{"id":6647,"date":"2026-01-17T12:04:56","date_gmt":"2026-01-17T12:04:56","guid":{"rendered":"https:\/\/www.ub.edu\/serp\/web\/?page_id=6647"},"modified":"2026-02-25T12:02:55","modified_gmt":"2026-02-25T12:02:55","slug":"membres-serp-2026","status":"publish","type":"page","link":"https:\/\/www.ub.edu\/serp\/web\/membres-serp-2026\/","title":{"rendered":"Membres Serp 2026"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"6647\" class=\"elementor elementor-6647\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-71e33a2a elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"71e33a2a\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-758e1d50\" data-id=\"758e1d50\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5b113c69 elementor-widget elementor-widget-heading\" data-id=\"5b113c69\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">membres del serp<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-7a5ff1b2 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7a5ff1b2\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-inner-column elementor-element elementor-element-61e04405\" data-id=\"61e04405\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-25d7b84e elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"25d7b84e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-inner-column elementor-element elementor-element-4ecf5be8\" data-id=\"4ecf5be8\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-69ed9f29 elementor-widget elementor-widget-heading\" data-id=\"69ed9f29\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">SERP<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-inner-column elementor-element elementor-element-77e96b0c\" data-id=\"77e96b0c\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2919d7c elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"2919d7c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-40b2f367 elementor-widget elementor-widget-spacer\" data-id=\"40b2f367\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-2fa0cccd elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"2fa0cccd\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t<a class=\"eael-wrapper-link-75356159 --eael-wrapper-link-tag\" href=\"https:\/\/www.ub.edu\/serp\/web\/dr-javier-mangado-llach\"><\/a>\t\t<div data-eael-wrapper-link=\"eael-wrapper-link-75356159\" class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-75356159\" data-id=\"75356159\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-40156b44 elementor-widget elementor-widget-image\" data-id=\"40156b44\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"230\" height=\"276\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_jm.jpg\" class=\"attachment-full size-full wp-image-5150\" 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-3e73a195 elementor-widget elementor-widget-heading\" data-id=\"3e73a195\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Javier Mangado Llach<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2f1d2bcf elementor-widget elementor-widget-heading\" data-id=\"2f1d2bcf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Catedr\u00e0tic d\u2019Universitat. Director del SERP<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7adad520 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"7adad520\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:mangado@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/barcelona.academia.edu\/XavierMangado\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-4f929b75\" data-id=\"4f929b75\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-338bdac elementor-widget elementor-widget-image\" data-id=\"338bdac\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"230\" height=\"276\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_SR.jpg\" class=\"attachment-full size-full wp-image-5173\" 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-1915f73a elementor-widget elementor-widget-heading\" data-id=\"1915f73a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Santiago Riera Mora<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bf22f56 elementor-widget elementor-widget-heading\" data-id=\"bf22f56\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Catedr\u00e0tic d'Universitat<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-478bdc31 elementor-shape-rounded elementor-grid-0 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h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-56be5c07\" data-id=\"56be5c07\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-65d89e05 elementor-widget elementor-widget-image\" data-id=\"65d89e05\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_18.jpg\" class=\"attachment-full size-full wp-image-5047\" 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-63e46ee9 elementor-widget elementor-widget-heading\" data-id=\"63e46ee9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Francisco Javier L\u00f3pez Cachero<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-22efcfff elementor-widget elementor-widget-heading\" data-id=\"22efcfff\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Catedr\u00e0tic d'Universitat<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4fc576cf elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"4fc576cf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:xavierlopez@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg 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IPUAANAds+wBANB2Ug8AAD8aZA94xTx7AAC0ndQDAMCPmuwBr5hlDwCAtpN6AADoinn2AABoP6kHAICumGcPAID2k3oAAOiKWfYAAGg\/qQcAgK74X\/YAAGg\/qQcAgK6YZw8AgPaTegAA6Ip59gAAaD+pBwAAAKAMqQcAgK6YZQ8AgPaTegAA6IpF9gAAaD+pBwAAAKAMqQcAAACgDKkHAAAAoAypBwCAbphlDwCALpB6AADohkX2AADoAqkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoIyfsgcAAAAREXEcw+wJnTaOefYEgDaQegAAoB1+i1H2hE6bSj0AES5wAQAAABQi9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAVNNkDANpB6gEAACoYZA8AaAepBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAACo4JfsAQDtIPUAAAAVDLIHALSD1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAABUMMweANAOUg8AAFDBMHsAQDtIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AADQDofxr87+z2X2HzwA7kk9AABADaPsAQBtIPUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAJt6nz0AgHtSDwAAAEAZUg8AAABAGVIPAAAAQBlSDwAAAEAZUg8AAABAGVIPAACwqSZ7AAD3pB4AAGBTg+wBANyTegAAAADKkHoAAAAAypB6AACAzTTZAwD4TuoBAAA2M8ge8NUiewBAG0g9AABADbPsAQBtIPUAAACbGWYPAOA7qQcAANjMMHsAAN9JPQAAdMMoewAAdIHUAwAAbOaX7AEAfCf1AAAAmxlkDwDgO6kHAADYzCB7AADfST0AAMBmmuwBAHwn9QAAAACU8VP2AABYwvCND\/m+9dcvb\/rDn1vELPt3HaD1RtkDAHhI6gFg20ZP\/pLmmVccfnn2ZYcm\/b2H8xf\/mnnMv\/7Wp4j4noFmsUjeDP3RyK8A8BapB4B7TzPL6NGf\/\/eT1xgGPXqf4fvJodEzf+1dCJrHP3EXf5wHgl0YZA\/gWaPsAV8tsgcAtIPUA9B9Ty8vPQ0wTyPN9q48EfHSH89ZLGIe\/3wNP9PskQClzbIHALSD1AM81MTV16sp96Y\/\/LnvF1jYRLP01aWfn8kH+VecWF7z5C+ZRsSnWMTMv56AMt5nDwDgIakHeGgQo0eHsM\/f+L94\/ofVTyv+7Z+3\/Qswq59jeft60s+v\/H2KMjw1iodXHeYxF35gBY3Tca00yB4AwENSD7CZ5+PJKHsWdMQwhg\/+9TKNefwTU9kHXjTIHsCzmuwBADwk9QBAW4wi4v4s3TTm8XfMfN8LaL0mewAAP5J6AKCNRt9+ax6zr9Fnnj0K0v2SPYBnDLIHAPAjqQcA2m0YwziKiIhFTOPvmDrpQ48NsgfwjFH2gG\/m2QMA2kHqAYCuGMRRHMV5RMy\/RR+AbD9nD\/jmn+wBAO0g9QBA9wzj+OtvTeOTcz70yCh7AM9osgcA8COpBwC6bBSjOI+I2dfos8geBPROkz0AgB9JPQBQQRNNnIbkQ32Ni4st02QPAOAxqQcAKrlPPtP4FBM\/ElPQIHsAjzTZAx6YZw8AaIf\/yx4AAOzAKM7jc\/w3PsZxDLPHwBY12QN45JfsAQ\/MswcAtINTPQBQ1903u+6udf3pjA9Lm2UPeMUgewCPNNkDAHjMqR4AqK+J0\/gc\/42bOPKDMktYZA94RZvOkBDhq2gALST1AEBfDOI4Pn691DXIHgNrGmQP4AdN9oAfzLMHALSD1AMAfXMUN\/HfuI1Tr\/jQQaPsAfxglD3gB\/PsAQDtIPUAQD+N4iq+xGfBh84ZZg\/gARfqAFpI6gGAPmviKr640kWnDLMH8MAoewAAT0k9AMDdla6PcZQ9hJaYZg94VZM9gG+GrQpvs+wBAG0h9QAAd47iY\/w3bvwgTcv9nD2Ab0bZA36wyB4A0BZSDwDw3SCO43N88YIPLdZkD+Cb99kDAHiO1AMAPDb8+oLPUfYQ0iyyB7xilD2Ab0bZA34wyx4A0BZSDwDwvKP4GF\/iwvmeXpplD3hVkz2AiGjbSz0R\/8seANAWUg8A8LJhnDvfQ+sMswcQEW070wPAN1IPAPCWu\/M9pz7ITkt4IaYdfs0e8MgsewBAW0g9AMAy7t7vuXGeoic+ZQ94VZM9gIho36meRfYAgLaQegCAZQ3iOL7Ebet+wKNvRtkDiIhR6875LbIHALSF1AMArGYUt\/EljrNnsFPz7AFvaLIH0LrrWy5wAXwj9QAAqxvGTXyJi9b9t\/psyzx7wBtG2QPwWDtAe0k9AMB67r7OJfeQwcPM2dr2oXVnegAekHoAgPUNvuaeYfYQtmyaPeANTfaA3jvKHvDEInsAQHtIPQDAZu5yj29zsU\/tO1PSN79lD3hinj0AoD2kHgBgG47lnmKm2QPecJQ9oNeGLTxX9U\/2AID2kHoAgG05js\/e7mFPvNaT6Sh7wDMW2QMA2kPqAQC2Z+Cp5jI+ZQ94wyh7QK+17\/qWZ5kBHpB6AIDtus89sEuDFl4h6oumlX\/sF9kDANpD6gEAtu8u9xxnz2AD0+wBbzrKHtBbbTzT41QPwANSDwCwG8O4iVvXbDprkT3gTb9mD+it4+wBz5hnDwBoE6kHANidUdzGR9\/l6qRZ9oA3NX5lpThq5Vtc8+wBAG0i9QAAu3XkoeaOmmUPeNNR9oBeauf1rXn2AIA2kXoAgN07j8+tvPTBa+bZA97kg+v7N2xpYPsnewBAm0g9AMA+3L3c02TPYAV\/Zw94UzuvEtV2nD3gBbPsAQBtIvUAD81j4v9ZAnZmFJ9d5eqQWfaAJRxlD+id37MHvGCePQCgTaQe4KF5fIh38a84jLO47sCHdoHuOY\/PfjzviHn2gCX4Ctd+Hbc21c6yBwC0yU\/ZA4BWmn7LPE0Mo4n3MfSdE2BLhvExJnHSgY95990se8ASjmLYiSRVhTM9AJ3gVA\/wullM4iIO4+DBWZ9F9iig847iS5xmj+BNs+wBSzjKHtAjo9a+tjXPHgDQLk71AMv7ftZnGMMYxc8xjFH2KKCjBnEVv8aJH9FabdbaH+2\/+y2usyf0RlvP9ER8yh4A0C5SD7COecwfXfH6JYYd+IEAaJdRfI5LP6i3WPu\/wRXRRNOJ00fd19bPrEc41QPwiNQDbGoWs5h8\/e1RDGMY76Np7bONQLs429Nus+wBS\/k9TrIn9MJ59oBXzLIHALTLv2IUt9kjeNWhryDRSYNoYuSsD7CURZzFOHsEz\/p\/2QOWsIgDr8jt3DC+ZE94xb+yB0DPqAhtd+hUD7Abiwcv+4yiiV+iEX2AFwziJn71Ta5W6sJrPYM4kgp3zpkegA7xBS5g96ZxHSfx7us3vCYuagDPOIovHnpvoWn2gKW0OUPUMIzj7AmvmGUPAGgbqQfYp2lcx4c4iP\/Eh7j2\/5oBPxjEbVxlj+CRLjzMHL4HuXPtjmnd+FUKsEdSD5BhEZM4+3rOR\/IBvjuNzzHMHsED0+wBS2rvZ8ArGLX6TI9TPQBPSD1Armmcxbv4T5zE2CsdQEQ08bnFn3Tun3lHLt0eSYQ71O4zPd0JkgB7I\/UAbbCIcZzEf+JdXHfkhwpgdwbx0UWuFplmD1hS23NEdx21\/HrcLHsAQPtIPUCbzOIsDgQfwEWuFunKOyjHfsXsSNvD6yx7AED7SD1A+9wHH1e6oM+a+NzyswR9Mc0esDTv9ezCResTWldiJMAeST1AW83iJA7ixH9bB701iNu4yB5BzDpzzvI4BtkTyhl2IKBNswcAtI\/UA7TZIsbxLg5jkj0ESHIeH\/34nm6aPWBJA+\/1bN1VB\/71N8seANA+Ug\/QftP4EAcxzp4BpDiK29ZfIKnuU\/aApZ36tbJVow58DW+aPQCgjaQeoBvmcRIHTvdALzXxOZrsEb02zR6wAud6tmcQN9kTltCdEAmwR1IP0B3z+BCHDmpDDw3icxxnj+ixeYf+nfdYFtya806ckZpmDwBoo5+yBwCsZBrv4jTOO\/B2QHXzZx5qncX\/Vv6\/2YXRg9\/+97cf+0Yr\/\/3QLjfxS5xlj+itaYcCylUcZk8oYRSn2ROWMs0eANBGUg\/QPdcxiasOvB\/QNdOvfzqPf77+1uKH\/yZ\/usrfWSt+T54ziObb\/\/45hhHRCIedcRqDOItF9oxe+rMjP\/ZH3L0vM8ke0XnduLzVpf9kAtgrqQfoonl8cLZnLdOIuH\/ZYPb1R+Zp9qi9Wnz9\/Z388JcOv\/7Pz1\/\/lLY6jiYOxZ4Es1h06N9xr6Sejd105N8JvdQD8CypB+iq65jGTYeuFOzb3WWpT99+a5o9qNUeXy1rYhCj+Hc0zvy0ThO38WFPVwF5aNKh15KGcREX2SM67bgzJ2en2QMA2ulfMYrb7BG86tB\/iMGLBnHTmf93dJ8u\/ZCzRYNooomfo\/HaT2ssPNCe4Cg+Zk9YyYEguLYmbjsTuf+VPQB6SkVou0OneoAuW8SHuOrQCxJ00SKm35L7MJpo4r2zPskGcSv27N2kU1e4Im48zrymQdx05p\/pSfYAgLbysXWg687iJHsCvTGPSVzEYfwnDuIkrsWGNIO47dB1oiom2QNW0pXvR7XPVYeuRnupB+AFUg\/QfWOxh72bxzjO4l38Kw7j0kXbBIO4EXv27K\/sASs678jDwu1y3Kl\/XU2yBwC0lQtcQAXjiI58FpZ67q93jWIU773ns1c3cfevfvaja1e4Bi5xrWzUqf8snXuPCeAlTvUANTjZQ7bp16tdH+Lajx9742TPfk2yB6zIJa7VNB17enuSPQCgvaQeoIpxXGdPgFjEJM7iIA7izI8heyH27FPXrnB1692ZbF16jvlO9349AuyN1APU4Udr2mMe1\/Eh\/hMnMY5F9pjixJ79mXTwV\/PHjuWLLIO47VgWW3glDeBlUg9QyYkvItEqixjHSfwnPgg+OyX27M84e8DKhp16fSZP984\/TbIHALSZ1ANUsogTP1DTQpOvwWeSPaQssWdf\/swesIajuMie0Hpd\/FeQ61sAr5B6gFpmcZY9AV4w+Xqla5o9pKQu\/qjaRbNOnp08j6PsCa3WxX\/1LKRzgNdIPUA1Y\/\/vHy22iHEcxkFc+krX1nXxx9Uu6uK5noibzl1P2p9u\/itnkj0AoN2kHqAel7hou3lcxIELXVvXzR9Zu2acPWAtA88zv6Cr\/6pxfQvgVVIPUM\/CJS46YRIfnO\/ZMmc3dm\/R0dgzjFux54muhh7XtwDeIPUAFY29hkJH3J3v8X7P9nTtg9Fd9Ef2gDU1cZs9oWW6Gnpc3wJ4k9QD1HSZPQBWMI7DOOzoWYm2GYg9O9fNp5kjIhofXv9mEJ87G3q6mxsB9kbqAWqa+rGZjpnGSRz4dbsFg7hxUWfHuvuD9rHYExFdT6LzzsZGgL2ReoCqnOuhe+ZxEv+JSw+Lb6jxKsuOjTv8a1TsiWjiS4dDT5dTI8DeSD1AVXPnI+ikRVzEgdyzIRd1dq3LP2z3PfYcdz6FTrIHALSf1APU5VwPXSX3bO6o5z\/O79p19oCNdD92rO+q8xccJ75aCPA2qQeoy7keuuwu91xnz+iw4w4\/Ott+Xf3k+r1RL2PPMD7HafaIjf2ZPQCgC6QeoLIuXzGAiEWceap5Azcxyp5QWNfPTTadfph4HUfxucDv8dz1LYBlSD1AZbOYZk+ADc3jJA79Sl7TxwI\/2rZV989NNnHbmxg4iKv4WOIck\/8KB2ApUg9Qm4PeVDCNw\/jgfYo1+PD6LnX9XM\/dJ8dPs0fswajExa2I7l8cBNgbqQeorcufBIaHJvGuwI\/W++dbXLvT\/XM9EVHmtMtLBnEVtzHMnrElE\/+ZDrAcqQeobpw9ALbk7qHmafaMzjmKi+wJZdWIjzXesHn59+00e8QW1fgVB7AHUg9QnStcVDKPw\/jgv9de0XlvXmTZtxrneu6+THWRPWIHv1e38bHMeZ4In1kHWIHUA1Q3i1n2BNiqiY+wr6zWD7xtUueUxXmpsz2DuIov5RKnJ5kBlib1APU510M1iziLQ\/\/99goG8TF7QlFVzvVERDTxOS4KvNsziIv4Uura1p2p66sAy5N6gPom2QNgB6bxztmeFTRxlT2hqDrneiLuzvaMskds4C7znBcIVk\/V+pUGsGNSD1Df3BUuSro727PIntEZp3GUPaGkebEfwYdx29EvVlXOPM70AKxI6gH6YJo9AHZkGgfOrS3tppM\/wLffdbngOIovHfvVMoyrwpknwpkegBVJPUAfeK2HuhbxIc7K\/ai9G4O4yZ5Q0qLkj+HHnck9o\/gYX+K0cOZxpgdgZVIP0AczPwhT2nUcuqa4lFHBT2q3wXXRX393uafJnvGiYZzGl7jtwdXEijERYKekHqAfJtkDYKdmcVjoS0i7dN7iH9y77Cx7wM4cx+e4jePsGY8M4jg+xpe46sS5o0050wOwMqkH6IdP2QNgxxZxEifZIzrhpvRFlyzT0kF9FDfx37hqRSa8izz\/jZsenOW5VzckAuyM1AP0wzR7AOzBON65rPimJs6zJ5R0UvzX3iBO43N8jtO0czRNXMTnnkWeiIhx0euBADsl9QD9MI959gTYg1kc+LHoTacxyp5QUM3HmR9r4iq+xJe42uOvoSZO42P8Nz738vrhwpkegHVIPUBfTLMHwF4s4p1Xe97kEtcuXPfm32eHcRq38f\/iNi52lnyaOI6ruI3\/F5\/jKo56+yv2j+KnxQB25KfsAQB78nf2ANibk\/g7rrJHtNowzp0V2IGz+Jw9Ya9GMYrziJjFLP6J6YbnRwfRxCCa+CWGPTy987y5b+YBrEfqAfpimj0A9ug6FnHV23MAyziNv\/y7wtbN4rKXLyE10UR8\/T2fxSJm8b9YfLtKOX3ytx788Fu\/xCAG4s6zPDUPsCapB+iLWfYA2KtxzOJW7HnFVbzLnlDQRfza82jRRHgLaksmcizAurzVA\/THNHsA7NUsDj1H\/orG1ZCdcA6D7Vj4tQSwPqkH6I9Z9gDYs1m88+v+Fedpn82ubNaLL3Gxe5ceZAZYn9QD9IeHmemfRRyKPa+4yR5Q0oUzlGxsGtfZEwC6TOoB+mOWPQASiD2vGcVx9oSSTpzHYCMubwFsSOoB+mOWPQBSiD2v8Z2yXZj7QZ2NXHpnDGAzUg\/QJ7PsAZBC7HnZoJcfB9+9ies3rM2vHoCNST1An8yzB0ASsedlpx5n3okzv+JYi8tbAFsg9QB94mFm+kvseZnHmXfjgxd7WINfNwBbIPUAfTLLHgCJxJ6XjGKUPaGkeXzInkDnXPp+G8A2SD1AnyyyB0AqseclzvXsxjTOsifQKdO4yJ4AUIPUA\/TJNHsAJFvEoTernjH00fUduY5x9gQ6Y+EcGMC2SD1AvyyyB0CyhZcwnuWj67vieWaWdejfmwC2ReoB+mWWPQDSzfxA9YxBnGZPKGrh1xtLOfGf0ADbI\/UA\/TLPHgAtMPOCyjN+d65nR8Qe3uaqH8BWST1Av\/yTPQBaYSz2PDGI8+wJZc28wcKr\/DsSwJZJPUC\/zLMHQEv479CfOo1h9oSypnGSPYHWcs4QYOukHqBf5tkDoDW8jPGUcz27MxZ7eJbXwwB2QOoB+mWRPQBaxA9Yjx0717ND47jMnkDrLOLEvw8BbJ\/UA\/TLLHsAtMgiDrMntI5zPbt04dogP1jEof9cBtgFqQcA+ssbGY8517NbJ2IP3wg9ADsj9QB9M8seAK3ieebHnOvZLbGHO0IPwA5JPUDfLLIHQMucea78B8717JrYg9ADsGNSD9A3i+wB0DKL+JA9oWWOsweUJ\/b0ndADsGNSD9A3f2cPgNbxYs+Pfo9B9oTyTnyNq8eEHoCdk3oAgOuYZk9okUGcZk\/ogYs4yZ5ACqEHYA+kHqBvFtkDoJU++NfGA79lD+iFsdjTQ7M4EHoAdk\/qAfpmlj0AWmnhx+4Hht7r2YtxvJMYe2UWh\/4ZB9gHqQcAiIiYxCR7Qov8nj2gJ2Zx6AtwvSHtAeyN1AMA3DnxY9g3TYyyJ\/TELN45bdkLl04OAuyP1AP0zSx7ALSWS1wPea9nXxbxzsfXi1vEh7jIHgHQJ1IP0DeL7AHQYi5xfXccw+wJPXISZ9kT2JlZHPp3FoD9knoAgO\/O5NBvjrMH9Mq1B3uLmvi4OsD+ST0AwHfzuMye0BqucO3XNA5imj2CLTuLDxIewP5JPUD\/zLIHQKtd+9fIV8M4yp7QM4s4lBoLmcW7uM4eAdBPUg\/QP4vsAdByXk2551zP\/l24yFXEtYtbAHmkHgDgR1PfQ\/rqyNPMCaZx4BHfjlvEB+9+AWSSegCAxy79kPbVcfaAXhIKum0i1gFkk3oAgMfm8Uf2hJZwhSvLdbzzSHMHzeODh5gB8kk9QP\/MswdAB1z7YS0iIoYxyp7QW\/M4dLanY67jnfM8AG0g9QD980\/2AOiAhceZv3KuJ5N00B3TeCfNAbSF1AMAPGfsBFxEhA+uJ7u7EDTPnsGrFnHie1sAbSL1AADPu8we0AoDTzOnm8Q7vxpbaxGXceCrfQDtIvUAAM8bexY3IiJ+zR5ALOLCV51aaRzv4sK1LYC2kXoAgJc4SRERcRSD7AnE3VUul4TaZBIHceJyHUAbST0AwEumzvVEhPd62mMa78SFVpjGoTeUANpL6gEAXuZcT4QrXO0yjoM4cWUo0TgO41AGBmgzqQfon2n2AOiQqf\/ePlzhap9xHMSl3JPgLrRNs2cA8DqpBwB4jXM9Ea5wtc\/dQ80uc+3P3Ze2\/BEH6ASpBwB4zdiPduEKVzstvp4xmWcPKW8eJ3EQF\/5IA3SF1AMAvM65Hle42mwcB\/HBlaKdGcdhHMTYdTmALpF6AIDXTfyQFxGj7AG8YiJH7MA8zuI\/XuYB6CKpBwB43SL+yJ7QAq5wtd3dJaMzl4y2YBHjeBcHcS2eAXST1AMAvGWcPaAFjrIHsIRFXMdBHDrfs7ZFjOND\/CdOYpY9BYD1ST0AwFvmYk8MosmewJKmcRIHcRKT7CGd8j3yTLKnALApqQcAeNuf2QNa4LfsAazgLlwcxJnTKW+aizwA1fyUPQAA6IBpzGOYPSLZKHsAK5vHdVzHMI7iN6eynjGLv2IihgHU41QPALAMn1xvfHC9o+ZxHe+cWnng\/hzPu7gQegAqcqoHAFjGJG6yJ6Q78mZRhy1iHOOIOIr3MerpGZ95TONTTH2lDKA6qQcAWMYixnGcPSLZe