f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\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 class=\"elementor-element elementor-element-3109861 elementor-widget elementor-widget-heading\" data-id=\"3109861\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Panot S.XXI<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-56efa3c elementor-widget elementor-widget-heading\" data-id=\"56efa3c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">SMOOTH<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-417af47 elementor-widget elementor-widget-template\" data-id=\"417af47\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"template.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-template\">\n\t\t\t\t\t<div data-elementor-type=\"container\" data-elementor-id=\"11918\" class=\"elementor elementor-11918 elementor-4552 elementor-4552\" data-elementor-post-type=\"elementor_library\">\n\t\t\t\t<div class=\"elementor-element elementor-element-fc823cb e-con-full e-flex e-con e-parent\" data-id=\"fc823cb\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-e8e2e5b e-flex e-con-boxed e-con e-child\" data-id=\"e8e2e5b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ce06b6d elementor-widget elementor-widget-image\" data-id=\"ce06b6d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"109\" height=\"44\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/07\/color_collect_topComplete.svg\" class=\"attachment-large size-large wp-image-7259\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1d4d247 elementor-widget elementor-widget-heading\" data-id=\"1d4d247\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">A surface texture that is rough to the touch yet uniform, providing anti-slip properties on wet surfaces.<\/span>\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eeed20f elementor-pagination-position-outside elementor-widget elementor-widget-image-carousel\" data-id=\"eeed20f\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;8&quot;,&quot;navigation&quot;:&quot;dots&quot;,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;slides_to_show_tablet&quot;:&quot;6&quot;,&quot;slides_to_show_mobile&quot;:&quot;3&quot;,&quot;speed&quot;:500,&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper\" aria-live=\"polite\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-top-panot-granit.webp\" alt=\"granit\" \/><figcaption class=\"elementor-image-carousel-caption\">granit<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-top-panot-granit-white.webp\" alt=\"white granit\" \/><figcaption class=\"elementor-image-carousel-caption\">white granit<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-top-panot-granit-montjuic.webp\" alt=\"montju\u00efc granit\" \/><figcaption class=\"elementor-image-carousel-caption\">montju\u00efc granit<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"4 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-top-panot-granit-black.webp\" alt=\"black granit\" \/><figcaption class=\"elementor-image-carousel-caption\">black granit<\/figcaption><\/figure><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/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-d016813 elementor-widget elementor-widget-heading\" data-id=\"d016813\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Panot S.XXI<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5d1ccd5 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"5d1ccd5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\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 class=\"elementor-element elementor-element-c04977e elementor-widget elementor-widget-heading\" data-id=\"c04977e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">SMOOTH<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4f30d82 elementor-widget elementor-widget-template\" data-id=\"4f30d82\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"template.