{"id":318,"date":"2023-09-30T22:06:18","date_gmt":"2023-09-30T20:06:18","guid":{"rendered":"https:\/\/www.fpbidasoa.eus\/?page_id=318"},"modified":"2026-07-27T08:34:04","modified_gmt":"2026-07-27T06:34:04","slug":"sobre-el-centro","status":"publish","type":"page","link":"https:\/\/www.fpbidasoa.eus\/es\/","title":{"rendered":"Bidasoa Formaci\u00f3n Profesional"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"318\" class=\"elementor elementor-318\" data-elementor-post-type=\"page\">\n\t\t\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-3daa759 e-con-full e-flex e-con e-parent\" data-id=\"3daa759\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-5ec1f7d e-con-full e-flex e-con e-child\" data-id=\"5ec1f7d\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b31d5fa elementor--h-position-center elementor--v-position-middle elementor-arrows-position-inside elementor-pagination-position-inside elementor-widget elementor-widget-slides\" data-id=\"b31d5fa\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;navigation&quot;:&quot;both&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;pause_on_interaction&quot;:&quot;yes&quot;,&quot;autoplay_speed&quot;:5000,&quot;infinite&quot;:&quot;yes&quot;,&quot;transition&quot;:&quot;slide&quot;,&quot;transition_speed&quot;:500}\" data-widget_type=\"slides.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-swiper\">\n\t\t\t\t\t<div class=\"elementor-slides-wrapper elementor-main-swiper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"Diapositivas\" dir=\"ltr\" data-animation=\"zoomIn\">\n\t\t\t\t<div class=\"swiper-wrapper elementor-slides\">\n\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-repeater-item-b7505cc swiper-slide\" role=\"group\" aria-roledescription=\"slide\"><div class=\"swiper-slide-bg elementor-ken-burns elementor-ken-burns--out\" role=\"img\" aria-label=\"2026_06_11 MATRIKULA.pptx (1)\"><\/div><div class=\"elementor-background-overlay\"><\/div><a class=\"swiper-slide-inner\" href=\"https:\/\/www.fpbidasoa.eus\/es\/matricula-curso-26-27\/\"><div class=\"swiper-slide-contents\"><div class=\"elementor-slide-heading\">PERIODO  MATR\u00cdCULA <\/div><div class=\"elementor-slide-description\">Curso 26\/27<\/div><div  class=\"elementor-button elementor-slide-button elementor-size-md\">+ info<\/div><\/div><\/a><\/div><div class=\"elementor-repeater-item-34d025f swiper-slide\" role=\"group\" aria-roledescription=\"slide\"><div class=\"swiper-slide-bg elementor-ken-burns elementor-ken-burns--in\" role=\"img\" aria-label=\"20250206_103606\"><\/div><div class=\"elementor-background-overlay\"><\/div><a class=\"swiper-slide-inner\" href=\"https:\/\/web.lanbide.eus\/apps\/FR_RESULTADO_BUSQUEDA_CURSOS?LG=C&#038;ML=FORMEN1&#038;MS=Fca&#038;CTRG=99&#038;PM7=CIFP+bidasoa&#038;ORDN=FECHA&#038;RG=1&#038;CL=0&#038;CH=0&#038;CI=0&#038;CO=0&#038;CP=0&#038;CG=4&#038;RP=10\"><div class=\"swiper-slide-contents\"><div class=\"elementor-slide-heading\">CERTIFICADOS