6mngElMImIYo3gfo55cS5zGLD7FTOIB6AupBwBYzp+9Tz2j7AFszfzrGZ9hjOKXoqd8ZjGLv2PqihZA\/0g9AMByPM08jMaPzcXMv53UGsUofomm47\/GFzGLTzGPmV+pAH0m9QAAy\/ozzrMnJBv5AbqsaUwjImIQTTTxSww7c4prFov4FPOYxywW2WMAaAOpBwBY1rj3qed9XGdPYMcW36JPxDCG0cQg3segRVe85jGPefzz9U\/n2XMAaB+pBwBY1jxmLfqBN8MoewB7NY\/5t+xzF37uks\/7r39u9+7+0T\/F3dWseLAGAF4k9QAAy\/uz56ln4LWeHrs7QTP54S+7Cz7fz\/z8EoNn\/vqHps\/8PX\/69lv3V7Cc1gFgA1IPALC8SVxlT0gm9fDQfZKZZA8BgO\/+L3sAANAh896HjvfZAwAAXif1AACr+DN7QLJR9gAAgNdJPQDAKibZA5INH73FAgDQMlIPALAKV7hG2QMAAF4j9QAAq\/kre0CyJnsAAMBrpB4AYDWT7AHJPMwMALSa1AMArGb29fPSfdVkDwAAeI3UAwCsapo9INUghtkTAABeJvUAAKvyWg8AQGtJPQDAqqbZA5I12QMAAF4m9QAAq1r0\/IPrHmYGAFpM6gEAVtfvK1xN9gAAgJdJPQDA6qbZA1INYpA9AQDgJVIPALC6afaAZE32AACAl0g9AMA6ptkDUjXZAwAAXiL1AADr+JQ9INXP2QMAAF4i9QAA65hmD0jVZA8AAHiJ1AMArGOaPSBVkz0AAOAlUg8AsJ5Z9oBEvsEFALSW1AMArGeaPSBVkz0AAOB5Ug8AsJ6\/swekGmYPAAB4ntQDAKxnlj0g1TB7AADA86QeAGA9s+wBqX7JHgAA8DypBwBY1zR7QKJB9gAAgOdJPQDAumbZAxKNsgcAADxP6gEA1tXvh5kBAFpJ6gEA1jXLHpBqlD0AAOA5Ug8AsK5Z9gAAAB6TegCA9c2yByQaZQ8AAHiO1AMArG+ePQAAgB9JPQDA+vr8MPMv2QMAAJ4j9QAA65tlD0g0yB4AAPAcqQcAWN88e0CiYfYAAIDnSD0AwPpm2QMSDbMHAAA8R+oBADYxzx4AAMBDUg8AsIl59oBETfYAAICnpB4AYBOz7AGJBtkDAACeknoAgE38L3sAAAAPST0AwCZm2QMSjbIHAAA8JfUAAJtYZA8AAOAhqQcA2MQsewAAAA9JPQDAJhbZAxL9nD0AAOApqQcA2Mw8e0CaYfYAAICnpB4AYDPz7AEAAHwn9QAAAACUIfUAAJv5lD0gzTB7AADAU1IPAMB6htkDAACeknoAgM0ssgcAAPCd1AMAbGaWPQAAgO+kHgAAAIAypB4AYDOL7AEAAHwn9QAAm5llD0g0yh4AAPCY1AMAAABQhtQDAAAAUIbUAwBsap49AACAe1IPALCpefYAAADuST0AAAAAZUg9AAAAAGVIPQAAAABlSD0AwKYW2QMAALgn9QAAm\/o7ewAAAPekHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AgHUtsgcAADwm9QAArGuWPQAA4DGpBwAAAKAMqQcAAACgDKkHAAAAoAypBwBgPbPsAQAAT0k9AADrWWQPAAB4SuoBAAAAKEPqAQBYzyJ7AADAU1IPALCp99kDkvydPQAA4CmpBwAAAKAMqQcAYD3z7AEAAE9JPQAA65lnDwAAeErqAQA2NcgeAADAPakHANhUkz0gyTR7AADAU1IPAAAAQBlSDwDAOmbZAwAAniP1AACbGWYPSLLIHgAA8BypBwDYzDB7QJJZ9gAAgOdIPQAA6\/hf9gAAgOdIPQDAZobZA5LMsgcAADxH6gEANjPMHpBkkT0AAOA5Ug8AwDqm2QMAAJ4j9QAAm3mfPSDFInsAAMDzpB4AgNXNsgcAADxP6gEANjPMHpBilj0AAOB5Ug8AsJlh9oAUPrUOALSU1AMAbGKYPSDJNHsAAMDzpB4AYBPD7AFJZtkDAACeJ\/UAAJsYZg9IsfAFLgCgraQeAGATw+wBKWbZAwAAXiL1AACb+Dl7QIpZ9gAAgJdIPQDAJobZA1L8nT0AAOAlUg8AsIkme0CKWfYAAICXSD0AwPoGMciekGKWPQAA4CVSDwCwviZ7QIpp9gAAgJdJPQDA+prsASlm2QMAAF4m9QAA6+vn97c8ygwAtJjUAwCsr8kekGKaPQAA4GVSDwCwviZ7QIJFzLMnAAC8TOoBANbVz+9vTbMHAAC8RuoBANbVZA9I4aUeAKDVpB4AYF2j7AEpptkDAABeI\/UAAOv6JXtAimn2AACA10g9AMC6muwBCabZAwAAXif1AADrGcQwe0KCT9kDAABeJ\/UAAOtpsgekmGYPAAB4ndQDAKxnlD0gxTR7AADA66QeAGA977MHJJhkDwAAeIvUAwCsp8kekMBLPQBA60k9AMA6mhhkT0gwzR4AAPAWqQcAWMcoe0CCecyyJwAAvEXqAQDW0ceXeqbZAwAA3ib1AADrGGUPSPBX9gAAgLdJPQDA6rzUAwDQUlIPALC6UfaABNNYZE8AAHib1AMArK6PL\/W4vgUAdILUAwCsbpQ9IMEkewAAwDKkHgBgVaMevtQzi3n2BACAZUg9AMCqfs0ekGCaPQAAYDlSDwCwqlH2gAR\/Zg8AAFiO1AMArGYYTfaEvZvHLHsCAMBypB4AYDWj7AEJJtkDAACWJfUAAKvp40s9rm8BAJ0h9QAAqxjEUfaEvXN9CwDoEKkHAFjFUfaABJPsAQAAy5N6AIBVuL4FANBqUg8AsLw+Xt+aub4FAHSJ1AMALO8oe0ACZ3oAgE6RegCA5fXx+tYkewAAwCqkHgBgWX28vjWJefYEAIBVSD0AwLKOsgck+Ct7AADAaqQeAGBZv2UP2LuF61sAQNdIPQDAcoYxyp6wd5NYZE8AAFiN1AMALOc4e0CCP7IHAACsSuoBAJbTv+tb85hlTwAAWJXUAwAsYxTD7Al750wPANBBUg8AsIz+nemJGGcPAABYndQDALxt0MOXesaeZAYAukjqAQDedpo9IIHrWwBAJ0k9AMDb+nd9a+ZJZgCgm6QeAOAtx55kBgDoCqkHAHhL\/870LDzJDAB0ldQDALyuiVH2hL1zpgcA6CypBwB43e\/ZAxKMswcAAKxL6gEAXjPs5WfW59kTAADWJfUAAK\/p45ke17cAgA6TegCAlw16eKZn6jPrAECXST0AwMtOY5A9Ye8uswcAAGxC6gEAXjLo4fWteUyzJwAAbELqAQBe4kwPAEDnSD0AwPP6eaZnnD0BAGAzUg8A8DxnegAAOkjqAQCe40wPAEAnST0AwHP6eKbnz+wBAACbk3oAgKf6eKZnEdfZEwAANif1AABPXfXwTM8fscieAACwOakHAHhsGMfZE\/bOmR4AoAipBwB47CZ7QAJnegCAIqQeAOBHoxhlT9i7uTM9AEAVUg8A8KM+num5dKYHAKhC6gEAHjqNYfaEvZvHOHsCAMC2SD0AwHeDOM+ekOAyewAAwPZIPQDAd338yLozPQBAKVIPAHBv1MOPrEecZA8AANgmqQcAuNfHB5mnMc2eAACwTVIPAHDnoocPMkecZQ8AANguqQcAiIhoevkg8zhm2RMAALZL6gEAIvp5eWvh21sAQD1SDwAQcRFN9oQEf8Q8ewIAwLZJPQBAPy9vzeM6ewIAwPZJPQBAHy9vRVzGInsCAMD2ST0A0Hf9vLw1jXH2BACAXZB6AKDfRr28vOUj6wBAWVIPAPTZoKeXt659ZB0AqErqAYA+u4lh9oQEPrIOABQm9QBAfx3HUfaEFGceZAYA6pJ6AKCvmrjKnpDCg8wAQGlSDwD00yA+xiB7RIqT7AEAALsk9QBAP\/XzlZ6Iy5hnTwAA2CWpBwD66KKnr\/TM4yJ7AgDAbkk9ANA\/R3GePSGJy1sAQHlSDwD0TRM32ROSXMc0ewIAwK5JPQDQL4O46elzzIu4zJ4AALB7Ug8A9MvHaLInJDmJRfYEAIDdk3oAoE9uYpQ9IckkJtkTAAD2QeoBgP44jePsCUkWHmQGAPpC6gGAvjiOq+wJaVzeAgB6Q+oBgH4Y9fa7WxHXLm8BAP0h9QBAHzTxMXtCmrkvbwEAfSL1AEB9Tdz29APrES5vAQA9I\/UAQHX9Dj3XMc2eAACwT1IPANQ2iJseh55ZnGVPAADYL6kHACobxG002SPS+MQ6ANBDUg8A1NXv0BNxGbPsCQAA+yb1AEBVfQ89k7jOngAAsH9SDwDU1PfQM3d5CwDoJ6kHACpq4nOvQ0\/EB59YBwD66afsAQDA1vX78+oREWde6QEA+sqpHgCoRujxSg8A0GNSDwDUctT70OOVHgCg16QeAKjkOD72PPR4pQcA6DmpBwDquIib7AnpTrzSAwD0m2eZAaCKmzjOnpBuHOPsCQAAuaQeAKhgELc9\/7h6RMQszrInAABkc4ELALqvic9CTyy80gMAIPUAQPcdxW0Ms0e0wIeYZ08AAMgn9QBAt1345lZERJzENHsCAEAbeKsHALprEDdxlD2iFTzHDADwldQDAF3VxEcXtyIiYhYn2RMAANrCBS4A6KbT+Cz0RETEPA6zJwAAtIdTPQDQPS5ufee7WwAAP3CqBwC6ZhSfhZ5vPsQsewIAQJtIPQDQLRc+rf6A724BADziAhcAdEcTN9Fkj2iRa9\/dAgB4zKkeAOiK07gVeh4Yx1n2BACA9nGqBwC6YBg3Mcoe0So+sA4A8CynegCg\/S7is9Dzg5kPrAMAPM+pHgBoN+\/zPLWIQx9YBwB4nlM9ANBeg7iKz0LPI0IPAMArnOoBgLY6ipsYZI9onUUcxix7BABAeznVAwBt1MRtfBR6nvFB6AEAeI3UAwBtc3dta5Q9o5VOYpo9AQCg3VzgAoB2uYjfneZ5wUmMsycAALSd1AMA7XEc5zHMHtFaQg8AwBKkHgBoh1Fc+dbWK4QeAICleKsHAPKN4jZuhZ5XnAk9AADLcaoHAHKN4twTzG8Yx3X2BACArpB6ACCPzLOMcZxkTwAA6A6pBwByyDzLEXoAAFYi9QDA\/vnS1rKEHgCAFUk9ALBPgziN32SeJV3GRfYEAICukXoAYF+GcR5HMcie0Rk+rw4AsAapBwD24Th+8zLPSoQeAIC1SD0AsFvDOHZla2VCDwDAmqQeANgdZ3nWI\/QAAKxN6gGAXWjid+\/yrGURJzHJHgEA0F1SDwBs1zB+jyMXtta0iMOYZY8AAOgyqQcAtmUYR\/FbNNkzOkzoAQDYmNQDAJtrYiTybGwWH2KePQIAoOukHgDYxCh+dV1rK2ZxGIvsEQAA3Sf1AMA6hjGK9x5e3ppxnAk9AADbIPUAwGpG8WuMXNbaqnGcZE8AAKhC6gGA5YxiFO9jlD2joJMYZ08AAKhD6gGA1wxiFI3EszOLOIlJ9ggAgEqkHgB4ziia+CUaF7V2ysfVAQC2TuoBgO9G0cTP0TjDsxe+uQUAsANSD0A9P8coIhZOSyypiWE08UsMneDZK9\/cAgDYCakHoJ7jOH7w56YRETGL\/z34c\/OYZ49MNYxhNDGI9zGQd5KcxXX2BACAmqQegOpGD\/53xPkPf93s66mKT1\/\/\/PTrn1ZLQaO4yzs\/xzCGMcye03ueYgYA2CGpB6DPmq9\/Ovr6p+dP\/hazb1ds5vHPt7\/0xxTUnqtiTQwivp7U+Xc0EcJOC83ipDW\/YgAACpJ6AHhNs+b\/3fTVv\/b+Otn6fonBt992CatLJnHihR4AgF2SegDYhdEGfy11eaEHAGDnpB4AYB8W8eGN014AAGzB\/2UPAAB6YBoHQg8AwD5IPQDArl3GoRd6AAD2wwUuAGCXXNwCANgrp3oAgN1xcQsAYM+kHgBgV1zcAgDYOxe4AIBdmMeHmGWPAADoH6d6AIDtu453Qg8AQAanegCA7VrESUyyRwAA9JVTPQDANk3iQOgBAMjjVA8AsC3O8wAApHOqBwDYjmm8E3oAALJJPQDA5hZxFocxz54BAIALXADApiZxEovsEQAAREg9AMBmvM8DANAqLnABAOu79r0tAIB2caoHAFjPLM5imj0CAIAfST0AwOoW8UdcZI8AAOApqQcAWNUkznxtCwCgnaQeAGAV8zhxbQsAoL08ywwALGsRZ3Eg9AAAtJlTPQDAcsZxFovsEQAAvE7qAQDeNo2zmGWPAADgbVIPAPA6r\/MAAHSIt3oAgJfN48TrPAAAXeJUDwDwvEX8Edde5wEA6BapBwB4SuYBAOgoqQcA+JHMAwDQYVIPAPDQdVzKPAAA3SX1AAB3nOYBAChA6gEAZB4AgDKkHgDoO5kHAKAQqQcA+mwelzHOHgEAwPZIPQDQV9P4U+YBAKhG6gGAPhrHHzHLHgEAwPZJPQDQL4v4I8Yxz54BAMBuSD0A0B+ubAEAlCf1AEAfLGISl87yAADUJ\/UAQHXT+DMmPqYOANAPUg8A1DWPSfzhLA8AQJ9IPQBQ0SIm8VdMsmcAALBvUg8AVHMXeRbZMwAAyCD1AEAdIg8AQO9JPQBQgcgDAEBESD0A0HUiDwAAD0g9ANBN85h6eBkAgMekHgDommn8FdOYZc8AAKCNpB4A6IpZTOOTczwAALxG6gGAtlvEOD7F1Hs8AAC8TeoBgLYbxJ+uawEAsJz\/yx4AALzpKnsAAABdIfUAQPuN4ih7AgAA3SD1AEAXONcDAMBSpB4A6IJhnGZPAACgC6QeAOiG8xhkTwAAoP2kHgDohkGcZ08AAKD9pB4A6IrTGGZPAACg7aQeAOgOjzMDAPAGqQcAuuMoRtkTAABoN6kHALrEuR4AAF4l9QBAlzRxnD0BAIA2k3oA6plnD2Cnrnx0HQCAl\/2UPQCArfszLiIiYhBNREQMv3636edv329qxIIOG8Tp13+GAQDgCakHoK5FTN\/82zyMPj8GoF+e5KD7dES28xg7uwUAwPOkHoB+mz347emGf1\/7S0E3384n9dVVfMieAABAO0k9AGzLMqeItuMsPmb\/ziY7itHe\/mgDANApnmUGoHsmMoePrgMA8DypB4AuuswekM5H1wEAeJbUA0AXTWOcPSGdj64DAPAMqQeAbnKuZxCn2RMAAGgfqQeAbpqLPXHe+y+RAQDwhNQDQFddxyJ7Qrqb7AEAALSN1ANAVy3iLHtCulGMsicAANAuUg8A3TWOefaEdM71AADwA6kHgC47yR6QbuhxZgAAHpJ6AOiyaUyzJ6Q799F1AAC+k3oA6DbnegZxlT0BAID2kHoA6LZ5jLMnpDuOJnsCAABtIfUA0HVnPrruXA8AAPekHgC6bhF\/ZE9IN4rj7AkAALSD1ANA91346HpceZwZAIAIqQeAGi6zB6Qb+Og6AAARUg8ANYx9dD3OY5g9AQCAfFIPADU41xNxkz0AAIB8Ug8ANUx9dD1GcZQ9AQCAbFIPAFVc+ui6x5kBAJB6AKhi7qPrMfQ4MwBA30k9ANRx7aPr8bvHmQEA+k3qAaCOhceZYxBX2RMAAMgk9QBQiY+uRxzFKHsCAAB5pB4AanGux0fXAQB6TeoBoBYfXY8YxkX2BAAAskg9AFTjo+seZwYA6DGpB4BqfHTd48wAAD0m9QBQj4+ue5wZAKC3pB4A6vHR9QiPMwMA9JTUA0BFPrrucWYAgJ6SegCoybkejzMDAPSS1ANATT667nFmAIBeknoAqMpH1yOO4ih7AgAA+yX1AFCVj65HRFzFIHsCAAD7JPUAUJePrkcM4zR7AgAA+yT1AFCXj65HRJx7nBkAoE+kHgAq89H1iIib7AEAAOyP1ANAbWfZA1pg5HFmAID+kHoAqG3mo+sRceNxZgCAvpB6AKjuzEfXYxDn2RMAANgPqQeA6hY+uh4Rp9FkTwAAYB+kHgDqu\/DR9Yi4yh4AAMA+SD0A9MFJ9oAWGMVp9gQAAHZP6gGgD6Y+uh4R5x5nBgCoT+oBoB+c64kYxE32BAAAdk3qAaAf5nGdPaEFjmKUPQEAgN2SegDoi0sfXY9wrgcAoDqpB4C+WMRZ9oQWGMZF9gQAAHZJ6gGgP8Yxy57QAucxzJ4AAMDuSD0A9IlzPREucQEAlCb1ANAn0xhnT2iBURxnTwAAYFekHgD6xePMERFXMcieAADAbkg9APTLPP7IntACg7jKngAAwG5IPQD0zUXMsye0wHGMsicAALALUg8A\/eNx5giPMwMAFCX1ANA\/k5hmT2iBYVxkTwAAYPukHgD66CR7QCucxzB7AgAA2yb1ANBH87jMntAKLnEBAJQj9QDQT9c+uh4RozjNngAAwHZJPQD008LjzBERcR6D7AkAAGyT1ANAX409zhwRA5e4AABqkXoA6C\/neiIijmKUPQEAgO2RegDor1mMsye0wo1LXAAAdUg9APTZmceZI2IY59kTAADYFqkHgD5b+Oh6REScRpM9AQCA7ZB6AOi365hlT2gFjzMDABQh9QDQdx5njoho4iJ7AgAA2yD1ANB3U48zR0TE7zHMngAAwOakHgC49DhzRAxc4gIAqEDqAYB5\/JE9oRVGcZo9AQCATUk9ABBxEfPsCa1wHoPsCQAAbEbqAYCIiJPsAa3gEhcAQOdJPQAQETGNSfaEVjiKo+wJAABsQuoBgDtnHmeOiIgbl7gAALpM6gGAOx5nvjOI8+wJAACsT+oBgHseZ75zGqPsCQAArEvqAYDvPM58xyUuAIDOknoA4DuPM98ZusQFANBVUg8APORx5jsucQEAdJTUAwAPeZz53lX2AAAA1iH1AMCPPM58p4mL7AkAAKxO6gGAxzzOfOc8muwJAACsSuoBgMc8znzvJnsAAACrknoA4CmPM99xiQsAoHOkHgB4yuPM985jmD0BAIBVSD0A8ByPM99ziQsAoFOkHgB4nseZ74ziNHsCAADLk3oA4HkeZ77nEhcAQIdIPQDwEo8z3xm4xAUA0B1SDwC8xOPM91ziAgDoDKkHAF7mceZ7LnEBAHSE1AMAr\/E48x2XuAAAOkLqAYDXeJz5nktcAACdIPUAwOs8znzPJS4AgA6QegDgdfO4zJ7QEi5xwf9v7w6P4rqyvQ+ve2u+T78RuB2BjyNwE8GgCAYiuBABEAE4gsYR0BMBrQjUjkA9EdyeCO77AUlGEqBu6D5rn3Wep8plSbbLf+SCKn4+ex8AGACpBwB+5CZW2RMa4RAXAEDzpB4A+LHz7AHNcIgLAKBxUg8A\/NgybrMnNMIhLgCAxkk9ALANlzN\/5hAXAEDTpB4A2MbG5cxfOMQFANAwqQcAtnMTy+wJjXCICwCgYVIPAGzL5cyfOcQFANAsqQcAtrWKm+wJzXCICwCgUVIPAGzvyuXMnzjEBQDQKKkHALa3idPsCc1wiAsAoElSDwDsYuFy5i8uosueAADAt6QeANiN53o+c4gLAKBBUg8A7GYdV9kTmtHFZfYEAAC+JvUAwK4uY509oRkOcQEANEbqAYDdOcT1F4e4AACaIvUAwO6Wscie0AyHuAAAmiL1AMBrnMYme0IzHOICAGiI1AMAr7FxOfMjdzHJngAAwAOpBwBe5yZW2ROaMY2L7AkAADyQegDgtVzO\/JezmGVPAAAgQuoBgNdbxU32hIbMHeICAGiB1AMAr3cV6+wJzZjGdfYEAACkHgB4i02cZ09oyEkcZ08AAEDqAYC3WMQye0JDHOICAEgn9QDA25zGJntCMyYxz54AADB2Ug8AvM06fs+e0JDjOMueAAAwblIPALzVZayyJzTkIqbZEwAAxkzqAYC3cznzXxziAgBIJfUAwNst4yZ7QkNmcZk9AQBgvKQeANiHK5czP3IRXfYEAICxknoAYB82cZo9oSkOcQEAJJF6AGA\/FrHMntCQLq6zJwAAjJPUAwD7cuoQ1yNnMcueAAAwRlIPAOzLOn7PntCUeUyyJwAAjI\/UAwD7cxmr7AkNmbqxBwCgf1IPAOzTefaAphzHcfYEAICxkXoAYJ+WcZM9oSnzmGZPAAAYF6kHAPbryuXMj0wc4gIA6JfUAwD7tYnT7AlNmcVl9gQAgDGRegBg3xaxzJ7QlIvosicAAIyH1AMA+3fqENdXvHYdAKA3Ug8A7N86rrInNKWLi+wJAABjIfUAwCHcxCp7QlPOvHYdAKAfUg8AHIbLmb\/mEBcAQC+kHgA4jFXcZE9oiteuAwD0QuoBgEO5inX2hKYcx1n2BACA+qQeADiUjUNc3\/DadQCAg5N6AOBwlrHIntAUh7gAAA5O6gGAQzqNTfaEpnRxnT0BAKA2qQcADmkT59kTGnMWs+wJAACVST0AcFi3scye0Jg7r10HADgcqQcADs0hrq+5sQcA4ICkHgA4tHX8nj2hMV67DgBwMFIPABzeZayyJzTm2mvXAQAOQ+oBgD6cZg9oztyNPQAAhyD1AEAfVnGVPaExXVxkTwAAqEjqAYB+3MQ6e0JjzuI4ewIAQD1SDwD0Y+MQ13fmMc2eAABQjdQDAH1Zxm32hMZ47ToAwN5JPQDQn\/PYZE9ozCwusycAANQi9QBAfxzi+t5FzLInAABUIvUAQJ8Wscie0ByvXQcA2COpBwD65RDXt6Zu7AEA2B+pBwD6tY6r7AnNOY6z7AkAAFVIPQDQt5tYZk9ozkV02RMAAGqQegCgf6cOcX1j4sYeAID9kHoAoH\/r+D17QnO6uM6eAABQgdQDABkuY5U9oTkncZw9AQBg+KQeAMhxmj2gQfOYZk8AABg6qQcAcqy8ies7k7jLngAAMHRSDwBkuYx19oTmuLEHAOCNpB4AyOMQ1\/fO3NgDAPAWUg8A5FnGTfaEBnntOgDAG0g9AJDpyiGu77ixBwDgDaQeAMi0cYjrCbO4zJ4AADBUUg8A5HKI6ykXMcueAAAwTFIPAGS7ik32hAbdubEHAOA1pB4AyOYQ11Pc2AMA8CpSDwDkW8Qie0KD3NgDAPAKUg8AtODUIa4nuLEHAGBnUg8AtMAhrqe5sQcAYEdSDwC0wSGup7ixBwBgR1IPALTCIa6nuLEHAGAnUg8AtGIT59kTmuTGHgCAHUg9ANCO21hmT2iSG3sAALYm9QBASxzieoobewAAtib1AEBL1nGVPaFJbuwBANiS1AMAbblxiOtJbuwBANiK1AMArXGI62lu7AEA2ILUAwCtcYjraW7sAQDYgtQDAO1xiOtps7jOngAA0DqpBwBa5BDX087iOHsCAEDbpB4AaJFDXM+ZxzR7AgBAy6QeAGiTQ1xPc2MPAMCLpB4AaJVDXE\/r3NgDAPA8qQcAWuUQ13PO4iR7AgBAq6QeAGiXQ1zPuY4uewIAQJukHgBomUNcT5vEPCbZIwAAWiT1AEDLHOJ6jht7AACeJPUAQNsc4nrOSZxlTwAAaI\/UAwCtc4jrOW7sAQD4jtQDAK1ziOt5d27sAQD4mtQDAO1ziOs507jLngAA0BapBwCGwCGu58ziMnsCAEBLpB4AGAKHuJ53EcfZEwAA2iH1AMAwOMT1vHlMsycAALRC6gGAoXCI6zkT1zMDAHwm9QDAUKzjNHtCs7q4zp4AANAGqQcAhmMRi+wJzTqJk+wJAAAtkHoAYEgc4nrePLrsCQAA+aQeABiSjUNcL7h3Yw8AgNQDAMPiENfzJnGXPQEAIJvUAwBD4xDX82auZwYAxk7qAYChcYjrJWeuZwYAxk3qAYDhWcRt9oSGXbueGQAYM6kHAIboPNbZE5o1ibnrmQGA8ZJ6AGCIHOJ6SRfz7AkAAFmkHgAYpmXcZE9o2HFcZk8AAMgh9QDAUF05xPWCizjOngAAkEHqAYChcojrZXPXMwMAYyT1AMBwLeMqe0LDXM8MAIyS1AMAQ3YZq+wJDXM9MwAwQlIPAAybQ1wvcT0zADA6Ug8ADNvKIa4XuZ4ZABgZqQcAhu4yltkTmuZ6ZgBgVKQeABi+09hkT2iY65kBgFGRegBg+NYOcb3I9cwAwIhIPQBQwU0ssic0zfXMAMBoSD0AUINDXC9zPTMAMBJSDwDUsPHa9R9wPTMAMApSDwBUsYjb7AlNcz0zADAKUg8A1HEe6+wJTeviLnsCAMChST0AUIdDXD8yi+vsCQAAhyX1AEAly7jJntC4szjJngAAcEhSDwDUch6r7AmNu3Y9MwBQmdQDANU4xPWySdy7nhkAqEvqAYBqVnGePaFxk7jPngAAcChSDwDUcxPL7AmN62KePQEA4DCkHgCo6DQ22RMadxJn2RMAAA5B6gGAitZu7Pmh65hlTwAA2D+pBwBqWsQie0Lz7ryLCwCoR+oBgKpOY509oXGTmHsXFwBQjdQDAFVtHOL6oS7usicAAOyX1AMAdS3jJntC82bexQUA1CL1AEBl57HKntC8kzjJngAAsD9SDwDU5rXrPzb3Li4AoA6pBwBqW8VV9oQBuItp9gQAgP2QegCguhuvXf+hSdx5FxcAUIPUAwD1OcT1Y97FBQAUIfUAQH1eu74N7+ICAEqQegBgDBZeu74F7+ICAAqQegBgHK68dn0L3sUFAAye1AMA4+AQ13buosueAADwFlIPAIzFKs6zJwzAJObexQUADJnUA1DP37MH0KybWGZPGIAu7rMnAAC8ntQDUE+XPYCGvfPa9S103sUFAAyX1AOMzzR7ACRyY892TuIsewIAwOtIPcD4TLMHQCqvXd\/OtRevAwDDJPUAwNice+36Vq4dhgQAhkjqAYDxOXVjzxYmce8pQABgeKQeABifVVxlTxiESdx58ToAMDRSDwCM0U0ssicMgndxAQCDI\/UAwDg5xLWdY7EHABgWqQegnkn2AAZhE++yJwzEiXdxAQBDIvUA4\/Nb9oCD67IHMBBLN\/ZsaS72AADDIfUAwHhdeu36lrx4HQAYDKkHAMbsnRt7tuLF6wDAYEg9ADBm6zjNnjAQXrwOAAyE1AMA47aI2+wJA9HFffYEAIAfk3qA8emyB\/Rgmj2AQTl3Y8+WOi9eBwDaJ\/UA4zPJHtCDafYABmUTp27s2dJJXGZPAAB4mdQDAKy8dn1rF168DgC0TeoBACJuYpE9YTDmMcueAADwPKkHGJsuewA06jTW2RMG485XEgCgXVIPMDaT7AG9mGUPYIA28S57wmBM4n4kX0sAgAGSegCAB6s4z54wGGIPANAsqQcYm0n2AGjYTSyzJwxGF\/fZEwAAniL1AGPTZQ\/oxd+zBzBY77x2fWtdzLMnAAB8T+oBqKjLHsBgubFnFydiDwDQHqkHGBvPu8DLlnGVPWFATuIkewIAwNekHmBsuuwBvZhkD2DQLt3Ys4O52AMAtEXqAaioyx7AwLmxZxdzn3EAQEukHmBsptkDYADc2LObe7EHAGiH1AOMzTR7QE8m2QMYODf27GIS9z7nAIBWSD3AuEyyB\/Smyx7A4LmxZxdiDwDQDKkHGJcuewAMiBt7dtGJPQBAG6QegJq67AEU4Mae3XRxnT0BAEDqAcZmlj2gN5PsAZTgxp7dnMQ8ewIAgNQDUNNP2QMowo09uznxZA8AkE3qAcblt+wBvZlmD6AMN\/bs5ixOsicAAOMm9QDUNM0eQBlu7NnVXOwBADJJPcC4zLIH9GaaPYBC3Nizq\/mIvtYAAM2ReoAxmWQP6NU0ewCFuLFnV3feggcAZJF6gDHpsgf0apo9gFLc2LObSdyP7CsOANAMqQcYk2n2gF512QMoZRNH2RMGZhL3I\/uaAwA0QuoBxmSaPaBXk+wBFLOK8+wJAzOJO5+HAED\/pB5gTMbzqvXxfbT04SYW2RMGpot7sQcA6JvUA4zJNHtArybZAyjoNNbZEwami\/vsCQDA2Eg9wJhMswf0qsseQEEb1zPvrIt59gQAYFykHmA8ZtkDetdlD6AgN\/bs7kTsAQD6JPUA49FlD\/ARU8Jt3GZPGByxBwDokdQDjMcv2QN6N80eQFGnscqeMDgncZ09AQAYC6kHGI8ue0DvvIOLQ3Fjz+7O4iR7AgAwDlIPMB5d9gAfMWWs4zR7wgDNxR4AoA9SDzAWs+wBCSaOcHEwi7jKnjBAYg8A0AOpBxiLWfaAFF32AAq7jGX2hAESewCAg5N6gLEY36XMEW7r4bDexTp7wgCJPQDAgUk9wFjMsgek6LIHUNrG9cyvIvYAAAcl9QDj0MUke0KKWfYAilvFefaEQRJ7AIADknqAcZhlD\/CRU9Rt3GZPGCSxBwA4GKkHGIfx3lkzyx5Aeaexyp4wSGIPAHAgUg8wDsfZA9L8I3sAI3Dkxp5XmcdZ9gQAoCKpBxiD4+wBicZ6SxF92sRR9oSBuo559gQAoB6pBxiDcT\/ZMssewAis4jR7wkCdiD0AwL5JPcAYzLIHpBp36KIvrmd+LbEHANgzqQeor4tp9oRUx9kDGIlz1zO\/0kncOWgJAOyP1APU98\/sAckmYg+92MQ71zO\/0nHciz0AwL5IPUB9x9kD0jnCRT\/W8S57wmB1Yg8AsC9SD1Dd8ciPbz38HkA\/lq5nfrUuPkaXPQIAqEDqAarzRIsjXPTJ9cyvN4l7sQcAeDupB6htEifZE5ogeNGfU9czv9okPviaBQC8ldQD1HaSPaARJ24BoUdHrmd+g3mcZU8AAIZN6gFq+5\/sAc04yR7AiGzEnje5jnn2BABgyKQeoLKZK5m\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\/>\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-2d51de6c elementor-widget elementor-widget-heading\" data-id=\"2d51de6c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dra. In\u00e9s Domingo Sanz<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-628033ed