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-template\">\n\t\t\t\t\t<div data-elementor-type=\"container\" data-elementor-id=\"11920\" class=\"elementor elementor-11920 elementor-4554 elementor-4554\" data-elementor-post-type=\"elementor_library\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5a83349 e-con-full e-flex e-con e-parent\" data-id=\"5a83349\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-71c0679 e-flex e-con-boxed e-con e-child\" data-id=\"71c0679\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3a5f402 elementor-widget elementor-widget-image\" data-id=\"3a5f402\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"323\" height=\"107\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/07\/ico-breinco-smooth-min.svg\" class=\"attachment-large size-large wp-image-7650\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c241291 elementor-widget elementor-widget-heading\" data-id=\"c241291\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">A smooth, soft-to-the-touch finish that delivers a distinctive matte sheen.<\/span>\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d35fde5 elementor-pagination-position-outside elementor-widget elementor-widget-image-carousel\" data-id=\"d35fde5\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;8&quot;,&quot;navigation&quot;:&quot;dots&quot;,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:5,&quot;sizes&quot;:[]},&quot;slides_to_show_tablet&quot;:&quot;6&quot;,&quot;slides_to_show_mobile&quot;:&quot;3&quot;,&quot;speed&quot;:500,&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper\" aria-live=\"polite\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-smooth-panot-granit.webp\" alt=\"granit\" \/><figcaption class=\"elementor-image-carousel-caption\">granit<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-smooth-panot-granit-white.webp\" alt=\"white granit\" \/><figcaption class=\"elementor-image-carousel-caption\">white granit<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-smooth-panot-granit-montjuic.webp\" alt=\"montju\u00efc granit\" \/><figcaption class=\"elementor-image-carousel-caption\">montju\u00efc granit<\/figcaption><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"4 of 4\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/color-smooth-panot-granit-black.webp\" alt=\"black granit\" \/><figcaption class=\"elementor-image-carousel-caption\">black granit<\/figcaption><\/figure><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/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-4a89f5b e-con-full e-flex e-con e-parent\" data-id=\"4a89f5b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1bb3b08 elementor-widget elementor-widget-template\" data-id=\"1bb3b08\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"template.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-template\">\n\t\t\t\t\t<div data-elementor-type=\"container\" data-elementor-id=\"11916\" class=\"elementor elementor-11916 elementor-2263 elementor-2263\" data-elementor-post-type=\"elementor_library\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0a0e0de e-flex e-con-boxed e-con e-parent\" data-id=\"0a0e0de\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-906cfa7 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"906cfa7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Sustainability<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-052c453 e-grid e-con-full e-con e-child\" data-id=\"052c453\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-82a0c82 e-con-full e-flex e-con e-child\" data-id=\"82a0c82\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b7aa686 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"b7aa686\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\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=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><g clip-path=\"url(#clip0_3555_7595)\"><path d=\"M41.9366 