PROFESIONALES (GRADOS C)<\/div><div class=\"elementor-slide-description\">Matr\u00edcula<\/div><div  class=\"elementor-button elementor-slide-button elementor-size-md\">+ info<\/div><\/div><\/a><\/div><div class=\"elementor-repeater-item-11967f4 swiper-slide\" role=\"group\" aria-roledescription=\"slide\"><div class=\"swiper-slide-bg elementor-ken-burns elementor-ken-burns--in\" role=\"img\" aria-label=\"IKASTURTE HASIERA - 2026-2027-EGUNAK-ORDUAK.pptx (1)\"><\/div><div class=\"elementor-background-overlay\"><\/div><a class=\"swiper-slide-inner\" href=\"https:\/\/www.fpbidasoa.eus\/es\/presentacion-e-inicio-de-clases-2\/\"><div class=\"swiper-slide-contents\"><div class=\"elementor-slide-heading\">PRESENTACI\u00d3N E INICIO DE CLASES<\/div><div class=\"elementor-slide-description\">4 de Septiembre<\/div><div  class=\"elementor-button elementor-slide-button elementor-size-md\">+ info<\/div><\/div><\/a><\/div><div class=\"elementor-repeater-item-9538f6e swiper-slide\" role=\"group\" aria-roledescription=\"slide\"><div class=\"swiper-slide-bg elementor-ken-burns elementor-ken-burns--in\" role=\"img\" aria-label=\"Logo Lanbide F1 horizontal-con N\"><\/div><div class=\"elementor-background-overlay\"><\/div><a class=\"swiper-slide-inner\" href=\"https:\/\/web.lanbide.eus\/apps\/FR_RESULTADO_BUSQUEDA_CURSOS?LG=C&#038;ML=FORMEN1&#038;MS=Fca&#038;CTRG=0&#038;PM7=BIDASOA+LHII&#038;ORDN=FECHA&#038;RG=1&#038;CL=1&#038;CH=0&#038;CI=0&#038;CO=0&#038;CP=0&#038;CG=0&#038;RP=10\"><div class=\"swiper-slide-contents\"><div class=\"elementor-slide-heading\">LANBIDE<\/div><div class=\"elementor-slide-description\">Cursos para Desempleados y Trabajadores<\/div><div  class=\"elementor-button elementor-slide-button elementor-size-md\">+ info<\/div><\/div><\/a><\/div>\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-prev\" role=\"button\" tabindex=\"0\" aria-label=\"Diapositiva anterior\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-chevron-left\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M646 125C629 125 613 133 604 142L308 442C296 454 292 471 292 487 292 504 296 521 308 533L604 854C617 867 629 875 646 875 663 875 679 871 692 858 704 846 713 829 713 812 713 796 708 779 692 767L438 487 692 225C700 217 708 204 708 187 708 171 704 154 692 142 675 129 663 125 646 125Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-next\" role=\"button\" tabindex=\"0\" aria-label=\"Diapositiva siguiente\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-chevron-right\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M696 533C708 521 713 504 713 487 713 471 708 454 696 446L400 146C388 133 375 125 354 125 338 125 325 129 313 142 300 154 292 171 292 187 292 204 296 221 308 233L563 492 304 771C292 783 288 800 288 817 288 833 296 850 308 863 321 871 338 875 354 875 371 875 388 867 400 854L696 533Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-3d905ee e-flex e-con-boxed e-con e-parent\" data-id=\"3d905ee\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-940c667 