elementor-widget elementor-widget-heading\" data-id=\"628033ed\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora ICREA Senior<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5fa05fee elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"5fa05fee\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:xavierlopez@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/Ines-Domingo-Sanz\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/InesDomingoSanz\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z 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src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/l_team_1.jpg\" class=\"attachment-full size-full wp-image-4708\" alt=\"\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-6313f8cc elementor-widget elementor-widget-heading\" data-id=\"6313f8cc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Josep Maria Fullola Pericot<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3051a111 elementor-widget elementor-widget-heading\" data-id=\"3051a111\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Catedr\u00e0tic d'Universitat Em\u00e8rit<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3bc9532 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"3bc9532\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:fullola@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/JosepMFullola\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z 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\/>\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-5871e637 elementor-widget elementor-widget-heading\" data-id=\"5871e637\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dra. Pilar Garc\u00eda-Arg\u00fcelles Andreu<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-339f7bb3 elementor-widget elementor-widget-heading\" data-id=\"339f7bb3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Professora titular<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5a4e559b elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"5a4e559b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:garciaarguelles@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/P-Garcia-Argueelles\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/barcelona.academia.edu\/PilarGarciaArg%C3%BCellesAndreu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z 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data-id=\"5d5c82f1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/www.ub.edu\/serp\/web\/dra-merce-bergada\">\n\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/l_team_38.jpg\" class=\"attachment-full size-full wp-image-4694\" alt=\"\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-1b216295 elementor-widget elementor-widget-heading\" data-id=\"1b216295\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/www.ub.edu\/serp\/web\/dra-merce-bergada\">Dra. Merc\u00e8 Bergad\u00e0 Zapata<\/a><\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5a360f43 elementor-widget elementor-widget-heading\" data-id=\"5a360f43\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Professora titular<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2763b924 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"2763b924\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a 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class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/M-Bergada\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-2a563678\" data-id=\"2a563678\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-39f3f9e4 elementor-widget elementor-widget-image\" data-id=\"39f3f9e4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_11.jpg\" class=\"attachment-full size-full wp-image-5042\" 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-7f7ec5b2 elementor-widget elementor-widget-heading\" data-id=\"7f7ec5b2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Jordi Nadal Lorenzo<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4828cf2e elementor-widget elementor-widget-heading\" data-id=\"4828cf2e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Professor titular<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-76c3ccf7 elementor-shape-rounded elementor-grid-0 e-grid-align-center 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/JordiNadal\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-64062281\" data-id=\"64062281\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-32e28aa1 elementor-widget elementor-widget-image\" data-id=\"32e28aa1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_12.jpg\" class=\"attachment-full size-full wp-image-5136\" 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-4da699a7 elementor-widget elementor-widget-heading\" data-id=\"4da699a7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Mathieu Langlais<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3b9aedd8 elementor-widget elementor-widget-heading\" data-id=\"3b9aedd8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1607c2c1 elementor-shape-rounded elementor-grid-0 e-grid-align-center 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IPUAANAds+wBANB2Ug8AAD8aZA94xTx7AAC0ndQDAMCPmuwBr5hlDwCAtpN6AADoinn2AABoP6kHAICumGcPAID2k3oAAOiKWfYAAGg\/qQcAgK74X\/YAAGg\/qQcAgK6YZw8AgPaTegAA6Ip59gAAaD+pBwAAAKAMqQcAgK6YZQ8AgPaTegAA6IpF9gAAaD+pBwAAAKAMqQcAAACgDKkHAAAAoAypBwCAbphlDwCALpB6AADohkX2AADoAqkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoIyfsgcAAAAREXEcw+wJnTaOefYEgDaQegAAoB1+i1H2hE6bSj0AES5wAQAAABQi9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAVNNkDANpB6gEAACoYZA8AaAepBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAACo4JfsAQDtIPUAAAAVDLIHALSD1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAABUMMweANAOUg8AAFDBMHsAQDtIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AADQDofxr87+z2X2HzwA7kk9AABADaPsAQBtIPUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAJt6nz0AgHtSDwAAAEAZUg8AAABAGVIPAAAAQBlSDwAAAEAZUg8AAABAGVIPAACwqSZ7AAD3pB4AAGBTg+wBANyTegAAAADKkHoAAAAAypB6AACAzTTZAwD4TuoBAAA2M8ge8NUiewBAG0g9AABADbPsAQBtIPUAAACbGWYPAOA7qQcAANjMMHsAAN9JPQAAdMMoewAAdIHUAwAAbOaX7AEAfCf1AAAAmxlkDwDgO6kHAADYzCB7AADfST0AAMBmmuwBAHwn9QAAAACU8VP2AABYwvCND\/m+9dcvb\/rDn1vELPt3HaD1RtkDAHhI6gFg20ZP\/pLmmVccfnn2ZYcm\/b2H8xf\/mnnMv\/7Wp4j4noFmsUjeDP3RyK8A8BapB4B7TzPL6NGf\/\/eT1xgGPXqf4fvJodEzf+1dCJrHP3EXf5wHgl0YZA\/gWaPsAV8tsgcAtIPUA9B9Ty8vPQ0wTyPN9q48EfHSH89ZLGIe\/3wNP9PskQClzbIHALSD1AM81MTV16sp96Y\/\/LnvF1jYRLP01aWfn8kH+VecWF7z5C+ZRsSnWMTMv56AMt5nDwDgIakHeGgQo0eHsM\/f+L94\/ofVTyv+7Z+3\/Qswq59jeft60s+v\/H2KMjw1iodXHeYxF35gBY3Tca00yB4AwENSD7CZ5+PJKHsWdMQwhg\/+9TKNefwTU9kHXjTIHsCzmuwBADwk9QBAW4wi4v4s3TTm8XfMfN8LaL0mewAAP5J6AKCNRt9+ax6zr9Fnnj0K0v2SPYBnDLIHAPAjqQcA2m0YwziKiIhFTOPvmDrpQ48NsgfwjFH2gG\/m2QMA2kHqAYCuGMRRHMV5RMy\/RR+AbD9nD\/jmn+wBAO0g9QBA9wzj+OtvTeOTcz70yCh7AM9osgcA8COpBwC6bBSjOI+I2dfos8geBPROkz0AgB9JPQBQQRNNnIbkQ32Ni4st02QPAOAxqQcAKrlPPtP4FBM\/ElPQIHsAjzTZAx6YZw8AaIf\/yx4AAOzAKM7jc\/w3PsZxDLPHwBY12QN45JfsAQ\/MswcAtINTPQBQ1903u+6udf3pjA9Lm2UPeMUgewCPNNkDAHjMqR4AqK+J0\/gc\/42bOPKDMktYZA94RZvOkBDhq2gALST1AEBfDOI4Pn691DXIHgNrGmQP4AdN9oAfzLMHALSD1AMAfXMUN\/HfuI1Tr\/jQQaPsAfxglD3gB\/PsAQDtIPUAQD+N4iq+xGfBh84ZZg\/gARfqAFpI6gGAPmviKr640kWnDLMH8MAoewAAT0k9AMDdla6PcZQ9hJaYZg94VZM9gG+GrQpvs+wBAG0h9QAAd47iY\/w3bvwgTcv9nD2Ab0bZA36wyB4A0BZSDwDw3SCO43N88YIPLdZkD+Cb99kDAHiO1AMAPDb8+oLPUfYQ0iyyB7xilD2Ab0bZA34wyx4A0BZSDwDwvKP4GF\/iwvmeXpplD3hVkz2AiGjbSz0R\/8seANAWUg8A8LJhnDvfQ+sMswcQEW070wPAN1IPAPCWu\/M9pz7ITkt4IaYdfs0e8MgsewBAW0g9AMAy7t7vuXGeoic+ZQ94VZM9gIho36meRfYAgLaQegCAZQ3iOL7Ebet+wKNvRtkDiIhR6875LbIHALSF1AMArGYUt\/EljrNnsFPz7AFvaLIH0LrrWy5wAXwj9QAAqxvGTXyJi9b9t\/psyzx7wBtG2QPwWDtAe0k9AMB67r7OJfeQwcPM2dr2oXVnegAekHoAgPUNvuaeYfYQtmyaPeANTfaA3jvKHvDEInsAQHtIPQDAZu5yj29zsU\/tO1PSN79lD3hinj0AoD2kHgBgG47lnmKm2QPecJQ9oNeGLTxX9U\/2AID2kHoAgG05js\/e7mFPvNaT6Sh7wDMW2QMA2kPqAQC2Z+Cp5jI+ZQ94wyh7QK+17\/qWZ5kBHpB6AIDtus89sEuDFl4h6oumlX\/sF9kDANpD6gEAtu8u9xxnz2AD0+wBbzrKHtBbbTzT41QPwANSDwCwG8O4iVvXbDprkT3gTb9mD+it4+wBz5hnDwBoE6kHANidUdzGR9\/l6qRZ9oA3NX5lpThq5Vtc8+wBAG0i9QAAu3XkoeaOmmUPeNNR9oBeauf1rXn2AIA2kXoAgN07j8+tvPTBa+bZA97kg+v7N2xpYPsnewBAm0g9AMA+3L3c02TPYAV\/Zw94UzuvEtV2nD3gBbPsAQBtIvUAD81j4v9ZAnZmFJ9d5eqQWfaAJRxlD+id37MHvGCePQCgTaQe4KF5fIh38a84jLO47sCHdoHuOY\/PfjzviHn2gCX4Ctd+Hbc21c6yBwC0yU\/ZA4BWmn7LPE0Mo4n3MfSdE2BLhvExJnHSgY95990se8ASjmLYiSRVhTM9AJ3gVA\/wullM4iIO4+DBWZ9F9iig847iS5xmj+BNs+wBSzjKHtAjo9a+tjXPHgDQLk71AMv7ftZnGMMYxc8xjFH2KKCjBnEVv8aJH9FabdbaH+2\/+y2usyf0RlvP9ER8yh4A0C5SD7COecwfXfH6JYYd+IEAaJdRfI5LP6i3WPu\/wRXRRNOJ00fd19bPrEc41QPwiNQDbGoWs5h8\/e1RDGMY76Np7bONQLs429Nus+wBS\/k9TrIn9MJ59oBXzLIHALTLv2IUt9kjeNWhryDRSYNoYuSsD7CURZzFOHsEz\/p\/2QOWsIgDr8jt3DC+ZE94xb+yB0DPqAhtd+hUD7Abiwcv+4yiiV+iEX2AFwziJn71Ta5W6sJrPYM4kgp3zpkegA7xBS5g96ZxHSfx7us3vCYuagDPOIovHnpvoWn2gKW0OUPUMIzj7AmvmGUPAGgbqQfYp2lcx4c4iP\/Eh7j2\/5oBPxjEbVxlj+CRLjzMHL4HuXPtjmnd+FUKsEdSD5BhEZM4+3rOR\/IBvjuNzzHMHsED0+wBS2rvZ8ArGLX6TI9TPQBPSD1Armmcxbv4T5zE2CsdQEQ08bnFn3Tun3lHLt0eSYQ71O4zPd0JkgB7I\/UAbbCIcZzEf+JdXHfkhwpgdwbx0UWuFplmD1hS23NEdx21\/HrcLHsAQPtIPUCbzOIsDgQfwEWuFunKOyjHfsXsSNvD6yx7AED7SD1A+9wHH1e6oM+a+NzyswR9Mc0esDTv9ezCResTWldiJMAeST1AW83iJA7ixH9bB701iNu4yB5BzDpzzvI4BtkTyhl2IKBNswcAtI\/UA7TZIsbxLg5jkj0ESHIeH\/34nm6aPWBJA+\/1bN1VB\/71N8seANA+Ug\/QftP4EAcxzp4BpDiK29ZfIKnuU\/aApZ36tbJVow58DW+aPQCgjaQeoBvmcRIHTvdALzXxOZrsEb02zR6wAud6tmcQN9kTltCdEAmwR1IP0B3z+BCHDmpDDw3icxxnj+ixeYf+nfdYFtya806ckZpmDwBoo5+yBwCsZBrv4jTOO\/B2QHXzZx5qncX\/Vv6\/2YXRg9\/+97cf+0Yr\/\/3QLjfxS5xlj+itaYcCylUcZk8oYRSn2ROWMs0eANBGUg\/QPdcxiasOvB\/QNdOvfzqPf77+1uKH\/yZ\/usrfWSt+T54ziObb\/\/45hhHRCIedcRqDOItF9oxe+rMjP\/ZH3L0vM8ke0XnduLzVpf9kAtgrqQfoonl8cLZnLdOIuH\/ZYPb1R+Zp9qi9Wnz9\/Z388JcOv\/7Pz1\/\/lLY6jiYOxZ4Es1h06N9xr6Sejd105N8JvdQD8CypB+iq65jGTYeuFOzb3WWpT99+a5o9qNUeXy1rYhCj+Hc0zvy0ThO38WFPVwF5aNKh15KGcREX2SM67bgzJ2en2QMA2ulfMYrb7BG86tB\/iMGLBnHTmf93dJ8u\/ZCzRYNooomfo\/HaT2ssPNCe4Cg+Zk9YyYEguLYmbjsTuf+VPQB6SkVou0OneoAuW8SHuOrQCxJ00SKm35L7MJpo4r2zPskGcSv27N2kU1e4Im48zrymQdx05p\/pSfYAgLbysXWg687iJHsCvTGPSVzEYfwnDuIkrsWGNIO47dB1oiom2QNW0pXvR7XPVYeuRnupB+AFUg\/QfWOxh72bxzjO4l38Kw7j0kXbBIO4EXv27K\/sASs678jDwu1y3Kl\/XU2yBwC0lQtcQAXjiI58FpZ67q93jWIU773ns1c3cfevfvaja1e4Bi5xrWzUqf8snXuPCeAlTvUANTjZQ7bp16tdH+Lajx9742TPfk2yB6zIJa7VNB17enuSPQCgvaQeoIpxXGdPgFjEJM7iIA7izI8heyH27FPXrnB1692ZbF16jvlO9349AuyN1APU4Udr2mMe1\/Eh\/hMnMY5F9pjixJ79mXTwV\/PHjuWLLIO47VgWW3glDeBlUg9QyYkvItEqixjHSfwnPgg+OyX27M84e8DKhp16fSZP984\/TbIHALSZ1ANUsogTP1DTQpOvwWeSPaQssWdf\/swesIajuMie0Hpd\/FeQ61sAr5B6gFpmcZY9AV4w+Xqla5o9pKQu\/qjaRbNOnp08j6PsCa3WxX\/1LKRzgNdIPUA1Y\/\/vHy22iHEcxkFc+krX1nXxx9Uu6uK5noibzl1P2p9u\/itnkj0AoN2kHqAel7hou3lcxIELXVvXzR9Zu2acPWAtA88zv6Cr\/6pxfQvgVVIPUM\/CJS46YRIfnO\/ZMmc3dm\/R0dgzjFux54muhh7XtwDeIPUAFY29hkJH3J3v8X7P9nTtg9Fd9Ef2gDU1cZs9oWW6Gnpc3wJ4k9QD1HSZPQBWMI7DOOzoWYm2GYg9O9fNp5kjIhofXv9mEJ87G3q6mxsB9kbqAWqa+rGZjpnGSRz4dbsFg7hxUWfHuvuD9rHYExFdT6LzzsZGgL2ReoCqnOuhe+ZxEv+JSw+Lb6jxKsuOjTv8a1TsiWjiS4dDT5dTI8DeSD1AVXPnI+ikRVzEgdyzIRd1dq3LP2z3PfYcdz6FTrIHALSf1APU5VwPXSX3bO6o5z\/O79p19oCNdD92rO+q8xccJ75aCPA2qQeoy7keuuwu91xnz+iw4w4\/Ott+Xf3k+r1RL2PPMD7HafaIjf2ZPQCgC6QeoLIuXzGAiEWceap5Azcxyp5QWNfPTTadfph4HUfxucDv8dz1LYBlSD1AZbOYZk+ADc3jJA79Sl7TxwI\/2rZV989NNnHbmxg4iKv4WOIck\/8KB2ApUg9Qm4PeVDCNw\/jgfYo1+PD6LnX9XM\/dJ8dPs0fswajExa2I7l8cBNgbqQeorcufBIaHJvGuwI\/W++dbXLvT\/XM9EVHmtMtLBnEVtzHMnrElE\/+ZDrAcqQeobpw9ALbk7qHmafaMzjmKi+wJZdWIjzXesHn59+00e8QW1fgVB7AHUg9QnStcVDKPw\/jgv9de0XlvXmTZtxrneu6+THWRPWIHv1e38bHMeZ4In1kHWIHUA1Q3i1n2BNiqiY+wr6zWD7xtUueUxXmpsz2DuIov5RKnJ5kBlib1APU510M1iziLQ\/\/99goG8TF7QlFVzvVERDTxOS4KvNsziIv4Uura1p2p66sAy5N6gPom2QNgB6bxztmeFTRxlT2hqDrneiLuzvaMskds4C7znBcIVk\/V+pUGsGNSD1Df3BUuSro727PIntEZp3GUPaGkebEfwYdx29EvVlXOPM70AKxI6gH6YJo9AHZkGgfOrS3tppM\/wLffdbngOIovHfvVMoyrwpknwpkegBVJPUAfeK2HuhbxIc7K\/ai9G4O4yZ5Q0qLkj+HHnck9o\/gYX+K0cOZxpgdgZVIP0AczPwhT2nUcuqa4lFHBT2q3wXXRX393uafJnvGiYZzGl7jtwdXEijERYKekHqAfJtkDYKdmcVjoS0i7dN7iH9y77Cx7wM4cx+e4jePsGY8M4jg+xpe46sS5o0050wOwMqkH6IdP2QNgxxZxEifZIzrhpvRFlyzT0kF9FDfx37hqRSa8izz\/jZsenOW5VzckAuyM1AP0wzR7AOzBON65rPimJs6zJ5R0UvzX3iBO43N8jtO0czRNXMTnnkWeiIhx0euBADsl9QD9MI959gTYg1kc+LHoTacxyp5QUM3HmR9r4iq+xJe42uOvoSZO42P8Nz738vrhwpkegHVIPUBfTLMHwF4s4p1Xe97kEtcuXPfm32eHcRq38f\/iNi52lnyaOI6ruI3\/F5\/jKo56+yv2j+KnxQB25KfsAQB78nf2ANibk\/g7rrJHtNowzp0V2IGz+Jw9Ya9GMYrziJjFLP6J6YbnRwfRxCCa+CWGPTy987y5b+YBrEfqAfpimj0A9ug6FnHV23MAyziNv\/y7wtbN4rKXLyE10UR8\/T2fxSJm8b9YfLtKOX3ytx788Fu\/xCAG4s6zPDUPsCapB+iLWfYA2KtxzOJW7HnFVbzLnlDQRfza82jRRHgLaksmcizAurzVA\/THNHsA7NUsDj1H\/orG1ZCdcA6D7Vj4tQSwPqkH6I9Z9gDYs1m88+v+Fedpn82ubNaLL3Gxe5ceZAZYn9QD9IeHmemfRRyKPa+4yR5Q0oUzlGxsGtfZEwC6TOoB+mOWPQASiD2vGcVx9oSSTpzHYCMubwFsSOoB+mOWPQBSiD2v8Z2yXZj7QZ2NXHpnDGAzUg\/QJ7PsAZBC7HnZoJcfB9+9ies3rM2vHoCNST1An8yzB0ASsedlpx5n3okzv+JYi8tbAFsg9QB94mFm+kvseZnHmXfjgxd7WINfNwBbIPUAfTLLHgCJxJ6XjGKUPaGkeXzInkDnXPp+G8A2SD1AnyyyB0AqseclzvXsxjTOsifQKdO4yJ4AUIPUA\/TJNHsAJFvEoTernjH00fUduY5x9gQ6Y+EcGMC2SD1AvyyyB0CyhZcwnuWj67vieWaWdejfmwC2ReoB+mWWPQDSzfxA9YxBnGZPKGrh1xtLOfGf0ADbI\/UA\/TLPHgAtMPOCyjN+d65nR8Qe3uaqH8BWST1Av\/yTPQBaYSz2PDGI8+wJZc28wcKr\/DsSwJZJPUC\/zLMHQEv479CfOo1h9oSypnGSPYHWcs4QYOukHqBf5tkDoDW8jPGUcz27MxZ7eJbXwwB2QOoB+mWRPQBaxA9Yjx0717ND47jMnkDrLOLEvw8BbJ\/UA\/TLLHsAtMgiDrMntI5zPbt04dogP1jEof9cBtgFqQcA+ssbGY8517NbJ2IP3wg9ADsj9QB9M8seAK3ieebHnOvZLbGHO0IPwA5JPUDfLLIHQMucea78B8717JrYg9ADsGNSD9A3i+wB0DKL+JA9oWWOsweUJ\/b0ndADsGNSD9A3f2cPgNbxYs+Pfo9B9oTyTnyNq8eEHoCdk3oAgOuYZk9okUGcZk\/ogYs4yZ5ACqEHYA+kHqBvFtkDoJU++NfGA79lD+iFsdjTQ7M4EHoAdk\/qAfpmlj0AWmnhx+4Hht7r2YtxvJMYe2UWh\/4ZB9gHqQcAiIiYxCR7Qov8nj2gJ2Zx6AtwvSHtAeyN1AMA3DnxY9g3TYyyJ\/TELN45bdkLl04OAuyP1AP0zSx7ALSWS1wPea9nXxbxzsfXi1vEh7jIHgHQJ1IP0DeL7AHQYi5xfXccw+wJPXISZ9kT2JlZHPp3FoD9knoAgO\/O5NBvjrMH9Mq1B3uLmvi4OsD+ST0AwHfzuMye0BqucO3XNA5imj2CLTuLDxIewP5JPUD\/zLIHQKtd+9fIV8M4yp7QM4s4lBoLmcW7uM4eAdBPUg\/QP4vsAdByXk2551zP\/l24yFXEtYtbAHmkHgDgR1PfQ\/rqyNPMCaZx4BHfjlvEB+9+AWSSegCAxy79kPbVcfaAXhIKum0i1gFkk3oAgMfm8Uf2hJZwhSvLdbzzSHMHzeODh5gB8kk9QP\/MswdAB1z7YS0iIoYxyp7QW\/M4dLanY67jnfM8AG0g9QD980\/2AOiAhceZv3KuJ5N00B3TeCfNAbSF1AMAPGfsBFxEhA+uJ7u7EDTPnsGrFnHie1sAbSL1AADPu8we0AoDTzOnm8Q7vxpbaxGXceCrfQDtIvUAAM8bexY3IiJ+zR5ALOLCV51aaRzv4sK1LYC2kXoAgJc4SRERcRSD7AnE3VUul4TaZBIHceJyHUAbST0AwEumzvVEhPd62mMa78SFVpjGoTeUANpL6gEAXuZcT4QrXO0yjoM4cWUo0TgO41AGBmgzqQfon2n2AOiQqf\/ePlzhap9xHMSl3JPgLrRNs2cA8DqpBwB4jXM9Ea5wtc\/dQ80uc+3P3Ze2\/BEH6ASpBwB4zdiPduEKVzstvp4xmWcPKW8eJ3EQF\/5IA3SF1AMAvM65Hle42mwcB\/HBlaKdGcdhHMTYdTmALpF6AIDXTfyQFxGj7AG8YiJH7MA8zuI\/XuYB6CKpBwB43SL+yJ7QAq5wtd3dJaMzl4y2YBHjeBcHcS2eAXST1AMAvGWcPaAFjrIHsIRFXMdBHDrfs7ZFjOND\/CdOYpY9BYD1ST0AwFvmYk8MosmewJKmcRIHcRKT7CGd8j3yTLKnALApqQcAeNuf2QNa4LfsAazgLlwcxJnTKW+aizwA1fyUPQAA6IBpzGOYPSLZKHsAK5vHdVzHMI7iN6eynjGLv2IihgHU41QPALAMn1xvfHC9o+ZxHe+cWnng\/hzPu7gQegAqcqoHAFjGJG6yJ6Q78mZRhy1iHOOIOIr3MerpGZ95TONTTH2lDKA6qQcAWMYixnGcPSLZe6mngElMImIYo3gfo55cS5zGLD7FTOIB6AupBwBYzp+9Tz2j7AFszfzrGZ9hjOKXoqd8ZjGLv2PqihZA\/0g9AMByPM08jMaPzcXMv53UGsUofomm47\/GFzGLTzGPmV+pAH0m9QAAy\/ozzrMnJBv5AbqsaUwjImIQTTTxSww7c4prFov4FPOYxywW2WMAaAOpBwBY1rj3qed9XGdPYMcW36JPxDCG0cQg3segRVe85jGPefzz9U\/n2XMAaB+pBwBY1jxmLfqBN8MoewB7NY\/5t+xzF37uks\/7r39u