73.68H30.1191V78.6228H41.9366V73.68ZM69.6923 82.5277C68.2126 83.2984 65.2942 83.8328 62.8176 83.8328C56.1279 83.8328 52.1716 79.0236 52.1716 72.6421C52.1716 66.2607 56.2101 61.2768 62.6841 61.2768C64.9345 61.2768 67.0925 61.5851 69.4765 62.9415L69.9287 57.6493C67.6371 56.7348 64.8934 56.3443 62.8176 56.3443C52.1716 56.3443 45.6155 62.366 45.6155 73.1046C45.6155 83.8431 52.6546 88.7859 62.8176 88.7859C65.2017 88.7859 67.6782 88.3337 69.9801 87.7994L69.7026 82.538L69.6923 82.5277ZM119.881 93.852V90.8102H111.999C115.154 87.7171 119.274 83.9458 119.274 79.8662C119.274 76.0743 116.901 74.2246 113.222 74.2246C111.249 74.2246 109.235 74.7179 107.498 75.6016L107.796 78.8078C109.07 77.9754 110.612 77.2561 112.246 77.2561C113.88 77.2561 115.4 78.0885 115.4 79.8559C115.4 83.3909 108.844 88.8681 107.046 90.615V93.8417H119.881V93.852ZM73.0629 72.4674C73.0629 82.0859 78.3551 88.7859 88.4256 88.7859C98.4962 88.7859 103.788 81.9523 103.788 72.4674C103.788 62.9826 98.2599 56.334 88.4256 56.334C78.5914 56.334 73.0629 62.849 73.0629 72.4674ZM79.619 72.4674C79.619 66.9389 82.1778 61.2768 88.4154 61.2768C94.653 61.2768 97.222 66.9286 97.222 72.4674C97.222 78.0062 94.8379 83.8328 88.4154 83.8328C81.9928 83.8328 79.619 78.1296 79.619 72.4674Z\" fill=\"currentColor\"><\/path><path d=\"M74.9949 9.88588C39.0388 9.88588 9.79311 39.1419 9.79311 75.0979C9.79311 111.054 39.0491 140.3 74.9949 140.3C110.941 140.3 140.207 111.054 140.207 75.0979C140.207 39.1419 110.951 9.88588 74.9949 9.88588ZM74.9949 150.093C33.6542 150.093 0 116.449 0 75.0876C0 33.7264 33.6542 0.0927734 74.9949 0.0927734C116.336 0.0927734 150 33.7367 150 75.0876C150 116.439 116.346 150.083 74.9949 150.083\" fill=\"currentColor\"><\/path><\/g><defs><clipPath id=\"clip0_3555_7595\"><rect width=\"150\" height=\"150\" fill=\"white\" transform=\"translate(0 0.0927734)\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8e04957 elementor-widget elementor-widget-text-editor\" data-id=\"8e04957\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>Regional Products<\/h3>\n<p>At Breinco, we support the use of locally sourced products to reduce the environmental impact associated with long-distance transportation.<br \/>Regional materials are defined as products and materials that are extracted, processed, and transported within the same region in which they are used, <strong>with the aim of reducing transport costs while also lowering energy consumption and, consequently, CO<sub>2<\/sub> emissions.<\/strong><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-48fb02e e-con-full e-flex e-con e-child\" data-id=\"48fb02e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f29ea66 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"f29ea66\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\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=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><mask id=\"mask0_3555_7598\" style=\"mask-type:luminance\" maskUnits=\"userSpaceOnUse\" x=\"0\" y=\"7\" width=\"150\" height=\"138\"><path d=\"M150 7.09277H0V144.011H150V7.09277Z\" fill=\"white\"><\/path><\/mask><g mask=\"url(#mask0_3555_7598)\"><path d=\"M9.87532 54.5991C18.7127 27.0387 44.5365 7.09277 75.036 7.09277C105.535 7.09277 129.818 25.8466 139.344 52.1431H122.892C114.208 34.4888 96.0506 22.2911 75.036 22.2911C52.1511 22.2911 32.7191 36.7393 25.1661 56.9626L34.6715 58.391L13.3589 81.7485L0 53.0988L9.87532 54.5991ZM139.652 98.18C130.29 124.857 104.909 144.001 75.0257 144.001C45.1428 144.001 21.5798 126.244 11.4989 101.078H28.2695C37.3125 117.602 54.8435 128.803 75.0257 128.803C97.6022 128.803 116.901 114.724 124.618 94.8916L115.74 92.9495L138.481 70.9895L149.99 100.43L139.652 98.18Z\" fill=\"currentColor\"><\/path><\/g><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-506cbdd elementor-widget elementor-widget-text-editor\" data-id=\"506cbdd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>Reusable Material<\/h3>\n<p>Our products are manufactured using <strong>up to 40% recycled aggregate<\/strong>, depending on the product, while consistently maintaining the high standards of quality and durability that define Breinco.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4a41bfd e-con-full e-flex e-con e-child\" data-id=\"4a41bfd\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e38f09f elementor-view-default 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0.214122 87.0984 1.9271 84.3951 3.64007C81.7454 5.32628 79.4971 8.96635 77.6235 12.4994L84.4219 24.4902L79.2027 27.8091L99.0625 28.0232L108.243 11.1611L108.27 11.1879ZM34.7991 50.9342L46.4688 72.507C48.8241 75.5047 53.2404 76.2274 57.8172 76.0935H70.1292V55.6717L46.7632 55.5111C43.1499 55.7252 38.3857 54.949 34.7724 50.9342M33.9962 26.9258L39.4295 31.1815L34.3174 40.9776C31.7479 45.5009 36.1642 49.9171 38.9477 51.4428C41.7046 52.9416 45.987 53.129 49.975 53.0754L57.1749 41.2987L62.6082 44.2429L53.1601 26.7385L33.9694 26.8991L33.9962 26.9258Z\" fill=\"currentColor\"><\/path><path d=\"M38.2791 94.1594L33.3008 97.1839V93.7311L38.9215 90.5996H42.2404V115.679H38.2791V94.1594Z\" fill=\"currentColor\"><\/path><path d=\"M55.7558 113.353C60.3862 113.353 61.0286 107.812 61.0286 103.155C61.0286 98.4978 60.3862 92.9574 55.7558 92.9574C51.1255 92.9574 50.5902 98.5246 50.5902 103.155C50.5902 107.785 51.2325 113.353 55.7558 113.353ZM46.6289 103.155C46.6289 96.544 48.4757 90.1738 55.7558 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data-id=\"075ecf5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>100% Recyclable<\/h3>\n<p>At Breinco, we are committed to a more sustainable world; therefore, <strong>100% of our products are fully recyclable.<\/strong><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-36dc77a e-con-full e-flex e-con e-child\" data-id=\"36dc77a\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8b478d7 elementor-widget elementor-widget-image\" data-id=\"8b478d7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/11\/ico-40-quality-sustainability.svg\" class=\"attachment-full size-full wp-image-8364\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b65c741 elementor-widget elementor-widget-text-editor\" data-id=\"b65c741\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>40% Recycled Aggregate<\/h3>\n<p>Our products are manufactured using <strong>up to 40% recycled aggregate<\/strong>, depending on the specific product, while consistently maintaining Breinco\u2019s hallmark standards of quality and durability.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-65d6e4b e-con-full e-flex e-con e-child\" data-id=\"65d6e4b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-cb7a283 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"cb7a283\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div 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68.4238 47.2217 59.964 47.2217 52.9443C47.2217 45.9246 48.0702 37.4639 55.1377 37.4639ZM86.3643 37.4639C93.4317 37.4639 94.3945 45.8578 94.3945 52.9443C94.3945 60.0308 93.4316 68.4238 86.3643 68.4238C79.4209 68.4238 78.4483 59.964 78.4482 52.9443C78.4482 45.9246 79.2968 37.4639 86.3643 37.4639ZM109.541 44.1982C104.124 44.1982 102.74 48.8519 102.74 53.7637C102.74 58.6279 104.124 63.292 109.541 63.292C114.958 63.2919 116.38 58.666 116.38 53.7637C116.38 48.8615 114.958 44.1983 109.541 44.1982ZM109.531 46.334C112.803 46.334 113.27 50.2253 113.271 53.7256C113.271 57.2259 112.803 61.1562 109.531 61.1562C106.298 61.1562 105.831 57.1878 105.831 53.7256C105.831 50.2635 106.26 46.3341 109.531 46.334Z\" fill=\"currentColor\"><\/path><\/g><defs><clipPath id=\"clip0_3576_14086\"><rect width=\"150\" height=\"150\" fill=\"currentColor\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5ede75e elementor-widget elementor-widget-text-editor\" data-id=\"5ede75e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>100% Recycled Plastic<\/h3>\n<p>Our packaging is made from 100% recycled plastic, and we use reusable wooden pallets certified with the PEFC seal, promoting sustainable forest management.