9+7+0T\/F3dWseLAGAF4k9QAAy\/uz56ln4LWeHrs7QTP54S+7Cz7fz\/z8EoNn\/vqHps\/8PX\/69lv3V7Cc1gFgA1IPALC8SVxlT0gm9fDQfZKZZA8BgO\/+L3sAANAh896HjvfZAwAAXif1AACr+DN7QLJR9gAAgNdJPQDAKibZA5INH73FAgDQMlIPALAKV7hG2QMAAF4j9QAAq\/kre0CyJnsAAMBrpB4AYDWT7AHJPMwMALSa1AMArGb29fPSfdVkDwAAeI3UAwCsapo9INUghtkTAABeJvUAAKvyWg8AQGtJPQDAqqbZA5I12QMAAF4m9QAAq1r0\/IPrHmYGAFpM6gEAVtfvK1xN9gAAgJdJPQDA6qbZA1INYpA9AQDgJVIPALC6afaAZE32AACAl0g9AMA6ptkDUjXZAwAAXiL1AADr+JQ9INXP2QMAAF4i9QAA65hmD0jVZA8AAHiJ1AMArGOaPSBVkz0AAOAlUg8AsJ5Z9oBEvsEFALSW1AMArGeaPSBVkz0AAOB5Ug8AsJ6\/swekGmYPAAB4ntQDAKxnlj0g1TB7AADA86QeAGA9s+wBqX7JHgAA8DypBwBY1zR7QKJB9gAAgOdJPQDAumbZAxKNsgcAADxP6gEA1tXvh5kBAFpJ6gEA1jXLHpBqlD0AAOA5Ug8AsK5Z9gAAAB6TegCA9c2yByQaZQ8AAHiO1AMArG+ePQAAgB9JPQDA+vr8MPMv2QMAAJ4j9QAA65tlD0g0yB4AAPAcqQcAWN88e0CiYfYAAIDnSD0AwPpm2QMSDbMHAAA8R+oBADYxzx4AAMBDUg8AsIl59oBETfYAAICnpB4AYBOz7AGJBtkDAACeknoAgE38L3sAAAAPST0AwCZm2QMSjbIHAAA8JfUAAJtYZA8AAOAhqQcA2MQsewAAAA9JPQDAJhbZAxL9nD0AAOApqQcA2Mw8e0CaYfYAAICnpB4AYDPz7AEAAHwn9QAAAACUIfUAAJv5lD0gzTB7AADAU1IPAMB6htkDAACeknoAgM0ssgcAAPCd1AMAbGaWPQAAgO+kHgAAAIAypB4AYDOL7AEAAHwn9QAAm5llD0g0yh4AAPCY1AMAAABQhtQDAAAAUIbUAwBsap49AACAe1IPALCpefYAAADuST0AAAAAZUg9AAAAAGVIPQAAAABlSD0AwKYW2QMAALgn9QAAm\/o7ewAAAPekHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AgHUtsgcAADwm9QAArGuWPQAA4DGpBwAAAKAMqQcAAACgDKkHAAAAoAypBwBgPbPsAQAAT0k9AADrWWQPAAB4SuoBAAAAKEPqAQBYzyJ7AADAU1IPALCp99kDkvydPQAA4CmpBwAAAKAMqQcAYD3z7AEAAE9JPQAA65lnDwAAeErqAQA2NcgeAADAPakHANhUkz0gyTR7AADAU1IPAAAAQBlSDwDAOmbZAwAAniP1AACbGWYPSLLIHgAA8BypBwDYzDB7QJJZ9gAAgOdIPQAA6\/hf9gAAgOdIPQDAZobZA5LMsgcAADxH6gEANjPMHpBkkT0AAOA5Ug8AwDqm2QMAAJ4j9QAAm3mfPSDFInsAAMDzpB4AgNXNsgcAADxP6gEANjPMHpBilj0AAOB5Ug8AsJlh9oAUPrUOALSU1AMAbGKYPSDJNHsAAMDzpB4AYBPD7AFJZtkDAACeJ\/UAAJsYZg9IsfAFLgCgraQeAGATw+wBKWbZAwAAXiL1AACb+Dl7QIpZ9gAAgJdIPQDAJobZA1L8nT0AAOAlUg8AsIkme0CKWfYAAICXSD0AwPoGMciekGKWPQAA4CVSDwCwviZ7QIpp9gAAgJdJPQDA+prsASlm2QMAAF4m9QAA6+vn97c8ygwAtJjUAwCsr8kekGKaPQAA4GVSDwCwviZ7QIJFzLMnAAC8TOoBANbVz+9vTbMHAAC8RuoBANbVZA9I4aUeAKDVpB4AYF2j7AEpptkDAABeI\/UAAOv6JXtAimn2AACA10g9AMC6muwBCabZAwAAXif1AADrGcQwe0KCT9kDAABeJ\/UAAOtpsgekmGYPAAB4ndQDAKxnlD0gxTR7AADA66QeAGA977MHJJhkDwAAeIvUAwCsp8kekMBLPQBA60k9AMA6mhhkT0gwzR4AAPAWqQcAWMcoe0CCecyyJwAAvEXqAQDW0ceXeqbZAwAA3ib1AADrGGUPSPBX9gAAgLdJPQDA6rzUAwDQUlIPALC6UfaABNNYZE8AAHib1AMArK6PL\/W4vgUAdILUAwCsbpQ9IMEkewAAwDKkHgBgVaMevtQzi3n2BACAZUg9AMCqfs0ekGCaPQAAYDlSDwCwqlH2gAR\/Zg8AAFiO1AMArGYYTfaEvZvHLHsCAMBypB4AYDWj7AEJJtkDAACWJfUAAKvp40s9rm8BAJ0h9QAAqxjEUfaEvXN9CwDoEKkHAFjFUfaABJPsAQAAy5N6AIBVuL4FANBqUg8AsLw+Xt+aub4FAHSJ1AMALO8oe0ACZ3oAgE6RegCA5fXx+tYkewAAwCqkHgBgWX28vjWJefYEAIBVSD0AwLKOsgck+Ct7AADAaqQeAGBZv2UP2LuF61sAQNdIPQDAcoYxyp6wd5NYZE8AAFiN1AMALOc4e0CCP7IHAACsSuoBAJbTv+tb85hlTwAAWJXUAwAsYxTD7Al750wPANBBUg8AsIz+nemJGGcPAABYndQDALxt0MOXesaeZAYAukjqAQDedpo9IIHrWwBAJ0k9AMDb+nd9a+ZJZgCgm6QeAOAtx55kBgDoCqkHAHhL\/870LDzJDAB0ldQDALyuiVH2hL1zpgcA6CypBwB43e\/ZAxKMswcAAKxL6gEAXjPs5WfW59kTAADWJfUAAK\/p45ke17cAgA6TegCAlw16eKZn6jPrAECXST0AwMtOY5A9Ye8uswcAAGxC6gEAXjLo4fWteUyzJwAAbELqAQBe4kwPAEDnSD0AwPP6eaZnnD0BAGAzUg8A8DxnegAAOkjqAQCe40wPAEAnST0AwHP6eKbnz+wBAACbk3oAgKf6eKZnEdfZEwAANif1AABPXfXwTM8fscieAACwOakHAHhsGMfZE\/bOmR4AoAipBwB47CZ7QAJnegCAIqQeAOBHoxhlT9i7uTM9AEAVUg8A8KM+num5dKYHAKhC6gEAHjqNYfaEvZvHOHsCAMC2SD0AwHeDOM+ekOAyewAAwPZIPQDAd338yLozPQBAKVIPAHBv1MOPrEecZA8AANgmqQcAuNfHB5mnMc2eAACwTVIPAHDnoocPMkecZQ8AANguqQcAiIhoevkg8zhm2RMAALZL6gEAIvp5eWvh21sAQD1SDwAQcRFN9oQEf8Q8ewIAwLZJPQBAPy9vzeM6ewIAwPZJPQBAHy9vRVzGInsCAMD2ST0A0Hf9vLw1jXH2BACAXZB6AKDfRr28vOUj6wBAWVIPAPTZoKeXt659ZB0AqErqAYA+u4lh9oQEPrIOABQm9QBAfx3HUfaEFGceZAYA6pJ6AKCvmrjKnpDCg8wAQGlSDwD00yA+xiB7RIqT7AEAALsk9QBAP\/XzlZ6Iy5hnTwAA2CWpBwD66KKnr\/TM4yJ7AgDAbkk9ANA\/R3GePSGJy1sAQHlSDwD0TRM32ROSXMc0ewIAwK5JPQDQL4O46elzzIu4zJ4AALB7Ug8A9MvHaLInJDmJRfYEAIDdk3oAoE9uYpQ9IckkJtkTAAD2QeoBgP44jePsCUkWHmQGAPpC6gGAvjiOq+wJaVzeAgB6Q+oBgH4Y9fa7WxHXLm8BAP0h9QBAHzTxMXtCmrkvbwEAfSL1AEB9Tdz29APrES5vAQA9I\/UAQHX9Dj3XMc2eAACwT1IPANQ2iJseh55ZnGVPAADYL6kHACobxG002SPS+MQ6ANBDUg8A1NXv0BNxGbPsCQAA+yb1AEBVfQ89k7jOngAAsH9SDwDU1PfQM3d5CwDoJ6kHACpq4nOvQ0\/EB59YBwD66afsAQDA1vX78+oREWde6QEA+sqpHgCoRujxSg8A0GNSDwDUctT70OOVHgCg16QeAKjkOD72PPR4pQcA6DmpBwDquIib7AnpTrzSAwD0m2eZAaCKmzjOnpBuHOPsCQAAuaQeAKhgELc9\/7h6RMQszrInAABkc4ELALqvic9CTyy80gMAIPUAQPcdxW0Ms0e0wIeYZ08AAMgn9QBAt1345lZERJzENHsCAEAbeKsHALprEDdxlD2iFTzHDADwldQDAF3VxEcXtyIiYhYn2RMAANrCBS4A6KbT+Cz0RETEPA6zJwAAtIdTPQDQPS5ufee7WwAAP3CqBwC6ZhSfhZ5vPsQsewIAQJtIPQDQLRc+rf6A724BADziAhcAdEcTN9Fkj2iRa9\/dAgB4zKkeAOiK07gVeh4Yx1n2BACA9nGqBwC6YBg3Mcoe0So+sA4A8CynegCg\/S7is9Dzg5kPrAMAPM+pHgBoN+\/zPLWIQx9YBwB4nlM9ANBeg7iKz0LPI0IPAMArnOoBgLY6ipsYZI9onUUcxix7BABAeznVAwBt1MRtfBR6nvFB6AEAeI3UAwBtc3dta5Q9o5VOYpo9AQCg3VzgAoB2uYjfneZ5wUmMsycAALSd1AMA7XEc5zHMHtFaQg8AwBKkHgBoh1Fc+dbWK4QeAICleKsHAPKN4jZuhZ5XnAk9AADLcaoHAHKN4twTzG8Yx3X2BACArpB6ACCPzLOMcZxkTwAA6A6pBwByyDzLEXoAAFYi9QDA\/vnS1rKEHgCAFUk9ALBPgziN32SeJV3GRfYEAICukXoAYF+GcR5HMcie0Rk+rw4AsAapBwD24Th+8zLPSoQeAIC1SD0AsFvDOHZla2VCDwDAmqQeANgdZ3nWI\/QAAKxN6gGAXWjid+\/yrGURJzHJHgEA0F1SDwBs1zB+jyMXtta0iMOYZY8AAOgyqQcAtmUYR\/FbNNkzOkzoAQDYmNQDAJtrYiTybGwWH2KePQIAoOukHgDYxCh+dV1rK2ZxGIvsEQAA3Sf1AMA6hjGK9x5e3ppxnAk9AADbIPUAwGpG8WuMXNbaqnGcZE8AAKhC6gGA5YxiFO9jlD2joJMYZ08AAKhD6gGA1wxiFI3EszOLOIlJ9ggAgEqkHgB4ziia+CUaF7V2ysfVAQC2TuoBgO9G0cTP0TjDsxe+uQUAsANSD0A9P8coIhZOSyypiWE08UsMneDZK9\/cAgDYCakHoJ7jOH7w56YRETGL\/z34c\/OYZ49MNYxhNDGI9zGQd5KcxXX2BACAmqQegOpGD\/53xPkPf93s66mKT1\/\/\/PTrn1ZLQaO4yzs\/xzCGMcye03ueYgYA2CGpB6DPmq9\/Ovr6p+dP\/hazb1ds5vHPt7\/0xxTUnqtiTQwivp7U+Xc0EcJOC83ipDW\/YgAACpJ6AHhNs+b\/3fTVv\/b+Otn6fonBt992CatLJnHihR4AgF2SegDYhdEGfy11eaEHAGDnpB4AYB8W8eGN014AAGzB\/2UPAAB6YBoHQg8AwD5IPQDArl3GoRd6AAD2wwUuAGCXXNwCANgrp3oAgN1xcQsAYM+kHgBgV1zcAgDYOxe4AIBdmMeHmGWPAADoH6d6AIDtu453Qg8AQAanegCA7VrESUyyRwAA9JVTPQDANk3iQOgBAMjjVA8AsC3O8wAApHOqBwDYjmm8E3oAALJJPQDA5hZxFocxz54BAIALXADApiZxEovsEQAAREg9AMBmvM8DANAqLnABAOu79r0tAIB2caoHAFjPLM5imj0CAIAfST0AwOoW8UdcZI8AAOApqQcAWNUkznxtCwCgnaQeAGAV8zhxbQsAoL08ywwALGsRZ3Eg9AAAtJlTPQDAcsZxFovsEQAAvE7qAQDeNo2zmGWPAADgbVIPAPA6r\/MAAHSIt3oAgJfN48TrPAAAXeJUDwDwvEX8Edde5wEA6BapBwB4SuYBAOgoqQcA+JHMAwDQYVIPAPDQdVzKPAAA3SX1AAB3nOYBAChA6gEAZB4AgDKkHgDoO5kHAKAQqQcA+mwelzHOHgEAwPZIPQDQV9P4U+YBAKhG6gGAPhrHHzHLHgEAwPZJPQDQL4v4I8Yxz54BAMBuSD0A0B+ubAEAlCf1AEAfLGISl87yAADUJ\/UAQHXT+DMmPqYOANAPUg8A1DWPSfzhLA8AQJ9IPQBQ0SIm8VdMsmcAALBvUg8AVHMXeRbZMwAAyCD1AEAdIg8AQO9JPQBQgcgDAEBESD0A0HUiDwAAD0g9ANBN85h6eBkAgMekHgDommn8FdOYZc8AAKCNpB4A6IpZTOOTczwAALxG6gGAtlvEOD7F1Hs8AAC8TeoBgLYbxJ+uawEAsJz\/yx4AALzpKnsAAABdIfUAQPuN4ih7AgAA3SD1AEAXONcDAMBSpB4A6IJhnGZPAACgC6QeAOiG8xhkTwAAoP2kHgDohkGcZ08AAKD9pB4A6IrTGGZPAACg7aQeAOgOjzMDAPAGqQcAuuMoRtkTAABoN6kHALrEuR4AAF4l9QBAlzRxnD0BAIA2k3oA6plnD2Cnrnx0HQCAl\/2UPQCArfszLiIiYhBNREQMv3636edv329qxIIOG8Tp13+GAQDgCakHoK5FTN\/82zyMPj8GoF+e5KD7dES28xg7uwUAwPOkHoB+mz347emGf1\/7S0E3384n9dVVfMieAABAO0k9AGzLMqeItuMsPmb\/ziY7itHe\/mgDANApnmUGoHsmMoePrgMA8DypB4AuuswekM5H1wEAeJbUA0AXTWOcPSGdj64DAPAMqQeAbnKuZxCn2RMAAGgfqQeAbpqLPXHe+y+RAQDwhNQDQFddxyJ7Qrqb7AEAALSN1ANAVy3iLHtCulGMsicAANAuUg8A3TWOefaEdM71AADwA6kHgC47yR6QbuhxZgAAHpJ6AOiyaUyzJ6Q799F1AAC+k3oA6DbnegZxlT0BAID2kHoA6LZ5jLMnpDuOJnsCAABtIfUA0HVnPrruXA8AAPekHgC6bhF\/ZE9IN4rj7AkAALSD1ANA91346HpceZwZAIAIqQeAGi6zB6Qb+Og6AAARUg8ANYx9dD3OY5g9AQCAfFIPADU41xNxkz0AAIB8Ug8ANUx9dD1GcZQ9AQCAbFIPAFVc+ui6x5kBAJB6AKhi7qPrMfQ4MwBA30k9ANRx7aPr8bvHmQEA+k3qAaCOhceZYxBX2RMAAMgk9QBQiY+uRxzFKHsCAAB5pB4AanGux0fXAQB6TeoBoBYfXY8YxkX2BAAAskg9AFTjo+seZwYA6DGpB4BqfHTd48wAAD0m9QBQj4+ue5wZAKC3pB4A6vHR9QiPMwMA9JTUA0BFPrrucWYAgJ6SegCoybkejzMDAPSS1ANATT667nFmAIBeknoAqMpH1yOO4ih7AgAA+yX1AFCVj65HRFzFIHsCAAD7JPUAUJePrkcM4zR7AgAA+yT1AFCXj65HRJx7nBkAoE+kHgAq89H1iIib7AEAAOyP1ANAbWfZA1pg5HFmAID+kHoAqG3mo+sRceNxZgCAvpB6AKjuzEfXYxDn2RMAANgPqQeA6hY+uh4Rp9FkTwAAYB+kHgDqu\/DR9Yi4yh4AAMA+SD0A9MFJ9oAWGMVp9gQAAHZP6gGgD6Y+uh4R5x5nBgCoT+oBoB+c64kYxE32BAAAdk3qAaAf5nGdPaEFjmKUPQEAgN2SegDoi0sfXY9wrgcAoDqpB4C+WMRZ9oQWGMZF9gQAAHZJ6gGgP8Yxy57QAucxzJ4AAMDuSD0A9IlzPREucQEAlCb1ANAn0xhnT2iBURxnTwAAYFekHgD6xePMERFXMcieAADAbkg9APTLPP7IntACg7jKngAAwG5IPQD0zUXMsye0wHGMsicAALALUg8A\/eNx5giPMwMAFCX1ANA\/k5hmT2iBYVxkTwAAYPukHgD66CR7QCucxzB7AgAA2yb1ANBH87jMntAKLnEBAJQj9QDQT9c+uh4RozjNngAAwHZJPQD008LjzBERcR6D7AkAAGyT1ANAX409zhwRA5e4AABqkXoA6C\/neiIijmKUPQEAgO2RegDor1mMsye0wo1LXAAAdUg9APTZmceZI2IY59kTAADYFqkHgD5b+Oh6REScRpM9AQCA7ZB6AOi365hlT2gFjzMDABQh9QDQdx5njoho4iJ7AgAA2yD1ANB3U48zR0TE7zHMngAAwOakHgC49DhzRAxc4gIAqEDqAYB5\/JE9oRVGcZo9AQCATUk9ABBxEfPsCa1wHoPsCQAAbEbqAYCIiJPsAa3gEhcAQOdJPQAQETGNSfaEVjiKo+wJAABsQuoBgDtnHmeOiIgbl7gAALpM6gGAOx5nvjOI8+wJAACsT+oBgHseZ75zGqPsCQAArEvqAYDvPM58xyUuAIDOknoA4DuPM98ZusQFANBVUg8APORx5jsucQEAdJTUAwAPeZz53lX2AAAA1iH1AMCPPM58p4mL7AkAAKxO6gGAxzzOfOc8muwJAACsSuoBgMc8znzvJnsAAACrknoA4CmPM99xiQsAoHOkHgB4yuPM985jmD0BAIBVSD0A8ByPM99ziQsAoFOkHgB4nseZ74ziNHsCAADLk3oA4HkeZ77nEhcAQIdIPQDwEo8z3xm4xAUA0B1SDwC8xOPM91ziAgDoDKkHAF7mceZ7LnEBAHSE1AMAr\/E48x2XuAAAOkLqAYDXeJz5nktcAACdIPUAwOs8znzPJS4AgA6QegDgdfO4zJ7QEi5xwf9v7w6P4rqyvQ+ve2u+T78RuB2BjyNwE8GgCAYiuBABEAE4gsYR0BMBrQjUjkA9EdyeCO77AUlGEqBu6D5rn3Wep8plSbbLf+SCKn4+ex8AGACpBwB+5CZW2RMa4RAXAEDzpB4A+LHz7AHNcIgLAKBxUg8A\/NgybrMnNMIhLgCAxkk9ALANlzN\/5hAXAEDTpB4A2MbG5cxfOMQFANAwqQcAtnMTy+wJjXCICwCgYVIPAGzL5cyfOcQFANAsqQcAtrWKm+wJzXCICwCgUVIPAGzvyuXMnzjEBQDQKKkHALa3idPsCc1wiAsAoElSDwDsYuFy5i8uosueAADAt6QeANiN53o+c4gLAKBBUg8A7GYdV9kTmtHFZfYEAAC+JvUAwK4uY509oRkOcQEANEbqAYDdOcT1F4e4AACaIvUAwO6Wscie0AyHuAAAmiL1AMBrnMYme0IzHOICAGiI1AMAr7FxOfMjdzHJngAAwAOpBwBe5yZW2ROaMY2L7AkAADyQegDgtVzO\/JezmGVPAAAgQuoBgNdbxU32hIbMHeICAGiB1AMAr3cV6+wJzZjGdfYEAACkHgB4i02cZ09oyEkcZ08AAEDqAYC3WMQye0JDHOICAEgn9QDA25zGJntCMyYxz54AADB2Ug8AvM06fs+e0JDjOMueAAAwblIPALzVZayyJzTkIqbZEwAAxkzqAYC3cznzXxziAgBIJfUAwNst4yZ7QkNmcZk9AQBgvKQeANiHK5czP3IRXfYEAICxknoAYB82cZo9oSkOcQEAJJF6AGA\/FrHMntCQLq6zJwAAjJPUAwD7cuoQ1yNnMcueAAAwRlIPAOzLOn7PntCUeUyyJwAAjI\/UAwD7cxmr7AkNmbqxBwCgf1IPAOzTefaAphzHcfYEAICxkXoAYJ+WcZM9oSnzmGZPAAAYF6kHAPbryuXMj0wc4gIA6JfUAwD7tYnT7AlNmcVl9gQAgDGRegBg3xaxzJ7QlIvosicAAIyH1AMA+3fqENdXvHYdAKA3Ug8A7N86rrInNKWLi+wJAABjIfUAwCHcxCp7QlPOvHYdAKAfUg8AHIbLmb\/mEBcAQC+kHgA4jFXcZE9oiteuAwD0QuoBgEO5inX2hKYcx1n2BACA+qQeADiUjUNc3\/DadQCAg5N6AOBwlrHIntAUh7gAAA5O6gGAQzqNTfaEpnRxnT0BAKA2qQcADmkT59kTGnMWs+wJAACVST0AcFi3scye0Jg7r10HADgcqQcADs0hrq+5sQcA4ICkHgA4tHX8nj2hMV67DgBwMFIPABzeZayyJzTm2mvXAQAOQ+oBgD6cZg9oztyNPQAAhyD1AEAfVnGVPaExXVxkTwAAqEjqAYB+3MQ6e0JjzuI4ewIAQD1SDwD0Y+MQ13fmMc2eAABQjdQDAH1Zxm32hMZ47ToAwN5JPQDQn\/PYZE9ozCwusycAANQi9QBAfxzi+t5FzLInAABUIvUAQJ8Wscie0ByvXQcA2COpBwD65RDXt6Zu7AEA2B+pBwD6tY6r7AnNOY6z7AkAAFVIPQDQt5tYZk9ozkV02RMAAGqQegCgf6cOcX1j4sYeAID9kHoAoH\/r+D17QnO6uM6eAABQgdQDABkuY5U9oTkncZw9AQBg+KQeAMhxmj2gQfOYZk8AABg6qQcAcqy8ies7k7jLngAAMHRSDwBkuYx19oTmuLEHAOCNpB4AyOMQ1\/fO3NgDAPAWUg8A5FnGTfaEBnntOgDAG0g9AJDpyiGu77ixBwDgDaQeAMi0cYjrCbO4zJ4AADBUUg8A5HKI6ykXMcueAAAwTFIPAGS7ik32hAbdubEHAOA1pB4AyOYQ11Pc2AMA8CpSDwDkW8Qie0KD3NgDAPAKUg8AtODUIa4nuLEHAGBnUg8AtMAhrqe5sQcAYEdSDwC0wSGup7ixBwBgR1IPALTCIa6nuLEHAGAnUg8AtGIT59kTmuTGHgCAHUg9ANCO21hmT2iSG3sAALYm9QBASxzieoobewAAtib1AEBL1nGVPaFJbuwBANiS1AMAbblxiOtJbuwBANiK1AMArXGI62lu7AEA2ILUAwCtcYjraW7sAQDYgtQDAO1xiOtps7jOngAA0DqpBwBa5BDX087iOHsCAEDbpB4AaJFDXM+ZxzR7AgBAy6QeAGiTQ1xPc2MPAMCLpB4AaJVDXE\/r3NgDAPA8qQcAWuUQ13PO4iR7AgBAq6QeAGiXQ1zPuY4uewIAQJukHgBomUNcT5vEPCbZIwAAWiT1AEDLHOJ6jht7AACeJPUAQNsc4nrOSZxlTwAAaI\/UAwCtc4jrOW7sAQD4jtQDAK1ziOt5d27sAQD4mtQDAO1ziOs507jLngAA0BapBwCGwCGu58ziMnsCAEBLpB4AGAKHuJ53EcfZEwAA2iH1AMAwOMT1vHlMsycAALRC6gGAoXCI6zkT1zMDAHwm9QDAUKzjNHtCs7q4zp4AANAGqQcAhmMRi+wJzTqJk+wJAAAtkHoAYEgc4nrePLrsCQAA+aQeABiSjUNcL7h3Yw8AgNQDAMPiENfzJnGXPQEAIJvUAwBD4xDX82auZwYAxk7qAYChcYjrJWeuZwYAxk3qAYDhWcRt9oSGXbueGQAYM6kHAIboPNbZE5o1ibnrmQGA8ZJ6AGCIHOJ6SRfz7AkAAFmkHgAYpmXcZE9o2HFcZk8AAMgh9QDAUF05xPWCizjOngAAkEHqAYChcojrZXPXMwMAYyT1AMBwLeMqe0LDXM8MAIyS1AMAQ3YZq+wJDXM9MwAwQlIPAAybQ1wvcT0zADA6Ug8ADNvKIa4XuZ4ZABgZqQcAhu4yltkTmuZ6ZgBgVKQeABi+09hkT2iY65kBgFGRegBg+NYOcb3I9cwAwIhIPQBQwU0ssic0zfXMAMBoSD0AUINDXC9zPTMAMBJSDwDUsPHa9R9wPTMAMApSDwBUsYjb7AlNcz0zADAKUg8A1HEe6+wJTeviLnsCAMChST0AUIdDXD8yi+vsCQAAhyX1AEAly7jJntC4szjJngAAcEhSDwDUch6r7AmNu3Y9MwBQmdQDANU4xPWySdy7nhkAqEvqAYBqVnGePaFxk7jPngAAcChSDwDUcxPL7AmN62KePQEA4DCkHgCo6DQ22RMadxJn2RMAAA5B6gGAitZu7Pmh65hlTwAA2D+pBwBqWsQie0Lz7ryLCwCoR+oBgKpOY509oXGTmHsXFwBQjdQDAFVtHOL6oS7usicAAOyX1AMAdS3jJntC82bexQUA1CL1AEBl57HKntC8kzjJngAAsD9SDwDU5rXrPzb3Li4AoA6pBwBqW8VV9oQBuItp9gQAgP2QegCguhuvXf+hSdx5FxcAUIPUAwD1OcT1Y97FBQAUIfUAQH1eu74N7+ICAEqQegBgDBZeu74F7+ICAAqQegBgHK68dn0L3sUFAAye1AMA4+AQ13buosueAADwFlIPAIzFKs6zJwzAJObexQUADJnUA1DP37MH0KybWGZPGIAu7rMnAAC8ntQDUE+XPYCGvfPa9S103sUFAAyX1AOMzzR7ACRyY892TuIsewIAwOtIPcD4TLMHQCqvXd\/OtRevAwDDJPUAwNice+36Vq4dhgQAhkjqAYDxOXVjzxYmce8pQABgeKQeABifVVxlTxiESdx58ToAMDRSDwCM0U0ssicMgndxAQCDI\/UAwDg5xLWdY7EHABgWqQegnkn2AAZhE++yJwzEiXdxAQBDIvUA4\/Nb9oCD67IHMBBLN\/ZsaS72AADDIfUAwHhdeu36lrx4HQAYDKkHAMbsnRt7tuLF6wDAYEg9ADBm6zjNnjAQXrwOAAyE1AMA47aI2+wJA9HFffYEAIAfk3qA8emyB\/Rgmj2AQTl3Y8+WOi9eBwDaJ\/UA4zPJHtCDafYABmUTp27s2dJJXGZPAAB4mdQDAKy8dn1rF168DgC0TeoBACJuYpE9YTDmMcueAADwPKkHGJsuewA06jTW2RMG485XEgCgXVIPMDaT7AG9mGUPYIA28S57wmBM4n4kX0sAgAGSegCAB6s4z54wGGIPANAsqQcYm0n2AGjYTSyzJwxGF\/fZEwAAniL1AGPTZQ\/oxd+zBzBY77x2fWtdzLMnAAB8T+oBqKjLHsBgubFnFydiDwDQHqkHGBvPu8DLlnGVPWFATuIkewIAwNekHmBsuuwBvZhkD2DQLt3Ys4O52AMAtEXqAaioyx7AwLmxZxdzn3EAQEukHmBsptkDYADc2LObe7EHAGiH1AOMzTR7QE8m2QMYODf27GIS9z7nAIBWSD3AuEyyB\/Smyx7A4LmxZxdiDwDQDKkHGJcuewAMiBt7dtGJPQBAG6QegJq67AEU4Mae3XRxnT0BAEDqAcZmlj2gN5PsAZTgxp7dnMQ8ewIAgNQDUNNP2QMowo09uznxZA8AkE3qAcblt+wBvZlmD6AMN\/bs5ixOsicAAOMm9QDUNM0eQBlu7NnVXOwBADJJPcC4zLIH9GaaPYBC3Nizq\/mIvtYAAM2ReoAxmWQP6NU0ewCFuLFnV3feggcAZJF6gDHpsgf0apo9gFLc2LObSdyP7CsOANAMqQcYk2n2gF512QMoZRNH2RMGZhL3I\/uaAwA0QuoBxmSaPaBXk+wBFLOK8+wJAzOJO5+HAED\/pB5gTMbzqvXxfbT04SYW2RMGpot7sQcA6JvUA4zJNHtArybZAyjoNNbZEwami\/vsCQDA2Eg9wJhMswf0qsseQEEb1zPvrIt59gQAYFykHmA8ZtkDetdlD6AgN\/bs7kTsAQD6JPUA49FlD\/ARU8Jt3GZPGByxBwDokdQDjMcv2QN6N80eQFGnscqeMDgncZ09AQAYC6kHGI8ue0DvvIOLQ3Fjz+7O4iR7AgAwDlIPMB5d9gAfMWWs4zR7wgDNxR4AoA9SDzAWs+wBCSaOcHEwi7jKnjBAYg8A0AOpBxiLWfaAFF32AAq7jGX2hAESewCAg5N6gLEY36XMEW7r4bDexTp7wgCJPQDAgUk9wFjMsgek6LIHUNrG9cyvIvYAAAcl9QDj0MUke0KKWfYAilvFefaEQRJ7AIADknqAcZhlD\/CRU9Rt3GZPGCSxBwA4GKkHGIfx3lkzyx5Aeaexyp4wSGIPAHAgUg8wDsfZA9L8I3sAI3Dkxp5XmcdZ9gQAoCKpBxiD4+wBicZ6SxF92sRR9oSBuo559gQAoB6pBxiDcT\/ZMssewAis4jR7wkCdiD0AwL5JPcAYzLIHpBp36KIvrmd+LbEHANgzqQeor4tp9oRUx9kDGIlz1zO\/0kncOWgJAOyP1APU98\/sAckmYg+92MQ71zO\/0nHciz0AwL5IPUB9x9kD0jnCRT\/W8S57wmB1Yg8AsC9SD1Dd8ciPbz38HkA\/lq5nfrUuPkaXPQIAqEDqAarzRIsjXPTJ9cyvN4l7sQcAeDupB6htEifZE5ogeNGfU9czv9okPviaBQC8ldQD1HaSPaARJ24BoUdHrmd+g3mcZU8AAIZN6gFq+5\/sAc04yR7AiGzEnje5jnn2BABgyKQeoLKZK5m\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class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-7a78485e\" data-id=\"7a78485e\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-43b18345 elementor-widget elementor-widget-image\" data-id=\"43b18345\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/l_team_16.jpg\" class=\"attachment-full size-full wp-image-4704\" 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-33119009 elementor-widget elementor-widget-heading\" data-id=\"33119009\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Joan Daura