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-710363c e-con-full e-flex e-con e-child\" data-id=\"710363c\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ff6181a elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"ff6181a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\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=\"150\" height=\"150\" viewBox=\"0 0 150 150\" fill=\"none\"><path d=\"M98.1204 128.224V133.393C98.1204 140.773 91.5048 146.031 84.2991 146.031H65.3713C58.0999 146.031 51.4447 140.729 51.4446 133.295V128.224H98.1204ZM59.2131 135.44C60.1771 137.29 62.3582 138.814 65.3713 138.814H84.2991C87.2981 138.814 89.4559 137.281 90.3889 135.44H59.2131Z\" fill=\"currentColor\"><\/path><path d=\"M63.537 98.4137C64.636 96.7337 65.581 95.1867 66.631 93.7167C69.249 90.0347 72.42 86.9477 76.41 84.7707C78.629 83.5667 81.065 83.0277 83.529 82.5937C85.503 82.2437 87.484 81.9077 89.437 81.4317C91.516 80.9347 93.371 79.9267 94.981 78.4567C94.911 78.4287 94.876 78.3937 94.862 78.4007C92.265 79.9897 89.381 80.6337 86.399 80.9767C85.09 81.1237 83.781 81.3057 82.472 81.4177C76.557 81.9147 71.818 84.6377 67.933 89.0197C67.59 89.4047 67.247 89.7967 66.904 90.1887L66.757 90.1257C67.135 89.0967 67.45 88.0467 67.905 87.0457C68.801 85.0717 70.047 83.3147 71.482 81.6907C73.638 79.2547 76.312 77.6377 79.518 77.1337C82.115 76.7277 84.754 76.6367 87.379 76.3987C89.15 76.2377 90.935 76.1607 92.685 75.8807C95.093 75.4957 97.179 74.4387 98.803 72.3107C98.88 72.9267 98.978 73.4097 98.999 73.8997C99.125 76.1397 98.712 78.3027 98.005 80.4307C96.906 83.7277 95.261 86.7167 92.923 89.2997C89.08 93.5557 84.257 95.2637 78.587 94.7037C76.466 94.4937 74.345 94.2067 72.217 94.1367C68.283 94.0037 65.91 95.7817 64.034 99.3727C63.908 99.6247 64.041 100.003 64.055 100.325C63.46 100.136 62.865 99.9537 62.158 99.7297C61.906 98.5257 61.612 97.2027 61.332 95.8797C60.107 90.0067 59.183 84.1057 59.281 78.0857C59.365 73.1927 59.925 68.3557 61.213 63.6307C62.312 59.5987 64.118 55.8607 66.568 52.4797C68.913 49.2317 71.398 46.0817 73.813 42.8687C76.123 39.7957 78.125 36.5477 79.308 32.8517C79.945 30.8567 80.337 28.8127 80.372 26.6777C80.316 26.7897 80.225 26.8947 80.197 27.0067C79.021 31.8227 76.613 36.0087 73.512 39.8027C70.747 43.1837 67.863 46.4667 65.07 49.8197C62.718 52.6407 60.702 55.6997 59.127 59.0177C57.874 61.6567 57.069 64.4567 56.502 67.3267C55.564 72.0727 55.347 76.8607 55.62 81.6837V81.9777L55.459 82.0407C54.857 80.6967 54.192 79.3667 53.66 77.9947C51.196 71.5897 50.293 64.9607 51.217 58.1497C51.819 53.6837 53.73 49.7147 56.313 46.0467C58.959 42.2877 62.193 39.0467 65.448 35.8197C68.325 32.9637 71.244 30.1427 73.659 26.8667C75.241 24.7317 76.494 22.4217 77.236 19.8667C77.747 18.1097 77.922 16.2967 77.81 14.4697C77.796 14.2387 77.789 14.0147 77.775 13.6367C78.069 13.8467 78.279 13.9797 78.482 14.1407C81.639 16.6047 83.984 19.7477 85.867 23.2407C89.941 30.8077 92.048 38.8857 91.782 47.4887C91.481 57.0857 87.547 64.9747 80.141 71.0787C77.628 73.1577 74.912 74.9987 72.357 77.0287C70.46 78.5337 68.542 80.0457 66.848 81.7677C63.355 85.3237 62.207 89.7057 62.858 94.5917C63.019 95.8237 63.278 97.0417 63.523 98.4067\" fill=\"currentColor\"><\/path><path d=\"M26.6786 52.3955C26.6786 25.4975 48.2156 3.53906 74.9052 3.53906C101.588 3.53915 123.201 25.4904 123.201 52.4023C123.201 66.0157 117.707 78.3251 108.748 87.1729L98.163 102.341V119.2H51.451V102.319L41.0946 87.125C41.0554 87.0838 41.0111 87.0372 40.9628 86.9863C40.7556 86.7682 40.4692 86.4649 40.1512 86.126C39.5281 85.4618 38.7397 84.6119 38.203 83.9941L38.1825 83.9707L38.163 83.9473C31.026 75.4433 26.6786 64.4448 26.6786 52.3955ZM33.8954 52.3955C33.8954 62.6652 37.5904 72.0274 43.6718 79.2842C44.1093 79.7864 44.8 80.5331 45.4149 81.1885C45.7207 81.5144 45.9972 81.807 46.1971 82.0176C46.2968 82.1225 46.3773 82.2067 46.4325 82.2646C46.4601 82.2936 46.4817 82.3161 46.496 82.3311C46.503 82.3384 46.5081 82.344 46.5116 82.3477L46.5165 82.3525L46.7225 82.5684L46.8905 82.8154L58.6688 100.094V111.983H90.9452V100.071L103.209 82.5L103.455 82.2607C111.21 74.7184 115.984 64.1499 115.984 52.4023C115.984 29.3905 97.5165 10.7559 74.9052 10.7559C52.3007 10.7559 33.8954 29.3835 33.8954 52.3955Z\" fill=\"currentColor\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a37eb85 elementor-widget elementor-widget-text-editor\" data-id=\"a37eb85\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>100% Renewable Energy<\/h3>\n<p>The energy consumed by Breinco is generated entirely from <strong>100% renewable energy sources.<\/strong><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1652ea9 e-con-full e-flex e-con e-child\" data-id=\"1652ea9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ae93623 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"ae93623\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\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=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><path d=\"M55.0314 78.1818H94.9687V117.314H55.0314V78.1818ZM48.8883 123.343H101.112V72.167H48.8883V123.343Z\" fill=\"currentColor\"><\/path><path d=\"M101.276 71.9962H141.213V32.8642H101.276V71.9962ZM147.356 78.0182H95.1255V26.8423H147.356V78.0253V78.0182Z\" fill=\"currentColor\"><\/path><path d=\"M8.78702 32.8642H48.7172V71.9962H8.78702V32.8642ZM2.64392 78.0182H54.8674V26.8423H2.64392V78.0182Z\" fill=\"currentColor\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6bf215a elementor-widget elementor-widget-text-editor\" data-id=\"6bf215a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>Solar Reflectance Index<\/h3> <br><p>The SRI value makes it possible to classify a surface finish according to its ability to help mitigate the urban heat island effect. <strong>Dark surfaces that absorb and retain heat should be avoided, while lighter-coloured surfaces are recommended.<\/strong><\/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-fd19f27 e-con-full e-flex e-con e-child\" data-id=\"fd19f27\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7d8113d elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"7d8113d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\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=\"150\" height=\"151\" viewBox=\"0 0 150 151\" fill=\"none\"><g clip-path=\"url(#clip0_3555_7623)\"><path d=\"M45.3079 50.0263C40.2981 47.8676 34.7181 46.6131 29.1463 46.6131C23.5745 46.6131 16.6178 48.9999 16.6178 57.6591C16.6178 71.4339 51.4581 65.6258 51.4581 92.2632C51.4581 109.679 37.6833 116.286 21.6357 116.286C12.9847 116.286 9.11535 115.153 1.25448 113.215L2.73705 98.8696C8.203 101.827 14.4591 103.765 20.7234 103.765C26.9876 103.765 34.8403 100.694 34.8403 93.5258C34.8322 78.3743 0 84.6386 0 58.3433C0 40.5851 13.7748 34.0928 27.7778 34.0928C34.6123 34.0928 40.9824 35.0051 46.7905 36.9357L45.3079 50.0263Z\" fill=\"currentColor\"><\/path><path d=\"M64.5243 35.4613H81.7123C98.7944 35.4613 119.167 34.8911 119.167 56.983C119.167 66.3183 112.903 74.0651 102.778 75.4255V75.6536C107.103 75.9957 109.612 80.3212 111.201 83.8484L123.949 114.933H106.191L96.6276 90.1127C94.3548 84.1987 92.302 81.9178 85.5816 81.9178H80.4578V114.933H64.5161V35.4613H64.5243ZM80.4659 69.3893H85.7038C93.5647 69.3893 102.558 68.2489 102.558 58.3434C102.558 48.4379 93.6787 47.9898 85.7038 47.9898H80.4659V69.3893Z\" fill=\"currentColor\"><\/path><path d=\"M134.066 35.4614H150.008V114.925H134.066V35.4614Z\" fill=\"currentColor\"><\/path><\/g><defs><clipPath id=\"clip0_3555_7623\"><rect width=\"150\" height=\"150\" fill=\"white\" transform=\"translate(0 0.0927734)\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e558e6c elementor-widget elementor-widget-text-editor\" data-id=\"e558e6c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<h3>Solar Reflectance Index<\/h3> <br><p>The SRI value allows a surface finish to be classified based on its ability to help mitigate the urban heat island effect. <strong>Dark surfaces that absorb and retain heat should be avoided, while light-coloured surfaces should be used instead.