Luj\u00e1n<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7f488f59 elementor-widget elementor-widget-heading\" data-id=\"7f488f59\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Professor Titular<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1bb56282 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"1bb56282\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/barcelona.academia.edu\/JoanDauraLuj%C3%A1n\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z 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src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_3.jpg\" class=\"attachment-full size-full wp-image-5098\" alt=\"\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-33ae1900 elementor-widget elementor-widget-heading\" data-id=\"33ae1900\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dra. Marta S\u00e1nchez de la Torre<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-56cd2eb3 elementor-widget elementor-widget-heading\" data-id=\"56cd2eb3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Professora agregada<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-37b72d6a elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"37b72d6a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:martasanchezdelatorre@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/Marta-Sanchez-De-La-Torre\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-36a30\" data-id=\"36a30\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-50f749c9 elementor-widget elementor-widget-image\" data-id=\"50f749c9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_34.jpg\" class=\"attachment-full size-full wp-image-5055\" 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-591efb elementor-widget elementor-widget-heading\" data-id=\"591efb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Xavier Oms Arias<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-741436b4 elementor-widget elementor-widget-heading\" data-id=\"741436b4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Professor agregat<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-47f198ce elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"47f198ce\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:oms@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/FXavierOmsArias\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-3e41dc93 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"3e41dc93\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-64fa707\" data-id=\"64fa707\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-205b749 elementor-widget elementor-widget-image\" data-id=\"205b749\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_25.jpg\" class=\"attachment-full size-full wp-image-5043\" 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-52057ff elementor-widget elementor-widget-heading\" data-id=\"52057ff\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Llu\u00eds Lloveras<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2f4c95d1 elementor-widget elementor-widget-heading\" data-id=\"2f4c95d1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-65c33377 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"65c33377\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:lluislloveras@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/barcelona.academia.edu\/Llu%C3%ADsLloveras\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-41927b87\" data-id=\"41927b87\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b68aaff elementor-widget elementor-widget-image\" data-id=\"b68aaff\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/l_team_4.jpg\" class=\"attachment-full size-full wp-image-4714\" 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-4d3d346e elementor-widget elementor-widget-heading\" data-id=\"4d3d346e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Juan Fern\u00e1ndez Marchena<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-11a78e82 elementor-widget elementor-widget-heading\" data-id=\"11a78e82\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1f2189f8 elementor-shape-rounded elementor-grid-0 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\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src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/MS_serp.jpg\" class=\"attachment-full size-full wp-image-6226\" alt=\"\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-3c6e3758 elementor-widget elementor-widget-heading\" data-id=\"3c6e3758\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dra. Montserrat Sanz Borr\u00e0s<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7b499b4d elementor-widget elementor-widget-heading\" data-id=\"7b499b4d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-160feb01 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"160feb01\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:montsesanzborras@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/Montserrat-Sanz-Borras\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/MontserratSanzBorr%C3%A0s\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-9c783a5\" href=\"https:\/\/scholar.google.es\/citations?hl=es&#038;user=Jurd2rgAAAAJ&#038;view_op=list_works&#038;sortby=pubdate\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 512 512\"><path fill=\"#4285f4\" d=\"M256 411.12L0 202.667 256 0z\"><\/path><path fill=\"#356ac3\" d=\"M256 411.12l256-208.453L256 0z\"><\/path><circle fill=\"#a0c3ff\" cx=\"256\" cy=\"362.667\" r=\"149.333\"><\/circle><path fill=\"#76a7fa\" d=\"M121.037 298.667c23.968-50.453 75.392-85.334 134.963-85.334s110.995 34.881 134.963 85.334H121.037z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-1e7b22d3\" data-id=\"1e7b22d3\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2d049df2 elementor-widget elementor-widget-image\" data-id=\"2d049df2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/l_team_6.jpg\" class=\"attachment-full size-full wp-image-6114\" 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-7d3c98fa elementor-widget elementor-widget-heading\" data-id=\"7d3c98fa\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Jos\u00e9-Miguel Tejero C\u00e1ceres<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6243b2ec elementor-widget elementor-widget-heading\" data-id=\"6243b2ec\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d13b8f7 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"d13b8f7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:jmtejero@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-41bc68da\" data-id=\"41bc68da\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-39aaafd1 elementor-widget elementor-widget-image\" data-id=\"39aaafd1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Adrian-Arroyo_web.jpg\" class=\"attachment-full size-full wp-image-6603\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Adrian-Arroyo_web.jpg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Adrian-Arroyo_web-276x300.jpg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\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-3e0abc78 elementor-widget elementor-widget-heading\" data-id=\"3e0abc78\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Adri\u00e1n Arroyo<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-43fe3168 elementor-widget elementor-widget-heading\" data-id=\"43fe3168\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6afd46a elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"6afd46a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:adrian.arroyo@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-36c6a875\" data-id=\"36c6a875\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-63acbc0f elementor-widget elementor-widget-image\" data-id=\"63acbc0f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_68.jpg\" class=\"attachment-full size-full wp-image-5200\" 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-789631b4 elementor-widget elementor-widget-heading\" data-id=\"789631b4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dra. Lua Valenzuela Suau<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-61644c15 elementor-widget elementor-widget-heading\" data-id=\"61644c15\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2813dd1d elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"2813dd1d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:montsesanzborras@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/Montserrat-Sanz-Borras\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/MontserratSanzBorr%C3%A0s\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-29d188ca elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"29d188ca\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-4c40b6d\" data-id=\"4c40b6d\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6a8e2d08 elementor-widget elementor-widget-image\" data-id=\"6a8e2d08\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_10.jpg\" class=\"attachment-full size-full wp-image-5132\" 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-29b5a291 elementor-widget elementor-widget-heading\" data-id=\"29b5a291\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Juan Ignacio Morales Hidalgo<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-61df88a5 elementor-widget elementor-widget-heading\" data-id=\"61df88a5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-65e121b3 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"65e121b3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:jimorales@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/Juan-Ignacio-Morales\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/independent.academia.edu\/JUANIGNACIOMORALESHIDALGO\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t<a class=\"eael-wrapper-link-51741971 --eael-wrapper-link-tag\" href=\"https:\/\/www.ub.edu\/serp\/web\/llic-raul-bartroli-isanta\/\"><\/a>\t\t<div data-eael-wrapper-link=\"eael-wrapper-link-51741971\" class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-51741971\" data-id=\"51741971\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2ba29465 elementor-widget elementor-widget-image\" data-id=\"2ba29465\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/l_team_69.jpg\" class=\"attachment-full size-full wp-image-4695\" 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-188514c5 elementor-widget elementor-widget-heading\" data-id=\"188514c5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Aitor Calvo<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7c8bd784 elementor-widget elementor-widget-heading\" data-id=\"7c8bd784\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-240e2ea8 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"240e2ea8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:aitor.calvo@ehu.eus\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 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IPUAANAds+wBANB2Ug8AAD8aZA94xTx7AAC0ndQDAMCPmuwBr5hlDwCAtpN6AADoinn2AABoP6kHAICumGcPAID2k3oAAOiKWfYAAGg\/qQcAgK74X\/YAAGg\/qQcAgK6YZw8AgPaTegAA6Ip59gAAaD+pBwAAAKAMqQcAgK6YZQ8AgPaTegAA6IpF9gAAaD+pBwAAAKAMqQcAAACgDKkHAAAAoAypBwCAbphlDwCALpB6AADohkX2AADoAqkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoIyfsgcAAAAREXEcw+wJnTaOefYEgDaQegAAoB1+i1H2hE6bSj0AES5wAQAAABQi9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAVNNkDANpB6gEAACoYZA8AaAepBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAAAAoAypBwAAAKAMqQcAAACgDKkHAACo4JfsAQDtIPUAAAAVDLIHALSD1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAAAAUIbUAwAAAFCG1AMAAABQhtQDAABUMMweANAOUg8AAFDBMHsAQDtIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AAAAAGVIPQAAAABlSD0AAAAAZUg9AADQDofxr87+z2X2HzwA7kk9AABADaPsAQBtIPUAAAAAlCH1AAAAAJQh9QAAAACUIfUAAAAAlCH1AAAAAJQh9QAAAJt6nz0AgHtSDwAAAEAZUg8AAABAGVIPAAAAQBlSDwAAAEAZUg8AAABAGVIPAACwqSZ7AAD3pB4AAGBTg+wBANyTegAAAADKkHoAAAAAypB6AACAzTTZAwD4TuoBAAA2M8ge8NUiewBAG0g9AABADbPsAQBtIPUAAACbGWYPAOA7qQcAANjMMHsAAN9JPQAAdMMoewAAdIHUAwAAbOaX7AEAfCf1AAAAmxlkDwDgO6kHAADYzCB7AADfST0AAMBmmuwBAHwn9QAAAACU8VP2AABYwvCND\/m+9dcvb\/rDn1vELPt3HaD1RtkDAHhI6gFg20ZP\/pLmmVccfnn2ZYcm\/b2H8xf\/mnnMv\/7Wp4j4noFmsUjeDP3RyK8A8BapB4B7TzPL6NGf\/\/eT1xgGPXqf4fvJodEzf+1dCJrHP3EXf5wHgl0YZA\/gWaPsAV8tsgcAtIPUA9B9Ty8vPQ0wTyPN9q48EfHSH89ZLGIe\/3wNP9PskQClzbIHALSD1AM81MTV16sp96Y\/\/LnvF1jYRLP01aWfn8kH+VecWF7z5C+ZRsSnWMTMv56AMt5nDwDgIakHeGgQo0eHsM\/f+L94\/ofVTyv+7Z+3\/Qswq59jeft60s+v\/H2KMjw1iodXHeYxF35gBY3Tca00yB4AwENSD7CZ5+PJKHsWdMQwhg\/+9TKNefwTU9kHXjTIHsCzmuwBADwk9QBAW4wi4v4s3TTm8XfMfN8LaL0mewAAP5J6AKCNRt9+ax6zr9Fnnj0K0v2SPYBnDLIHAPAjqQcA2m0YwziKiIhFTOPvmDrpQ48NsgfwjFH2gG\/m2QMA2kHqAYCuGMRRHMV5RMy\/RR+AbD9nD\/jmn+wBAO0g9QBA9wzj+OtvTeOTcz70yCh7AM9osgcA8COpBwC6bBSjOI+I2dfos8geBPROkz0AgB9JPQBQQRNNnIbkQ32Ni4st02QPAOAxqQcAKrlPPtP4FBM\/ElPQIHsAjzTZAx6YZw8AaIf\/yx4AAOzAKM7jc\/w3PsZxDLPHwBY12QN45JfsAQ\/MswcAtINTPQBQ1903u+6udf3pjA9Lm2UPeMUgewCPNNkDAHjMqR4AqK+J0\/gc\/42bOPKDMktYZA94RZvOkBDhq2gALST1AEBfDOI4Pn691DXIHgNrGmQP4AdN9oAfzLMHALSD1AMAfXMUN\/HfuI1Tr\/jQQaPsAfxglD3gB\/PsAQDtIPUAQD+N4iq+xGfBh84ZZg\/gARfqAFpI6gGAPmviKr640kWnDLMH8MAoewAAT0k9AMDdla6PcZQ9hJaYZg94VZM9gG+GrQpvs+wBAG0h9QAAd47iY\/w3bvwgTcv9nD2Ab0bZA36wyB4A0BZSDwDw3SCO43N88YIPLdZkD+Cb99kDAHiO1AMAPDb8+oLPUfYQ0iyyB7xilD2Ab0bZA34wyx4A0BZSDwDwvKP4GF\/iwvmeXpplD3hVkz2AiGjbSz0R\/8seANAWUg8A8LJhnDvfQ+sMswcQEW070wPAN1IPAPCWu\/M9pz7ITkt4IaYdfs0e8MgsewBAW0g9AMAy7t7vuXGeoic+ZQ94VZM9gIho36meRfYAgLaQegCAZQ3iOL7Ebet+wKNvRtkDiIhR6875LbIHALSF1AMArGYUt\/EljrNnsFPz7AFvaLIH0LrrWy5wAXwj9QAAqxvGTXyJi9b9t\/psyzx7wBtG2QPwWDtAe0k9AMB67r7OJfeQwcPM2dr2oXVnegAekHoAgPUNvuaeYfYQtmyaPeANTfaA3jvKHvDEInsAQHtIPQDAZu5yj29zsU\/tO1PSN79lD3hinj0AoD2kHgBgG47lnmKm2QPecJQ9oNeGLTxX9U\/2AID2kHoAgG05js\/e7mFPvNaT6Sh7wDMW2QMA2kPqAQC2Z+Cp5jI+ZQ94wyh7QK+17\/qWZ5kBHpB6AIDtus89sEuDFl4h6oumlX\/sF9kDANpD6gEAtu8u9xxnz2AD0+wBbzrKHtBbbTzT41QPwANSDwCwG8O4iVvXbDprkT3gTb9mD+it4+wBz5hnDwBoE6kHANidUdzGR9\/l6qRZ9oA3NX5lpThq5Vtc8+wBAG0i9QAAu3XkoeaOmmUPeNNR9oBeauf1rXn2AIA2kXoAgN07j8+tvPTBa+bZA97kg+v7N2xpYPsnewBAm0g9AMA+3L3c02TPYAV\/Zw94UzuvEtV2nD3gBbPsAQBtIvUAD81j4v9ZAnZmFJ9d5eqQWfaAJRxlD+id37MHvGCePQCgTaQe4KF5fIh38a84jLO47sCHdoHuOY\/PfjzviHn2gCX4Ctd+Hbc21c6yBwC0yU\/ZA4BWmn7LPE0Mo4n3MfSdE2BLhvExJnHSgY95990se8ASjmLYiSRVhTM9AJ3gVA\/wullM4iIO4+DBWZ9F9iig847iS5xmj+BNs+wBSzjKHtAjo9a+tjXPHgDQLk71AMv7ftZnGMMYxc8xjFH2KKCjBnEVv8aJH9FabdbaH+2\/+y2usyf0RlvP9ER8yh4A0C5SD7COecwfXfH6JYYd+IEAaJdRfI5LP6i3WPu\/wRXRRNOJ00fd19bPrEc41QPwiNQDbGoWs5h8\/e1RDGMY76Np7bONQLs429Nus+wBS\/k9TrIn9MJ59oBXzLIHALTLv2IUt9kjeNWhryDRSYNoYuSsD7CURZzFOHsEz\/p\/2QOWsIgDr8jt3DC+ZE94xb+yB0DPqAhtd+hUD7Abiwcv+4yiiV+iEX2AFwziJn71Ta5W6sJrPYM4kgp3zpkegA7xBS5g96ZxHSfx7us3vCYuagDPOIovHnpvoWn2gKW0OUPUMIzj7AmvmGUPAGgbqQfYp2lcx4c4iP\/Eh7j2\/5oBPxjEbVxlj+CRLjzMHL4HuXPtjmnd+FUKsEdSD5BhEZM4+3rOR\/IBvjuNzzHMHsED0+wBS2rvZ8ArGLX6TI9TPQBPSD1Armmcxbv4T5zE2CsdQEQ08bnFn3Tun3lHLt0eSYQ71O4zPd0JkgB7I\/UAbbCIcZzEf+JdXHfkhwpgdwbx0UWuFplmD1hS23NEdx21\/HrcLHsAQPtIPUCbzOIsDgQfwEWuFunKOyjHfsXsSNvD6yx7AED7SD1A+9wHH1e6oM+a+NzyswR9Mc0esDTv9ezCResTWldiJMAeST1AW83iJA7ixH9bB701iNu4yB5BzDpzzvI4BtkTyhl2IKBNswcAtI\/UA7TZIsbxLg5jkj0ESHIeH\/34nm6aPWBJA+\/1bN1VB\/71N8seANA+Ug\/QftP4EAcxzp4BpDiK29ZfIKnuU\/aApZ36tbJVow58DW+aPQCgjaQeoBvmcRIHTvdALzXxOZrsEb02zR6wAud6tmcQN9kTltCdEAmwR1IP0B3z+BCHDmpDDw3icxxnj+ixeYf+nfdYFtya806ckZpmDwBoo5+yBwCsZBrv4jTOO\/B2QHXzZx5qncX\/Vv6\/2YXRg9\/+97cf+0Yr\/\/3QLjfxS5xlj+itaYcCylUcZk8oYRSn2ROWMs0eANBGUg\/QPdcxiasOvB\/QNdOvfzqPf77+1uKH\/yZ\/usrfWSt+T54ziObb\/\/45hhHRCIedcRqDOItF9oxe+rMjP\/ZH3L0vM8ke0XnduLzVpf9kAtgrqQfoonl8cLZnLdOIuH\/ZYPb1R+Zp9qi9Wnz9\/Z388JcOv\/7Pz1\/\/lLY6jiYOxZ4Es1h06N9xr6Sejd105N8JvdQD8CypB+iq65jGTYeuFOzb3WWpT99+a5o9qNUeXy1rYhCj+Hc0zvy0ThO38WFPVwF5aNKh15KGcREX2SM67bgzJ2en2QMA2ulfMYrb7BG86tB\/iMGLBnHTmf93dJ8u\/ZCzRYNooomfo\/HaT2ssPNCe4Cg+Zk9YyYEguLYmbjsTuf+VPQB6SkVou0OneoAuW8SHuOrQCxJ00SKm35L7MJpo4r2zPskGcSv27N2kU1e4Im48zrymQdx05p\/pSfYAgLbysXWg687iJHsCvTGPSVzEYfwnDuIkrsWGNIO47dB1oiom2QNW0pXvR7XPVYeuRnupB+AFUg\/QfWOxh72bxzjO4l38Kw7j0kXbBIO4EXv27K\/sASs678jDwu1y3Kl\/XU2yBwC0lQtcQAXjiI58FpZ67q93jWIU773ns1c3cfevfvaja1e4Bi5xrWzUqf8snXuPCeAlTvUANTjZQ7bp16tdH+Lajx9742TPfk2yB6zIJa7VNB17enuSPQCgvaQeoIpxXGdPgFjEJM7iIA7izI8heyH27FPXrnB1692ZbF16jvlO9349AuyN1APU4Udr2mMe1\/Eh\/hMnMY5F9pjixJ79mXTwV\/PHjuWLLIO47VgWW3glDeBlUg9QyYkvItEqixjHSfwnPgg+OyX27M84e8DKhp16fSZP984\/TbIHALSZ1ANUsogTP1DTQpOvwWeSPaQssWdf\/swesIajuMie0Hpd\/FeQ61sAr5B6gFpmcZY9AV4w+Xqla5o9pKQu\/qjaRbNOnp08j6PsCa3WxX\/1LKRzgNdIPUA1Y\/\/vHy22iHEcxkFc+krX1nXxx9Uu6uK5noibzl1P2p9u\/itnkj0AoN2kHqAel7hou3lcxIELXVvXzR9Zu2acPWAtA88zv6Cr\/6pxfQvgVVIPUM\/CJS46YRIfnO\/ZMmc3dm\/R0dgzjFux54muhh7XtwDeIPUAFY29hkJH3J3v8X7P9nTtg9Fd9Ef2gDU1cZs9oWW6Gnpc3wJ4k9QD1HSZPQBWMI7DOOzoWYm2GYg9O9fNp5kjIhofXv9mEJ87G3q6mxsB9kbqAWqa+rGZjpnGSRz4dbsFg7hxUWfHuvuD9rHYExFdT6LzzsZGgL2ReoCqnOuhe+ZxEv+JSw+Lb6jxKsuOjTv8a1TsiWjiS4dDT5dTI8DeSD1AVXPnI+ikRVzEgdyzIRd1dq3LP2z3PfYcdz6FTrIHALSf1APU5VwPXSX3bO6o5z\/O79p19oCNdD92rO+q8xccJ75aCPA2qQeoy7keuuwu91xnz+iw4w4\/Ott+Xf3k+r1RL2PPMD7HafaIjf2ZPQCgC6QeoLIuXzGAiEWceap5Azcxyp5QWNfPTTadfph4HUfxucDv8dz1LYBlSD1AZbOYZk+ADc3jJA79Sl7TxwI\/2rZV989NNnHbmxg4iKv4WOIck\/8KB2ApUg9Qm4PeVDCNw\/jgfYo1+PD6LnX9XM\/dJ8dPs0fswajExa2I7l8cBNgbqQeorcufBIaHJvGuwI\/W++dbXLvT\/XM9EVHmtMtLBnEVtzHMnrElE\/+ZDrAcqQeobpw9ALbk7qHmafaMzjmKi+wJZdWIjzXesHn59+00e8QW1fgVB7AHUg9QnStcVDKPw\/jgv9de0XlvXmTZtxrneu6+THWRPWIHv1e38bHMeZ4In1kHWIHUA1Q3i1n2BNiqiY+wr6zWD7xtUueUxXmpsz2DuIov5RKnJ5kBlib1APU510M1iziLQ\/\/99goG8TF7QlFVzvVERDTxOS4KvNsziIv4Uura1p2p66sAy5N6gPom2QNgB6bxztmeFTRxlT2hqDrneiLuzvaMskds4C7znBcIVk\/V+pUGsGNSD1Df3BUuSro727PIntEZp3GUPaGkebEfwYdx29EvVlXOPM70AKxI6gH6YJo9AHZkGgfOrS3tppM\/wLffdbngOIovHfvVMoyrwpknwpkegBVJPUAfeK2HuhbxIc7K\/ai9G4O4yZ5Q0qLkj+HHnck9o\/gYX+K0cOZxpgdgZVIP0AczPwhT2nUcuqa4lFHBT2q3wXXRX393uafJnvGiYZzGl7jtwdXEijERYKekHqAfJtkDYKdmcVjoS0i7dN7iH9y77Cx7wM4cx+e4jePsGY8M4jg+xpe46sS5o0050wOwMqkH6IdP2QNgxxZxEifZIzrhpvRFlyzT0kF9FDfx37hqRSa8izz\/jZsenOW5VzckAuyM1AP0wzR7AOzBON65rPimJs6zJ5R0UvzX3iBO43N8jtO0czRNXMTnnkWeiIhx0euBADsl9QD9MI959gTYg1kc+LHoTacxyp5QUM3HmR9r4iq+xJe42uOvoSZO42P8Nz738vrhwpkegHVIPUBfTLMHwF4s4p1Xe97kEtcuXPfm32eHcRq38f\/iNi52lnyaOI6ruI3\/F5\/jKo56+yv2j+KnxQB25KfsAQB78nf2ANibk\/g7rrJHtNowzp0V2IGz+Jw9Ya9GMYrziJjFLP6J6YbnRwfRxCCa+CWGPTy987y5b+YBrEfqAfpimj0A9ug6FnHV23MAyziNv\/y7wtbN4rKXLyE10UR8\/T2fxSJm8b9YfLtKOX3ytx788Fu\/xCAG4s6zPDUPsCapB+iLWfYA2KtxzOJW7HnFVbzLnlDQRfza82jRRHgLaksmcizAurzVA\/THNHsA7NUsDj1H\/orG1ZCdcA6D7Vj4tQSwPqkH6I9Z9gDYs1m88+v+Fedpn82ubNaLL3Gxe5ceZAZYn9QD9IeHmemfRRyKPa+4yR5Q0oUzlGxsGtfZEwC6TOoB+mOWPQASiD2vGcVx9oSSTpzHYCMubwFsSOoB+mOWPQBSiD2v8Z2yXZj7QZ2NXHpnDGAzUg\/QJ7PsAZBC7HnZoJcfB9+9ies3rM2vHoCNST1An8yzB0ASsedlpx5n3okzv+JYi8tbAFsg9QB94mFm+kvseZnHmXfjgxd7WINfNwBbIPUAfTLLHgCJxJ6XjGKUPaGkeXzInkDnXPp+G8A2SD1AnyyyB0AqseclzvXsxjTOsifQKdO4yJ4AUIPUA\/TJNHsAJFvEoTernjH00fUduY5x9gQ6Y+EcGMC2SD1AvyyyB0CyhZcwnuWj67vieWaWdejfmwC2ReoB+mWWPQDSzfxA9YxBnGZPKGrh1xtLOfGf0ADbI\/UA\/TLPHgAtMPOCyjN+d65nR8Qe3uaqH8BWST1Av\/yTPQBaYSz2PDGI8+wJZc28wcKr\/DsSwJZJPUC\/zLMHQEv479CfOo1h9oSypnGSPYHWcs4QYOukHqBf5tkDoDW8jPGUcz27MxZ7eJbXwwB2QOoB+mWRPQBaxA9Yjx0717ND47jMnkDrLOLEvw8BbJ\/UA\/TLLHsAtMgiDrMntI5zPbt04dogP1jEof9cBtgFqQcA+ssbGY8517NbJ2IP3wg9ADsj9QB9M8seAK3ieebHnOvZLbGHO0IPwA5JPUDfLLIHQMucea78B8717JrYg9ADsGNSD9A3i+wB0DKL+JA9oWWOsweUJ\/b0ndADsGNSD9A3f2cPgNbxYs+Pfo9B9oTyTnyNq8eEHoCdk3oAgOuYZk9okUGcZk\/ogYs4yZ5ACqEHYA+kHqBvFtkDoJU++NfGA79lD+iFsdjTQ7M4EHoAdk\/qAfpmlj0AWmnhx+4Hht7r2YtxvJMYe2UWh\/4ZB9gHqQcAiIiYxCR7Qov8nj2gJ2Zx6AtwvSHtAeyN1AMA3DnxY9g3TYyyJ\/TELN45bdkLl04OAuyP1AP0zSx7ALSWS1wPea9nXxbxzsfXi1vEh7jIHgHQJ1IP0DeL7AHQYi5xfXccw+wJPXISZ9kT2JlZHPp3FoD9knoAgO\/O5NBvjrMH9Mq1B3uLmvi4OsD+ST0AwHfzuMye0BqucO3XNA5imj2CLTuLDxIewP5JPUD\/zLIHQKtd+9fIV8M4yp7QM4s4lBoLmcW7uM4eAdBPUg\/QP4vsAdByXk2551zP\/l24yFXEtYtbAHmkHgDgR1PfQ\/rqyNPMCaZx4BHfjlvEB+9+AWSSegCAxy79kPbVcfaAXhIKum0i1gFkk3oAgMfm8Uf2hJZwhSvLdbzzSHMHzeODh5gB8kk9QP\/MswdAB1z7YS0iIoYxyp7QW\/M4dLanY67jnfM8AG0g9QD980\/2AOiAhceZv3KuJ5N00B3TeCfNAbSF1AMAPGfsBFxEhA+uJ7u7EDTPnsGrFnHie1sAbSL1AADPu8we0AoDTzOnm8Q7vxpbaxGXceCrfQDtIvUAAM8bexY3IiJ+zR5ALOLCV51aaRzv4sK1LYC2kXoAgJc4SRERcRSD7AnE3VUul4TaZBIHceJyHUAbST0AwEumzvVEhPd62mMa78SFVpjGoTeUANpL6gEAXuZcT4QrXO0yjoM4cWUo0TgO41AGBmgzqQfon2n2AOiQqf\/ePlzhap9xHMSl3JPgLrRNs2cA8DqpBwB4jXM9Ea5wtc\/dQ80uc+3P3Ze2\/BEH6ASpBwB4zdiPduEKVzstvp4xmWcPKW8eJ3EQF\/5IA3SF1AMAvM65Hle42mwcB\/HBlaKdGcdhHMTYdTmALpF6AIDXTfyQFxGj7AG8YiJH7MA8zuI\/XuYB6CKpBwB43SL+yJ7QAq5wtd3dJaMzl4y2YBHjeBcHcS2eAXST1AMAvGWcPaAFjrIHsIRFXMdBHDrfs7ZFjOND\/CdOYpY9BYD1ST0AwFvmYk8MosmewJKmcRIHcRKT7CGd8j3yTLKnALApqQcAeNuf2QNa4LfsAazgLlwcxJnTKW+aizwA1fyUPQAA6IBpzGOYPSLZKHsAK5vHdVzHMI7iN6eynjGLv2IihgHU41QPALAMn1xvfHC9o+ZxHe+cWnng\/hzPu7gQegAqcqoHAFjGJG6yJ6Q78mZRhy1iHOOIOIr3MerpGZ95TONTTH2lDKA6qQcAWMYixnGcPSLZe6mngElMImIYo3gfo55cS5zGLD7FTOIB6AupBwBYzp+9Tz2j7AFszfzrGZ9hjOKXoqd8ZjGLv2PqihZA\/0g9AMByPM08jMaPzcXMv53UGsUofomm47\/GFzGLTzGPmV+pAH0m9QAAy\/ozzrMnJBv5AbqsaUwjImIQTTTxSww7c4prFov4FPOYxywW2WMAaAOpBwBY1rj3qed9XGdPYMcW36JPxDCG0cQg3segRVe85jGPefzz9U\/n2XMAaB+pBwBY1jxmLfqBN8MoewB7NY\/5t+xzF37uks\/7r39u9+7+0T\/F3dWseLAGAF4k9QAAy\/uz56ln4LWeHrs7QTP54S+7Cz7fz\/z8EoNn\/vqHps\/8PX\/69lv3V7Cc1gFgA1IPALC8SVxlT0gm9fDQfZKZZA8BgO\/+L3sAANAh896HjvfZAwAAXif1AACr+DN7QLJR9gAAgNdJPQDAKibZA5INH73FAgDQMlIPALAKV7hG2QMAAF4j9QAAq\/kre0CyJnsAAMBrpB4AYDWT7AHJPMwMALSa1AMArGb29fPSfdVkDwAAeI3UAwCsapo9INUghtkTAABeJvUAAKvyWg8AQGtJPQDAqqbZA5I12QMAAF4m9QAAq1r0\/IPrHmYGAFpM6gEAVtfvK1xN9gAAgJdJPQDA6qbZA1INYpA9AQDgJVIPALC6afaAZE32AACAl0g9AMA6ptkDUjXZAwAAXiL1AADr+JQ9INXP2QMAAF4i9QAA65hmD0jVZA8AAHiJ1AMArGOaPSBVkz0AAOAlUg8AsJ5Z9oBEvsEFALSW1AMArGeaPSBVkz0AAOB5Ug8AsJ6\/swekGmYPAAB4ntQDAKxnlj0g1TB7AADA86QeAGA9s+wBqX7JHgAA8DypBwBY1zR7QKJB9gAAgOdJPQDAumbZAxKNsgcAADxP6gEA1tXvh5kBAFpJ6gEA1jXLHpBqlD0AAOA5Ug8AsK5Z9gAAAB6TegCA9c2yByQaZQ8AAHiO1AMArG+ePQAAgB9JPQDA+vr8MPMv2QMAAJ4j9QAA65tlD0g0yB4AAPAcqQcAWN88e0CiYfYAAIDnSD0AwPpm2QMSDbMHAAA8R+oBADYxzx4AAMBDUg8AsIl59oBETfYAAICnpB4AYBOz7AGJBtkDAACeknoAgE38L3sAAAAPST0AwCZm2QMSjbIHAAA8JfUAAJtYZA8AAOAhqQcA2MQsewAAAA9JPQDAJhbZAxL9nD0AAOApqQcA2Mw8e0CaYfYAAICnpB4AYDPz7AEAAHwn9QAAAACUIfUAAJv5lD0gzTB7AADAU1IPAMB6htkDAACeknoAgM0ssgcAAPCd1AMAbGaWPQAAgO+kHgAAAIAypB4AYDOL7AEAAHwn9QAAm5llD0g0yh4AAPCY1AMAAABQhtQDAAAAUIbUAwBsap49AACAe1IPALCpefYAAADuST0AAAAAZUg9AAAAAGVIPQAAAABlSD0AwKYW2QMAALgn9QAAm\/o7ewAAAPekHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AAACAMqQeAAAAgDKkHgAAAIAypB4AgHUtsgcAADwm9QAArGuWPQAA4DGpBwAAAKAMqQcAAACgDKkHAAAAoAypBwBgPbPsAQAAT0k9AADrWWQPAAB4SuoBAAAAKEPqAQBYzyJ7AADAU1IPALCp99kDkvydPQAA4CmpBwAAAKAMqQcAYD3z7AEAAE9JPQAA65lnDwAAeErqAQA2NcgeAADAPakHANhUkz0gyTR7AADAU1IPAAAAQBlSDwDAOmbZAwAAniP1AACbGWYPSLLIHgAA8BypBwDYzDB7QJJZ9gAAgOdIPQAA6\/hf9gAAgOdIPQDAZobZA5LMsgcAADxH6gEANjPMHpBkkT0AAOA5Ug8AwDqm2QMAAJ4j9QAAm3mfPSDFInsAAMDzpB4AgNXNsgcAADxP6gEANjPMHpBilj0AAOB5Ug8AsJlh9oAUPrUOALSU1AMAbGKYPSDJNHsAAMDzpB4AYBPD7AFJZtkDAACeJ\/UAAJsYZg9IsfAFLgCgraQeAGATw+wBKWbZAwAAXiL1AACb+Dl7QIpZ9gAAgJdIPQDAJobZA1L8nT0AAOAlUg8AsIkme0CKWfYAAICXSD0AwPoGMciekGKWPQAA4CVSDwCwviZ7QIpp9gAAgJdJPQDA+prsASlm2QMAAF4m9QAA6+vn97c8ygwAtJjUAwCsr8kekGKaPQAA4GVSDwCwviZ7QIJFzLMnAAC8TOoBANbVz+9vTbMHAAC8RuoBANbVZA9I4aUeAKDVpB4AYF2j7AEpptkDAABeI\/UAAOv6JXtAimn2AACA10g9AMC6muwBCabZAwAAXif1AADrGcQwe0KCT9kDAABeJ\/UAAOtpsgekmGYPAAB4ndQDAKxnlD0gxTR7AADA66QeAGA977MHJJhkDwAAeIvUAwCsp8kekMBLPQBA60k9AMA6mhhkT0gwzR4AAPAWqQcAWMcoe0CCecyyJwAAvEXqAQDW0ceXeqbZAwAA3ib1AADrGGUPSPBX9gAAgLdJPQDA6rzUAwDQUlIPALC6UfaABNNYZE8AAHib1AMArK6PL\/W4vgUAdILUAwCsbpQ9IMEkewAAwDKkHgBgVaMevtQzi3n2BACAZUg9AMCqfs0ekGCaPQAAYDlSDwCwqlH2gAR\/Zg8AAFiO1AMArGYYTfaEvZvHLHsCAMBypB4AYDWj7AEJJtkDAACWJfUAAKvp40s9rm8BAJ0h9QAAqxjEUfaEvXN9CwDoEKkHAFjFUfaABJPsAQAAy5N6AIBVuL4FANBqUg8AsLw+Xt+aub4FAHSJ1AMALO8oe0ACZ3oAgE6RegCA5fXx+tYkewAAwCqkHgBgWX28vjWJefYEAIBVSD0AwLKOsgck+Ct7AADAaqQeAGBZv2UP2LuF61sAQNdIPQDAcoYxyp6wd5NYZE8AAFiN1AMALOc4e0CCP7IHAACsSuoBAJbTv+tb85hlTwAAWJXUAwAsYxTD7Al750wPANBBUg8AsIz+nemJGGcPAABYndQDALxt0MOXesaeZAYAukjqAQDedpo9IIHrWwBAJ0k9AMDb+nd9a+ZJZgCgm6QeAOAtx55kBgDoCqkHAHhL\/870LDzJDAB0ldQDALyuiVH2hL1zpgcA6CypBwB43e\/ZAxKMswcAAKxL6gEAXjPs5WfW59kTAADWJfUAAK\/p45ke17cAgA6TegCAlw16eKZn6jPrAECXST0AwMtOY5A9Ye8uswcAAGxC6gEAXjLo4fWteUyzJwAAbELqAQBe4kwPAEDnSD0AwPP6eaZnnD0BAGAzUg8A8DxnegAAOkjqAQCe40wPAEAnST0AwHP6eKbnz+wBAACbk3oAgKf6eKZnEdfZEwAANif1AABPXfXwTM8fscieAACwOakHAHhsGMfZE\/bOmR4AoAipBwB47CZ7QAJnegCAIqQeAOBHoxhlT9i7uTM9AEAVUg8A8KM+num5dKYHAKhC6gEAHjqNYfaEvZvHOHsCAMC2SD0AwHeDOM+ekOAyewAAwPZIPQDAd338yLozPQBAKVIPAHBv1MOPrEecZA8AANgmqQcAuNfHB5mnMc2eAACwTVIPAHDnoocPMkecZQ8AANguqQcAiIhoevkg8zhm2RMAALZL6gEAIvp5eWvh21sAQD1SDwAQcRFN9oQEf8Q8ewIAwLZJPQBAPy9vzeM6ewIAwPZJPQBAHy9vRVzGInsCAMD2ST0A0Hf9vLw1jXH2BACAXZB6AKDfRr28vOUj6wBAWVIPAPTZoKeXt659ZB0AqErqAYA+u4lh9oQEPrIOABQm9QBAfx3HUfaEFGceZAYA6pJ6AKCvmrjKnpDCg8wAQGlSDwD00yA+xiB7RIqT7AEAALsk9QBAP\/XzlZ6Iy5hnTwAA2CWpBwD66KKnr\/TM4yJ7AgDAbkk9ANA\/R3GePSGJy1sAQHlSDwD0TRM32ROSXMc0ewIAwK5JPQDQL4O46elzzIu4zJ4AALB7Ug8A9MvHaLInJDmJRfYEAIDdk3oAoE9uYpQ9IckkJtkTAAD2QeoBgP44jePsCUkWHmQGAPpC6gGAvjiOq+wJaVzeAgB6Q+oBgH4Y9fa7WxHXLm8BAP0h9QBAHzTxMXtCmrkvbwEAfSL1AEB9Tdz29APrES5vAQA9I\/UAQHX9Dj3XMc2eAACwT1IPANQ2iJseh55ZnGVPAADYL6kHACobxG002SPS+MQ6ANBDUg8A1NXv0BNxGbPsCQAA+yb1AEBVfQ89k7jOngAAsH9SDwDU1PfQM3d5CwDoJ6kHACpq4nOvQ0\/EB59YBwD66afsAQDA1vX78+oREWde6QEA+sqpHgCoRujxSg8A0GNSDwDUctT70OOVHgCg16QeAKjkOD72PPR4pQcA6DmpBwDquIib7AnpTrzSAwD0m2eZAaCKmzjOnpBuHOPsCQAAuaQeAKhgELc9\/7h6RMQszrInAABkc4ELALqvic9CTyy80gMAIPUAQPcdxW0Ms0e0wIeYZ08AAMgn9QBAt1345lZERJzENHsCAEAbeKsHALprEDdxlD2iFTzHDADwldQDAF3VxEcXtyIiYhYn2RMAANrCBS4A6KbT+Cz0RETEPA6zJwAAtIdTPQDQPS5ufee7WwAAP3CqBwC6ZhSfhZ5vPsQsewIAQJtIPQDQLRc+rf6A724BADziAhcAdEcTN9Fkj2iRa9\/dAgB4zKkeAOiK07gVeh4Yx1n2BACA9nGqBwC6YBg3Mcoe0So+sA4A8CynegCg\/S7is9Dzg5kPrAMAPM+pHgBoN+\/zPLWIQx9YBwB4nlM9ANBeg7iKz0LPI0IPAMArnOoBgLY6ipsYZI9onUUcxix7BABAeznVAwBt1MRtfBR6nvFB6AEAeI3UAwBtc3dta5Q9o5VOYpo9AQCg3VzgAoB2uYjfneZ5wUmMsycAALSd1AMA7XEc5zHMHtFaQg8AwBKkHgBoh1Fc+dbWK4QeAICleKsHAPKN4jZuhZ5XnAk9AADLcaoHAHKN4twTzG8Yx3X2BACArpB6ACCPzLOMcZxkTwAA6A6pBwByyDzLEXoAAFYi9QDA\/vnS1rKEHgCAFUk9ALBPgziN32SeJV3GRfYEAICukXoAYF+GcR5HMcie0Rk+rw4AsAapBwD24Th+8zLPSoQeAIC1SD0AsFvDOHZla2VCDwDAmqQeANgdZ3nWI\/QAAKxN6gGAXWjid+\/yrGURJzHJHgEA0F1SDwBs1zB+jyMXtta0iMOYZY8AAOgyqQcAtmUYR\/FbNNkzOkzoAQDYmNQDAJtrYiTybGwWH2KePQIAoOukHgDYxCh+dV1rK2ZxGIvsEQAA3Sf1AMA6hjGK9x5e3ppxnAk9AADbIPUAwGpG8WuMXNbaqnGcZE8AAKhC6gGA5YxiFO9jlD2joJMYZ08AAKhD6gGA1wxiFI3EszOLOIlJ9ggAgEqkHgB4ziia+CUaF7V2ysfVAQC2TuoBgO9G0cTP0TjDsxe+uQUAsANSD0A9P8coIhZOSyypiWE08UsMneDZK9\/cAgDYCakHoJ7jOH7w56YRETGL\/z34c\/OYZ49MNYxhNDGI9zGQd5KcxXX2BACAmqQegOpGD\/53xPkPf93s66mKT1\/\/\/PTrn1ZLQaO4yzs\/xzCGMcye03ueYgYA2CGpB6DPmq9\/Ovr6p+dP\/hazb1ds5vHPt7\/0xxTUnqtiTQwivp7U+Xc0EcJOC83ipDW\/YgAACpJ6AHhNs+b\/3fTVv\/b+Otn6fonBt992CatLJnHihR4AgF2SegDYhdEGfy11eaEHAGDnpB4AYB8W8eGN014AAGzB\/2UPAAB6YBoHQg8AwD5IPQDArl3GoRd6AAD2wwUuAGCXXNwCANgrp3oAgN1xcQsAYM+kHgBgV1zcAgDYOxe4AIBdmMeHmGWPAADoH6d6AIDtu453Qg8AQAanegCA7VrESUyyRwAA9JVTPQDANk3iQOgBAMjjVA8AsC3O8wAApHOqBwDYjmm8E3oAALJJPQDA5hZxFocxz54BAIALXADApiZxEovsEQAAREg9AMBmvM8DANAqLnABAOu79r0tAIB2caoHAFjPLM5imj0CAIAfST0AwOoW8UdcZI8AAOApqQcAWNUkznxtCwCgnaQeAGAV8zhxbQsAoL08ywwALGsRZ3Eg9AAAtJlTPQDAcsZxFovsEQAAvE7qAQDeNo2zmGWPAADgbVIPAPA6r\/MAAHSIt3oAgJfN48TrPAAAXeJUDwDwvEX8Edde5wEA6BapBwB4SuYBAOgoqQcA+JHMAwDQYVIPAPDQdVzKPAAA3SX1AAB3nOYBAChA6gEAZB4AgDKkHgDoO5kHAKAQqQcA+mwelzHOHgEAwPZIPQDQV9P4U+YBAKhG6gGAPhrHHzHLHgEAwPZJPQDQL4v4I8Yxz54BAMBuSD0A0B+ubAEAlCf1AEAfLGISl87yAADUJ\/UAQHXT+DMmPqYOANAPUg8A1DWPSfzhLA8AQJ9IPQBQ0SIm8VdMsmcAALBvUg8AVHMXeRbZMwAAyCD1AEAdIg8AQO9JPQBQgcgDAEBESD0A0HUiDwAAD0g9ANBN85h6eBkAgMekHgDommn8FdOYZc8AAKCNpB4A6IpZTOOTczwAALxG6gGAtlvEOD7F1Hs8AAC8TeoBgLYbxJ+uawEAsJz\/yx4AALzpKnsAAABdIfUAQPuN4ih7AgAA3SD1AEAXONcDAMBSpB4A6IJhnGZPAACgC6QeAOiG8xhkTwAAoP2kHgDohkGcZ08AAKD9pB4A6IrTGGZPAACg7aQeAOgOjzMDAPAGqQcAuuMoRtkTAABoN6kHALrEuR4AAF4l9QBAlzRxnD0BAIA2k3oA6plnD2Cnrnx0HQCAl\/2UPQCArfszLiIiYhBNREQMv3636edv329qxIIOG8Tp13+GAQDgCakHoK5FTN\/82zyMPj8GoF+e5KD7dES28xg7uwUAwPOkHoB+mz347emGf1\/7S0E3384n9dVVfMieAABAO0k9AGzLMqeItuMsPmb\/ziY7itHe\/mgDANApnmUGoHsmMoePrgMA8DypB4AuuswekM5H1wEAeJbUA0AXTWOcPSGdj64DAPAMqQeAbnKuZxCn2RMAAGgfqQeAbpqLPXHe+y+RAQDwhNQDQFddxyJ7Qrqb7AEAALSN1ANAVy3iLHtCulGMsicAANAuUg8A3TWOefaEdM71AADwA6kHgC47yR6QbuhxZgAAHpJ6AOiyaUyzJ6Q799F1AAC+k3oA6DbnegZxlT0BAID2kHoA6LZ5jLMnpDuOJnsCAABtIfUA0HVnPrruXA8AAPekHgC6bhF\/ZE9IN4rj7AkAALSD1ANA91346HpceZwZAIAIqQeAGi6zB6Qb+Og6AAARUg8ANYx9dD3OY5g9AQCAfFIPADU41xNxkz0AAIB8Ug8ANUx9dD1GcZQ9AQCAbFIPAFVc+ui6x5kBAJB6AKhi7qPrMfQ4MwBA30k9ANRx7aPr8bvHmQEA+k3qAaCOhceZYxBX2RMAAMgk9QBQiY+uRxzFKHsCAAB5pB4AanGux0fXAQB6TeoBoBYfXY8YxkX2BAAAskg9AFTjo+seZwYA6DGpB4BqfHTd48wAAD0m9QBQj4+ue5wZAKC3pB4A6vHR9QiPMwMA9JTUA0BFPrrucWYAgJ6SegCoybkejzMDAPSS1ANATT667nFmAIBeknoAqMpH1yOO4ih7AgAA+yX1AFCVj65HRFzFIHsCAAD7JPUAUJePrkcM4zR7AgAA+yT1AFCXj65HRJx7nBkAoE+kHgAq89H1iIib7AEAAOyP1ANAbWfZA1pg5HFmAID+kHoAqG3mo+sRceNxZgCAvpB6AKjuzEfXYxDn2RMAANgPqQeA6hY+uh4Rp9FkTwAAYB+kHgDqu\/DR9Yi4yh4AAMA+SD0A9MFJ9oAWGMVp9gQAAHZP6gGgD6Y+uh4R5x5nBgCoT+oBoB+c64kYxE32BAAAdk3qAaAf5nGdPaEFjmKUPQEAgN2SegDoi0sfXY9wrgcAoDqpB4C+WMRZ9oQWGMZF9gQAAHZJ6gGgP8Yxy57QAucxzJ4AAMDuSD0A9IlzPREucQEAlCb1ANAn0xhnT2iBURxnTwAAYFekHgD6xePMERFXMcieAADAbkg9APTLPP7IntACg7jKngAAwG5IPQD0zUXMsye0wHGMsicAALALUg8A\/eNx5giPMwMAFCX1ANA\/k5hmT2iBYVxkTwAAYPukHgD66CR7QCucxzB7AgAA2yb1ANBH87jMntAKLnEBAJQj9QDQT9c+uh4RozjNngAAwHZJPQD008LjzBERcR6D7AkAAGyT1ANAX409zhwRA5e4AABqkXoA6C\/neiIijmKUPQEAgO2RegDor1mMsye0wo1LXAAAdUg9APTZmceZI2IY59kTAADYFqkHgD5b+Oh6REScRpM9AQCA7ZB6AOi365hlT2gFjzMDABQh9QDQdx5njoho4iJ7AgAA2yD1ANB3U48zR0TE7zHMngAAwOakHgC49DhzRAxc4gIAqEDqAYB5\/JE9oRVGcZo9AQCATUk9ABBxEfPsCa1wHoPsCQAAbEbqAYCIiJPsAa3gEhcAQOdJPQAQETGNSfaEVjiKo+wJAABsQuoBgDtnHmeOiIgbl7gAALpM6gGAOx5nvjOI8+wJAACsT+oBgHseZ75zGqPsCQAArEvqAYDvPM58xyUuAIDOknoA4DuPM98ZusQFANBVUg8APORx5jsucQEAdJTUAwAPeZz53lX2AAAA1iH1AMCPPM58p4mL7AkAAKxO6gGAxzzOfOc8muwJAACsSuoBgMc8znzvJnsAAACrknoA4CmPM99xiQsAoHOkHgB4yuPM985jmD0BAIBVSD0A8ByPM99ziQsAoFOkHgB4nseZ74ziNHsCAADLk3oA4HkeZ77nEhcAQIdIPQDwEo8z3xm4xAUA0B1SDwC8xOPM91ziAgDoDKkHAF7mceZ7LnEBAHSE1AMAr\/E48x2XuAAAOkLqAYDXeJz5nktcAACdIPUAwOs8znzPJS4AgA6QegDgdfO4zJ7QEi5xwf9v7w6P4rqyvQ+ve2u+T78RuB2BjyNwE8GgCAYiuBABEAE4gsYR0BMBrQjUjkA9EdyeCO77AUlGEqBu6D5rn3Wep8plSbbLf+SCKn4+ex8AGACpBwB+5CZW2RMa4RAXAEDzpB4A+LHz7AHNcIgLAKBxUg8A\/NgybrMnNMIhLgCAxkk9ALANlzN\/5hAXAEDTpB4A2MbG5cxfOMQFANAwqQcAtnMTy+wJjXCICwCgYVIPAGzL5cyfOcQFANAsqQcAtrWKm+wJzXCICwCgUVIPAGzvyuXMnzjEBQDQKKkHALa3idPsCc1wiAsAoElSDwDsYuFy5i8uosueAADAt6QeANiN53o+c4gLAKBBUg8A7GYdV9kTmtHFZfYEAAC+JvUAwK4uY509oRkOcQEANEbqAYDdOcT1F4e4AACaIvUAwO6Wscie0AyHuAAAmiL1AMBrnMYme0IzHOICAGiI1AMAr7FxOfMjdzHJngAAwAOpBwBe5yZW2ROaMY2L7AkAADyQegDgtVzO\/JezmGVPAAAgQuoBgNdbxU32hIbMHeICAGiB1AMAr3cV6+wJzZjGdfYEAACkHgB4i02cZ09oyEkcZ08AAEDqAYC3WMQye0JDHOICAEgn9QDA25zGJntCMyYxz54AADB2Ug8AvM06fs+e0JDjOMueAAAwblIPALzVZayyJzTkIqbZEwAAxkzqAYC3cznzXxziAgBIJfUAwNst4yZ7QkNmcZk9AQBgvKQeANiHK5czP3IRXfYEAICxknoAYB82cZo9oSkOcQEAJJF6AGA\/FrHMntCQLq6zJwAAjJPUAwD7cuoQ1yNnMcueAAAwRlIPAOzLOn7PntCUeUyyJwAAjI\/UAwD7cxmr7AkNmbqxBwCgf1IPAOzTefaAphzHcfYEAICxkXoAYJ+WcZM9oSnzmGZPAAAYF6kHAPbryuXMj0wc4gIA6JfUAwD7tYnT7AlNmcVl9gQAgDGRegBg3xaxzJ7QlIvosicAAIyH1AMA+3fqENdXvHYdAKA3Ug8A7N86rrInNKWLi+wJAABjIfUAwCHcxCp7QlPOvHYdAKAfUg8AHIbLmb\/mEBcAQC+kHgA4jFXcZE9oiteuAwD0QuoBgEO5inX2hKYcx1n2BACA+qQeADiUjUNc3\/DadQCAg5N6AOBwlrHIntAUh7gAAA5O6gGAQzqNTfaEpnRxnT0BAKA2qQcADmkT59kTGnMWs+wJAACVST0AcFi3scye0Jg7r10HADgcqQcADs0hrq+5sQcA4ICkHgA4tHX8nj2hMV67DgBwMFIPABzeZayyJzTm2mvXAQAOQ+oBgD6cZg9oztyNPQAAhyD1AEAfVnGVPaExXVxkTwAAqEjqAYB+3MQ6e0JjzuI4ewIAQD1SDwD0Y+MQ13fmMc2eAABQjdQDAH1Zxm32hMZ47ToAwN5JPQDQn\/PYZE9ozCwusycAANQi9QBAfxzi+t5FzLInAABUIvUAQJ8Wscie0ByvXQcA2COpBwD65RDXt6Zu7AEA2B+pBwD6tY6r7AnNOY6z7AkAAFVIPQDQt5tYZk9ozkV02RMAAGqQegCgf6cOcX1j4sYeAID9kHoAoH\/r+D17QnO6uM6eAABQgdQDABkuY5U9oTkncZw9AQBg+KQeAMhxmj2gQfOYZk8AABg6qQcAcqy8ies7k7jLngAAMHRSDwBkuYx19oTmuLEHAOCNpB4AyOMQ1\/fO3NgDAPAWUg8A5FnGTfaEBnntOgDAG0g9AJDpyiGu77ixBwDgDaQeAMi0cYjrCbO4zJ4AADBUUg8A5HKI6ykXMcueAAAwTFIPAGS7ik32hAbdubEHAOA1pB4AyOYQ11Pc2AMA8CpSDwDkW8Qie0KD3NgDAPAKUg8AtODUIa4nuLEHAGBnUg8AtMAhrqe5sQcAYEdSDwC0wSGup7ixBwBgR1IPALTCIa6nuLEHAGAnUg8AtGIT59kTmuTGHgCAHUg9ANCO21hmT2iSG3sAALYm9QBASxzieoobewAAtib1AEBL1nGVPaFJbuwBANiS1AMAbblxiOtJbuwBANiK1AMArXGI62lu7AEA2ILUAwCtcYjraW7sAQDYgtQDAO1xiOtps7jOngAA0DqpBwBa5BDX087iOHsCAEDbpB4AaJFDXM+ZxzR7AgBAy6QeAGiTQ1xPc2MPAMCLpB4AaJVDXE\/r3NgDAPA8qQcAWuUQ13PO4iR7AgBAq6QeAGiXQ1zPuY4uewIAQJukHgBomUNcT5vEPCbZIwAAWiT1AEDLHOJ6jht7AACeJPUAQNsc4nrOSZxlTwAAaI\/UAwCtc4jrOW7sAQD4jtQDAK1ziOt5d27sAQD4mtQDAO1ziOs507jLngAA0BapBwCGwCGu58ziMnsCAEBLpB4AGAKHuJ53EcfZEwAA2iH1AMAwOMT1vHlMsycAALRC6gGAoXCI6zkT1zMDAHwm9QDAUKzjNHtCs7q4zp4AANAGqQcAhmMRi+wJzTqJk+wJAAAtkHoAYEgc4nrePLrsCQAA+aQeABiSjUNcL7h3Yw8AgNQDAMPiENfzJnGXPQEAIJvUAwBD4xDX82auZwYAxk7qAYChcYjrJWeuZwYAxk3qAYDhWcRt9oSGXbueGQAYM6kHAIboPNbZE5o1ibnrmQGA8ZJ6AGCIHOJ6SRfz7AkAAFmkHgAYpmXcZE9o2HFcZk8AAMgh9QDAUF05xPWCizjOngAAkEHqAYChcojrZXPXMwMAYyT1AMBwLeMqe0LDXM8MAIyS1AMAQ3YZq+wJDXM9MwAwQlIPAAybQ1wvcT0zADA6Ug8ADNvKIa4XuZ4ZABgZqQcAhu4yltkTmuZ6ZgBgVKQeABi+09hkT2iY65kBgFGRegBg+NYOcb3I9cwAwIhIPQBQwU0ssic0zfXMAMBoSD0AUINDXC9zPTMAMBJSDwDUsPHa9R9wPTMAMApSDwBUsYjb7AlNcz0zADAKUg8A1HEe6+wJTeviLnsCAMChST0AUIdDXD8yi+vsCQAAhyX1AEAly7jJntC4szjJngAAcEhSDwDUch6r7AmNu3Y9MwBQmdQDANU4xPWySdy7nhkAqEvqAYBqVnGePaFxk7jPngAAcChSDwDUcxPL7AmN62KePQEA4DCkHgCo6DQ22RMadxJn2RMAAA5B6gGAitZu7Pmh65hlTwAA2D+pBwBqWsQie0Lz7ryLCwCoR+oBgKpOY509oXGTmHsXFwBQjdQDAFVtHOL6oS7usicAAOyX1AMAdS3jJntC82bexQUA1CL1AEBl57HKntC8kzjJngAAsD9SDwDU5rXrPzb3Li4AoA6pBwBqW8VV9oQBuItp9gQAgP2QegCguhuvXf+hSdx5FxcAUIPUAwD1OcT1Y97FBQAUIfUAQH1eu74N7+ICAEqQegBgDBZeu74F7+ICAAqQegBgHK68dn0L3sUFAAye1AMA4+AQ13buosueAADwFlIPAIzFKs6zJwzAJObexQUADJnUA1DP37MH0KybWGZPGIAu7rMnAAC8ntQDUE+XPYCGvfPa9S103sUFAAyX1AOMzzR7ACRyY892TuIsewIAwOtIPcD4TLMHQCqvXd\/OtRevAwDDJPUAwNice+36Vq4dhgQAhkjqAYDxOXVjzxYmce8pQABgeKQeABifVVxlTxiESdx58ToAMDRSDwCM0U0ssicMgndxAQCDI\/UAwDg5xLWdY7EHABgWqQegnkn2AAZhE++yJwzEiXdxAQBDIvUA4\/Nb9oCD67IHMBBLN\/ZsaS72AADDIfUAwHhdeu36lrx4HQAYDKkHAMbsnRt7tuLF6wDAYEg9ADBm6zjNnjAQXrwOAAyE1AMA47aI2+wJA9HFffYEAIAfk3qA8emyB\/Rgmj2AQTl3Y8+WOi9eBwDaJ\/UA4zPJHtCDafYABmUTp27s2dJJXGZPAAB4mdQDAKy8dn1rF168DgC0TeoBACJuYpE9YTDmMcueAADwPKkHGJsuewA06jTW2RMG485XEgCgXVIPMDaT7AG9mGUPYIA28S57wmBM4n4kX0sAgAGSegCAB6s4z54wGGIPANAsqQcYm0n2AGjYTSyzJwxGF\/fZEwAAniL1AGPTZQ\/oxd+zBzBY77x2fWtdzLMnAAB8T+oBqKjLHsBgubFnFydiDwDQHqkHGBvPu8DLlnGVPWFATuIkewIAwNekHmBsuuwBvZhkD2DQLt3Ys4O52AMAtEXqAaioyx7AwLmxZxdzn3EAQEukHmBsptkDYADc2LObe7EHAGiH1AOMzTR7QE8m2QMYODf27GIS9z7nAIBWSD3AuEyyB\/Smyx7A4LmxZxdiDwDQDKkHGJcuewAMiBt7dtGJPQBAG6QegJq67AEU4Mae3XRxnT0BAEDqAcZmlj2gN5PsAZTgxp7dnMQ8ewIAgNQDUNNP2QMowo09uznxZA8AkE3qAcblt+wBvZlmD6AMN\/bs5ixOsicAAOMm9QDUNM0eQBlu7NnVXOwBADJJPcC4zLIH9GaaPYBC3Nizq\/mIvtYAAM2ReoAxmWQP6NU0ewCFuLFnV3feggcAZJF6gDHpsgf0apo9gFLc2LObSdyP7CsOANAMqQcYk2n2gF512QMoZRNH2RMGZhL3I\/uaAwA0QuoBxmSaPaBXk+wBFLOK8+wJAzOJO5+HAED\/pB5gTMbzqvXxfbT04SYW2RMGpot7sQcA6JvUA4zJNHtArybZAyjoNNbZEwami\/vsCQDA2Eg9wJhMswf0qsseQEEb1zPvrIt59gQAYFykHmA8ZtkDetdlD6AgN\/bs7kTsAQD6JPUA49FlD\/ARU8Jt3GZPGByxBwDokdQDjMcv2QN6N80eQFGnscqeMDgncZ09AQAYC6kHGI8ue0DvvIOLQ3Fjz+7O4iR7AgAwDlIPMB5d9gAfMWWs4zR7wgDNxR4AoA9SDzAWs+wBCSaOcHEwi7jKnjBAYg8A0AOpBxiLWfaAFF32AAq7jGX2hAESewCAg5N6gLEY36XMEW7r4bDexTp7wgCJPQDAgUk9wFjMsgek6LIHUNrG9cyvIvYAAAcl9QDj0MUke0KKWfYAilvFefaEQRJ7AIADknqAcZhlD\/CRU9Rt3GZPGCSxBwA4GKkHGIfx3lkzyx5Aeaexyp4wSGIPAHAgUg8wDsfZA9L8I3sAI3Dkxp5XmcdZ9gQAoCKpBxiD4+wBicZ6SxF92sRR9oSBuo559gQAoB6pBxiDcT\/ZMssewAis4jR7wkCdiD0AwL5JPcAYzLIHpBp36KIvrmd+LbEHANgzqQeor4tp9oRUx9kDGIlz1zO\/0kncOWgJAOyP1APU98\/sAckmYg+92MQ71zO\/0nHciz0AwL5IPUB9x9kD0jnCRT\/W8S57wmB1Yg8AsC9SD1Dd8ciPbz38HkA\/lq5nfrUuPkaXPQIAqEDqAarzRIsjXPTJ9cyvN4l7sQcAeDupB6htEifZE5ogeNGfU9czv9okPviaBQC8ldQD1HaSPaARJ24BoUdHrmd+g3mcZU8AAIZN6gFq+5\/sAc04yR7AiGzEnje5jnn2BABgyKQeoLKZK5m\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/uni-erlangen.academia.edu\/AitorCalvo\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-421fdf93\" data-id=\"421fdf93\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5bd16674 elementor-widget elementor-widget-image\" data-id=\"5bd16674\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/l_team_71.jpg\" class=\"attachment-full size-full wp-image-4721\" 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-17a7683f elementor-widget elementor-widget-heading\" data-id=\"17a7683f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dra. B\u00e0rbara Mas<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3fc88611 elementor-widget elementor-widget-heading\" data-id=\"3fc88611\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3c4383ae elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"3c4383ae\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:barbara.mas86@gmail.com\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-a040f27\" data-id=\"a040f27\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-74686dca elementor-widget elementor-widget-image\" data-id=\"74686dca\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/Membres_SERP.jpg\" class=\"attachment-full size-full wp-image-4685\" 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-26374ebb elementor-widget elementor-widget-heading\" data-id=\"26374ebb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Joan Carbonell<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cd9274 elementor-widget elementor-widget-heading\" data-id=\"cd9274\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7e854691 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"7e854691\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:carbonell@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-4e05d581\" data-id=\"4e05d581\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4df90b77 elementor-widget elementor-widget-image\" data-id=\"4df90b77\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/www.ub.edu\/serp\/web\/dra-cynthia-belen-gonzalez-olivares\">\n\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/05\/l_team_70.jpg\" class=\"attachment-full size-full wp-image-5041\" alt=\"\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-53e27463 elementor-widget elementor-widget-heading\" data-id=\"53e27463\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dra. Cynthia Bel\u00e9n Gonz\u00e1lez Olivares<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-72fc6454 elementor-widget elementor-widget-heading\" data-id=\"72fc6454\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Profesora asociada<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cbebff8 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"cbebff8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:cynthia.gonzalez@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/Cynthia-Gonzalez-Olivares\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/CynthiaGonz%C3%A1lezOlivares\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-410d210b\" data-id=\"410d210b\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a5e6bb7 elementor-widget elementor-widget-image\" data-id=\"a5e6bb7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/www.ub.edu\/serp\/web\/dr-alejandro-prieto-de-dios\">\n\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/Membres_SERP.jpg\" class=\"attachment-full size-full wp-image-4685\" alt=\"\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-196ff88 elementor-widget elementor-widget-heading\" data-id=\"196ff88\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Alejandro Prieto de Dios<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7fa4adc elementor-widget elementor-widget-heading\" data-id=\"7fa4adc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c8dd802 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"c8dd802\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:alejandro.prieto@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-6db36c42 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"6db36c42\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-11e247f6\" data-id=\"11e247f6\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8acf5dd elementor-widget elementor-widget-image\" data-id=\"8acf5dd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/www.ub.edu\/serp\/web\/dr-jonas-alcaina-mateos\">\n\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Jonas-Alcaina-foto_web.jpeg\" class=\"attachment-full size-full wp-image-6605\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Jonas-Alcaina-foto_web.jpeg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Jonas-Alcaina-foto_web-276x300.jpeg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-2f0097be elementor-widget elementor-widget-heading\" data-id=\"2f0097be\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4864b54 elementor-widget elementor-widget-heading\" data-id=\"4864b54\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Jon\u00e0s Alcaina Mateos<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3d7147f4 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"3d7147f4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:jonas.alcaina@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-58bdd2aa\" data-id=\"58bdd2aa\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2b14ee83 elementor-widget elementor-widget-image\" data-id=\"2b14ee83\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Gerard_Fernandez_web.jpg\" class=\"attachment-full size-full wp-image-6609\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Gerard_Fernandez_web.jpg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Gerard_Fernandez_web-276x300.jpg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\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-fbac43e elementor-widget elementor-widget-heading\" data-id=\"fbac43e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Gerard Fern\u00e1ndez Molina<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-10674cf5 elementor-widget elementor-widget-heading\" data-id=\"10674cf5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9d87c6a elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"9d87c6a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:gfernandez@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-6899894\" data-id=\"6899894\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-56948fd elementor-widget elementor-widget-image\" data-id=\"56948fd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/www.ub.edu\/serp\/web\/grad-isaac-rufi-casals\">\n\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"600\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Isaac_rufi.jpg\" class=\"attachment-large size-large wp-image-6714\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Isaac_rufi.jpg 500w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Isaac_rufi-250x300.jpg 250w\" sizes=\"(max-width: 500px) 100vw, 500px\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-b343ce5 elementor-widget elementor-widget-heading\" data-id=\"b343ce5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Dr. Isaac\u00a0Ruf\u00ed\u00a0Casals<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f6f76fb elementor-widget elementor-widget-heading\" data-id=\"f6f76fb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a392d91 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"a392d91\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:i.rufi@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-48f2583\" href=\"https:\/\/www.researchgate.net\/profile\/Isaac-Rufi-Casals\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"2423\" height=\"2447\" viewBox=\"0 0 2423 2447\"><metadata><\/metadata><image id=\"Capa_1\" data-name=\"Capa 1\" x=\"65\" y=\"77\" width=\"2293\" height=\"2293\" 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\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class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon- elementor-repeater-item-902f26b\" href=\"https:\/\/ub.academia.edu\/IsaacRuf%C3%AD\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\"><\/span>\n\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" fill=\"#000000\" width=\"800px\" height=\"800px\" viewBox=\"0 0 24 24\"><title>Academia icon<\/title><path d=\"M22.033,21.18L13.77,0.459H7.869l1.049,2.623L1.836,21.18C1.574,22.098,0.787,22.23,0,22.361v1.18 h6.82v-1.18l0,0l0,0l0,0l0,0C4.984,22.23,3.934,21.967,4.721,20c0.131-0.131,0.656-1.574,1.311-3.41h8.393l1.18,3.016 c0.131,0.525,0.262,0.918,0.262,1.311c0,1.049-0.918,1.443-2.623,1.443v1.18H24v-1.18C23.082,22.23,22.295,21.967,22.033,21.18z M6.82,14.361c1.311-3.279,2.754-7.082,3.279-8.525l3.41,8.525H6.82z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-023378d\" data-id=\"023378d\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-da12839 elementor-widget elementor-widget-image\" data-id=\"da12839\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"219\" height=\"215\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Ana-Pena-foto.jpg\" class=\"attachment-full size-full wp-image-6613\" 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-5da8b90 elementor-widget elementor-widget-heading\" data-id=\"5da8b90\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Ana Pena<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-757e33a elementor-widget elementor-widget-heading\" data-id=\"757e33a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0c0bebe elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"0c0bebe\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:anapena@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-5a8a462c\" data-id=\"5a8a462c\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-530330e7 