<\/strong><\/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\t\t<\/div>\n\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-1736a08 e-flex e-con-boxed e-con e-child\" data-id=\"1736a08\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6028e0d elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"6028e0d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Recognitions<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-265bde3 elementor-widget elementor-widget-text-editor\" data-id=\"265bde3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>Breinco received a mention in the \u201cProduct\u201d category of the 2025 Catalonia Eco-Design Award for <strong>El Panot del Segle XXI<\/strong>\u00a0, a proposal that evolves Barcelona\u2019s urban pavement toward more environmentally friendly alternatives.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0ea4672 e-grid e-con-full e-con e-child\" data-id=\"0ea4672\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6c3487b elementor-widget elementor-widget-image\" data-id=\"6c3487b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"534\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/11\/Mecion-premi-ecodisseny-2025-breinco-r01-1024x683.jpg\" class=\"attachment-large size-large wp-image-8226\" alt=\"\" srcset=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/11\/Mecion-premi-ecodisseny-2025-breinco-r01-1024x683.jpg 1024w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/11\/Mecion-premi-ecodisseny-2025-breinco-r01-300x200.jpg 300w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/11\/Mecion-premi-ecodisseny-2025-breinco-r01-768x512.jpg 768w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/11\/Mecion-premi-ecodisseny-2025-breinco-r01-1536x1024.jpg 1536w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/11\/Mecion-premi-ecodisseny-2025-breinco-r01.jpg 1800w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e555161 elementor-widget elementor-widget-image\" data-id=\"e555161\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"533\" src=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-reconeixement-2.webp\" class=\"attachment-large size-large wp-image-8152\" alt=\"\" srcset=\"https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-reconeixement-2.webp 900w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-reconeixement-2-300x200.webp 300w, https:\/\/breinco.com\/wp-content\/uploads\/2025\/10\/panot-sXXI-reconeixement-2-768x512.webp 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-13fd8e9 e-flex e-con-boxed e-con e-child\" data-id=\"13fd8e9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2cdafeb elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"2cdafeb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Process Details<\/h2>\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f053b53 elementor-widget__width-inherit elementor-arrows-position-inside elementor-pagination-position-outside elementor-widget elementor-widget-image-carousel\" data-id=\"f053b53\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;2&quot;,&quot;navigation&quot;:&quot;both&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;pause_on_hover&quot;:&quot;yes&quot;,&quot;pause_on_interaction&quot;:&quot;yes&quot;,&quot;autoplay_speed&quot;:5000,&quot;infinite&quot;:&quot;yes&quot;,&quot;speed&quot;:500}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"Carrusel de im\u00e1genes\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper\" aria-live=\"off\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 of 3\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" 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