elementor-widget elementor-widget-image\" data-id=\"530330e7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/l_team_67.jpg\" class=\"attachment-full size-full wp-image-4699\" 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-74e82100 elementor-widget elementor-widget-heading\" data-id=\"74e82100\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Carlos Cay\u00f3n Mart\u00ednez<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3c21564d elementor-widget elementor-widget-heading\" data-id=\"3c21564d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-22122dc elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"22122dc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:cayon@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-dc6ac46\" data-id=\"dc6ac46\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0b980c5 elementor-widget elementor-widget-image\" data-id=\"0b980c5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/www.ub.edu\/serp\/web\/grad-cristian-emens-aranas\">\n\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Cristian-Emens-foto.jpg\" class=\"attachment-full size-full wp-image-6617\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Cristian-Emens-foto.jpg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Cristian-Emens-foto-276x300.jpg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-90afa32 elementor-widget elementor-widget-heading\" data-id=\"90afa32\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Cristian Emens Aranas<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a7e807c elementor-widget elementor-widget-heading\" data-id=\"a7e807c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fdf009d elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"fdf009d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:emens@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-f924808 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"f924808\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-1366f67\" data-id=\"1366f67\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-25af6c1 elementor-widget elementor-widget-image\" data-id=\"25af6c1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Cristina-Navas-foto.jpg\" class=\"attachment-full size-full wp-image-6619\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Cristina-Navas-foto.jpg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Cristina-Navas-foto-276x300.jpg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\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-000b804 elementor-widget elementor-widget-heading\" data-id=\"000b804\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Cristina Navas Pat\u00fas<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-20541b7 elementor-widget elementor-widget-heading\" data-id=\"20541b7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5b93448 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"5b93448\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:cnavasp@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-249af66a\" data-id=\"249af66a\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-284e2c45 elementor-widget elementor-widget-image\" data-id=\"284e2c45\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Alba-Petit-foto.jpg\" class=\"attachment-full size-full wp-image-6623\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Alba-Petit-foto.jpg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Alba-Petit-foto-276x300.jpg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\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-2ed0b799 elementor-widget elementor-widget-heading\" data-id=\"2ed0b799\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Alba Petit<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5a9ea8bd elementor-widget elementor-widget-heading\" data-id=\"5a9ea8bd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2c7713f1 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"2c7713f1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:apetit@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-5e2dd892\" data-id=\"5e2dd892\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5e27dcd7 elementor-widget elementor-widget-image\" data-id=\"5e27dcd7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/Membres_SERP.jpg\" class=\"attachment-full size-full wp-image-4685\" 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-22ec1f8f elementor-widget elementor-widget-heading\" data-id=\"22ec1f8f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Julien Le Guirriec<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-40f4db98 elementor-widget elementor-widget-heading\" data-id=\"40f4db98\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6d24047f elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"6d24047f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:julien.leguirriec@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-27ab4bc8\" data-id=\"27ab4bc8\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3f7bc7d7 elementor-widget elementor-widget-image\" data-id=\"3f7bc7d7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Sofia-Pejoan-Quiroga.jpg\" class=\"attachment-full size-full wp-image-6627\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Sofia-Pejoan-Quiroga.jpg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Sofia-Pejoan-Quiroga-276x300.jpg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\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-6c5b2376 elementor-widget elementor-widget-heading\" data-id=\"6c5b2376\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Sofia Pejoan Quiroga<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-26d5890c elementor-widget elementor-widget-heading\" data-id=\"26d5890c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-71791ad6 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"71791ad6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:pejoan.quiroga@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-58583b82\" data-id=\"58583b82\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4c5288bf elementor-widget elementor-widget-image\" data-id=\"4c5288bf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Eulalia-Rafart.jpg\" class=\"attachment-full size-full wp-image-6629\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Eulalia-Rafart.jpg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Eulalia-Rafart-276x300.jpg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\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-7a837500 elementor-widget elementor-widget-heading\" data-id=\"7a837500\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Eul\u00e0lia Rafart Vidal<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-32ca829f elementor-widget elementor-widget-heading\" data-id=\"32ca829f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e7cdaba elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"6e7cdaba\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:e.rafart@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-d6da882\" data-id=\"d6da882\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4a790ca2 elementor-widget elementor-widget-image\" data-id=\"4a790ca2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"460\" height=\"500\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Ruben-Castillo-La-Torre.jpeg\" class=\"attachment-full size-full wp-image-6630\" alt=\"\" srcset=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Ruben-Castillo-La-Torre.jpeg 460w, https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/Ruben-Castillo-La-Torre-276x300.jpeg 276w\" sizes=\"(max-width: 460px) 100vw, 460px\" \/>\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-5c59ec35 elementor-widget elementor-widget-heading\" data-id=\"5c59ec35\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Rub\u00e9n Castillo La Torre<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-56432edb elementor-widget elementor-widget-heading\" data-id=\"56432edb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3b3bc52 elementor-shape-rounded elementor-grid-0 e-grid-align-center elementor-widget elementor-widget-social-icons\" data-id=\"3b3bc52\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-envelope elementor-repeater-item-f48eef4\" href=\"mailto:rubencastillo@ub.edu\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Envelope<\/span>\n\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-envelope\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-7d8aa314 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"7d8aa314\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-48c77d16\" data-id=\"48c77d16\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3050c832 elementor-widget elementor-widget-image\" data-id=\"3050c832\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/Membres_SERP.jpg\" class=\"attachment-full size-full wp-image-4685\" 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-2e50307a elementor-widget elementor-widget-heading\" data-id=\"2e50307a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Gerard Terr\u00f3n Mar\u00edn<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-472c6195 elementor-widget elementor-widget-heading\" data-id=\"472c6195\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigador<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-96d7326\" data-id=\"96d7326\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3f46c850 elementor-widget elementor-widget-image\" data-id=\"3f46c850\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/Membres_SERP.jpg\" class=\"attachment-full size-full wp-image-4685\" 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-16102144 elementor-widget elementor-widget-heading\" data-id=\"16102144\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Ada Gomar Bosca<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-60973973 elementor-widget elementor-widget-heading\" data-id=\"60973973\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-29d4d5ef\" data-id=\"29d4d5ef\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6ddbe06d elementor-widget elementor-widget-image\" data-id=\"6ddbe06d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"230\" height=\"250\" src=\"https:\/\/www.ub.edu\/serp\/web\/wp-content\/uploads\/2024\/01\/Membres_SERP.jpg\" class=\"attachment-full size-full wp-image-4685\" 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-41a03012 elementor-widget elementor-widget-heading\" data-id=\"41a03012\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Grad. Alba S\u00e1nchez de la Blanca<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3cf18cdc elementor-widget elementor-widget-heading\" data-id=\"3cf18cdc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<span class=\"elementor-heading-title elementor-size-default\">Investigadora<\/span>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-085c7d8\" data-id=\"085c7d8\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-9d81ed5\" data-id=\"9d81ed5\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-e3a16ab\" data-id=\"e3a16ab\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t<div class=\"elementor-element elementor-element-2f886768 e-flex e-con-boxed e-con e-parent\" data-id=\"2f886768\" 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-11a3a580 elementor-widget elementor-widget-heading\" data-id=\"11a3a580\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Investigadors col\u00b7laboradors<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4b6b56d1 e-grid e-con-full e-con e-child\" data-id=\"4b6b56d1\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-51411b3f elementor-widget elementor-widget-heading\" data-id=\"51411b3f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Maria \u00c0ngels Petit<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-319f3a63 elementor-widget elementor-widget-heading\" data-id=\"319f3a63\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Ram\u00f3n Juli\u00e0<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-56fbc5f6 elementor-widget elementor-widget-heading\" data-id=\"56fbc5f6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Artur Cebri\u00e0<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-852186b elementor-widget elementor-widget-heading\" data-id=\"852186b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">\u00c0frica Pitarch<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-70fd644 elementor-widget elementor-widget-heading\" data-id=\"70fd644\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Nat\u00e0lia \u00c9g\u00fcez<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-87581d9 elementor-widget elementor-widget-heading\" data-id=\"87581d9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Araceli Mart\u00edn<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-443fe02 elementor-widget elementor-widget-heading\" data-id=\"443fe02\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Yannick Miras<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7767a0dc elementor-widget elementor-widget-heading\" data-id=\"7767a0dc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Ana Ejarque<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1f129287 elementor-widget elementor-widget-heading\" data-id=\"1f129287\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Joan Carles Alay<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cc32c5f elementor-widget elementor-widget-heading\" data-id=\"cc32c5f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Albert Rubio<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-465ac1ba elementor-widget elementor-widget-heading\" data-id=\"465ac1ba\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">S\u00edlvia Albizuri<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-64f2cde4 elementor-widget elementor-widget-heading\" data-id=\"64f2cde4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div 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Director del SERP Envelope Academia icon Dr. Santiago Riera Mora Catedr\u00e0tic d&#8217;Universitat Envelope Academia icon Dr. Francisco Javier L\u00f3pez Cachero [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"page-builder","ast-site-content-layout":"full-width-container","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-6647","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.0 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Membres Serp 2026 - Grup de Recerca SERP<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.ub.edu\/serp\/web\/membres-serp-2026\/\" \/>\n<meta property=\"og:locale\" content=\"ca_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Membres Serp 2026 - Grup de Recerca SERP\" \/>\n<meta property=\"og:description\" content=\"membres del serp SERP Dr. Javier Mangado Llach Catedr\u00e0tic d\u2019Universitat. 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