e-con-full e-flex e-con e-child\" data-id=\"940c667\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d78dacf elementor-widget-mobile_extra__width-auto elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"d78dacf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon elementor-animation-float\" href=\"https:\/\/docs.google.com\/forms\/d\/e\/1FAIpQLSfAvytXTlfk2iYiURC7iDmjQAWZvlzJQuxbt0_-YkRaelfilQ\/viewform\" target=\"_blank\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"512\" height=\"512\" viewBox=\"0 0 512 512\"><metadata><\/metadata><image id=\"Capa_0\" data-name=\"Capa 0\" x=\"36\" y=\"16\" width=\"440\" height=\"480\" xlink:href=\"data:img\/png;base64,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\"><\/image><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-25ea78c elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"25ea78c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/docs.google.com\/forms\/d\/e\/1FAIpQLSfAvytXTlfk2iYiURC7iDmjQAWZvlzJQuxbt0_-YkRaelfilQ\/viewform\" target=\"_blank\">Consultas<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-2af9f3b e-con-full e-flex e-con e-child\" data-id=\"2af9f3b\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1ea5802 elementor-widget-laptop__width-initial elementor-widget-mobile_extra__width-auto elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1ea5802\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon elementor-animation-float\" href=\"https:\/\/apps.lanbide.euskadi.net\/apps\/FR_RESULTADO_BUSQUEDA_CURSOS?LG=C&#038;ML=FORMEN1&#038;MS=Fca&#038;PM2=20&#038;PM7=cifp+bidasoa\" target=\"_blank\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"512\" height=\"512\" viewBox=\"0 0 512 512\"><metadata><\/metadata><image id=\"Capa_0\" data-name=\"Capa 0\" y=\"16\" width=\"512\" height=\"480\" xlink:href=\"data:img\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAHgCAQAAAB53R1uAAAABGdBTUEAALGPC\/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAAmJLR0QAAKqNIzIAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAHdElNRQfoBR4TJxHg8BMtAAAhFUlEQVR42u3de5hV1Znn8W9dpJSq4g4SQQWjQIQCMcbYJpqg0ImIidNt0rkYkxaTzDhPJ4axe56ZebrbzDzdSU9aYyGJmrTdiWZiTNJm7EzHfgTxEtOJV1QUi0tQAUUBuVWhUlB15g8BqbKotfbZe69377N+n\/1PPXVOnfWu3zn7rX3O2Zc6fLVxBecziWbvvwhjDy+wjH\/gmZLWLxJSv\/WlzuuPmvg2X6beuvZB9HATi+gubf0iIR1aX3waQBN3M8e6Yg\/LuWDAFlCW+kVCWs4FdDd43HEJn7Cu1ctkRnJ3iesXCWkyI7nbvQXQxpOl2XjuYRbPlrh+kZB6mOVeNa4o0erTwMJS1y8SUgML3SvHXOsqE5lX8vpFQprnfgvQSYt1lQl0MqzU9YuE1OneAijX6lPx+I2IvKW11t4fb3jHbzZalyRSXLXWAO55x2+WWpckUlzuzwDKtAndw0xW9fvdDJ7EZ28HkQjV1hbAd96x+sMz3GRdlkhR1dIWwDLms2+A3w\/hV5xvXZxIEdXKFkAPi4+w+kM381lCj3WJIsVT\/i2ALl7gHm4ZYOO\/r+ksZB6TSva1pkiu0jcAvwOKRcSCY\/2tlbcAIlIFNQCRiKkBiERMDUAkYmoAIhFTAxCJmBqASMTUAEQipgYgEjE1AJGIqQGIREwNQCRiagAiEVMDEImYGoBIxNQARCKmBiASMTUAkYipAYhETA1AJGJqACIRUwMQiZgagEjE1ABEIqYGIBIxNQCRiKkBiERMDUAkYmoAIhFTAxCJmBqASMTUAEQipgYgEjE1AJGIqQGIREwNQCRiagAiEVMDEImYGoBIxNQARCKmBiASMTUAkYipAYhETA1AJGJqACIRUwMQiZgagEjEGq0LGNRwpjCVaUzheJppZiTNwB52sIc9bGQNHaxmDbusCxUppzrnPSqpHyG5Fs5iLnOZ7bmFsp5lLGMZO3KoRaTMXOuvxwMMvmRrBF\/iQfY7Rx1o2c8DfJERNjmLFFLq9TdUA6jnQu7gjapW\/cOXN7iD+fpsQwQoSQOo5yIeT73qH748w2UF\/3xDJITCN4BGrmBdpiv\/wWUtC9UEJHIFbwBn8GguK\/\/B5Uk+YP0MiBgqcAMYRTs9ua7+FSr0civjrJ8FESOp19\/dg\/559d\/AX8xrua\/8B5dtfNz6eRAxkboBPDvon6+sqqhGvklvsNX\/re2AdoZYPxciwaVuANcP+ufXVlHSZB4JuvIfXB5mkvWzIRJY6gYwY5DdcvZzauKCzmCLyepfocJr\/IH18yESVOoGAEuO+Mftics5z\/GZQt5LFx+1fkZEAsqgAQxh2YB\/upSjEhbzR7xpuvpXqLCXT1s\/JyLBZNAAYAg39HsjsJ\/2xKv\/pwN86eez9PAp62dFJJBMGgDAdK5jJZ10spJrq3jvf34B\/vsfXLr5iPXzIhKEY13I42DegZzJvbRU9ZdbeJBn6WANO9hJF9DCCEYylWlM55wqd\/Lp5DweCzR3ETtZH69blclsreL\/9CN8jRmO8w3UMYNFVe1OvEVfCkoEMnsLUL0hib\/338W3eE+iMU7lW4m\/X\/hd4k8xRMqmAA3g+kSr5Wv8FSOrGmckf832RGNVsxuTSJmYN4AFCXb67eVWxqYaLdkBRr1cHOZZEDFi3ADGJjjkZy1nZzLmBxKcX2AbY3J\/CkTsGDeAf\/ReFe\/M8Gx+rdzuPe73845AxJBpA\/iA5+Z\/D1dlPvYiz7cCPTo+QGqYYQNo5EmvVTCvnXM\/Q7fX+E\/rxGFSswwbwBc9V\/\/5uVVwoWcLuDzPGEQMmTWABtZ4rHq9XJbr9P2OP1inbQCpUWYN4LNe\/3uvyj2Aq73q0BGCUpuMGkAdKz1Wu58GieDHHpU8q0uJSE0yagAXeqx0axkWJILh\/N6jmguC1CISllED+KnHu\/9sdvvxcY7H15E\/CVaNSDgmDWA4rzsHDrsDzg+c9byhy4pKDTJpAF9yDvta4F1wx7HDWdPCoBWJhGDSAB50DvuXwYP4urOm+4LXJJI3gwYwfJATib+17KrygN80RjnPF7Av0IeSIuE4GkAeX359iAbHPb7HjuBBbHd+6tDIOcGrEjGVRwOY47zHD03meksGlYuIw1OOzY5HzCp7wlHZE9bRiWQs+FuA4bQ57nG7WRg\/dtw+i1az2kQMZN8ApuI61fg9ZrNd5kxjilltIgbyaACD28Iqs9k+xbaU1YvUlOwbgOt\/6IN57XzgocKDjnuoAUhUsm8A0xy3P2s6X9foagASlewbwATH7atN5+safaJpdSKBZd8AXJ+jrzGdr2t07QsoUQnfAFwfw+XLNXp1FzAVKanwDaDTdL6u0bUfgEQl+wbg+h\/aZTpfNQCRw7h22knO9SVf9iPWVn0iWXK83nUqTJGIqQGIREwNQCRiagAiEVMDEImYGoBIxNQARCKmBiASMTUAkYipAYhETA1AJGJqACIRUwMQiZgagEjE1ABEIpZ9A+h23D7EdL5Njtv3mlYnElj2DcB1xh\/bs+4V+4RlIoFl3wCKfdIt1+i7TasTCSz7BuBahcaYztc1urYAJCrhtwBsL7\/pGl0NQKKSfQPY5Ljd9uJbrguXbTCtTiSw7BuA6+JbM0znO91xu+11i0QCC98AzjE88XY95zju0WFWm4iB8A1gnPO\/cH5mOT8EtL10qUhgeTSAXsc95pnNdq7j9h7WmtUmUiOeoDLo8qhZZSsclT1iHZ1IxgZ\/xVfyOBZgueP2M4w+CDyV01JWLlJjLBoAfN5krgud97jPpC6RmtJKt2PDYzcjg1c1it2OqvbSbB2dSMYM3gJ08pDjHq18JXgQVzmPA3iQPcGrEqlBf+rqO2xnbNCKjmWns6bLrGMTyZzrVZ+LYexxDnxL0BhuddbTZXygskgeTBoA\/B\/nwL18IFgI59LrrOe2YNWIhGPUAP7QOXCFdQwPEsEI1ntU49pJSKSMjBpAHY97rHQ\/CxLBP3tUssLwCAWR\/Bg1APikx2pXYVHuAfyFVx1\/nHsdIhbMGkA9HR4rXi9fyHX6n6HHo4pVOjuy1CizBgCf9\/rf28383CpY4Nwl6a3ls3nGIGLIsAHU87DX6rePy3MZ\/1LP1f9R\/f+XmmXYAOBMrw3wCr1cnfHIdfyFx1d\/FSrs5735hiBiyLQBwE1eK2GFCr\/I8PiAYdzhPe6SvCMQMWTcAEbxqveq+HvnCbv8nOv1vf9byyuMyDsCEUPGDQAu8NwUf+utwK2MSzXaKG5OMF4PHwn0NIjYMG8A8HfeK2SFCjv4OqOqGmc0\/9PjkJ\/Dl78J+lSIhFeABtDIQ4lWywqdXJvw1KEzuI7OhKM8SKPJUyISTgEaABzP5oQrZ4UKT3A1sxxf0dVzGn\/uPNffQMtLTLB+bkRy51gPQu0BfxoPMKyqv9zGg6ziOdawnZ10AS2MYBRTmcZ0zqnyWoO7OJenA81dxE6g\/\/FuH+aNKv5P57Ps1bF\/EolCvAV4yyXsN1\/1K1TYzx9ZPysigRSoAcDFBdgKeJNPWj8nIsEUqgHAhxN+UZf10ml4XSKR8ArWAGAGm8xW\/83OS4OI1JbCNQCYyK9NVv8H9MWfRKeADQAaucbzOMGsll7aOcr6uRAJrpANAGB+gsOE0i6vaJ9\/iVRhGwCMoD3AF4M93Mpo62dBxEiBGwDA6fw219X\/cd5vPUURQwVvAFDP51iVy8r\/LJfqZF8SucI3AIB6LuKRTFf+p7iMButpiZgrRQMAqGMeP\/K4pqBr6eI25uoyHyJAiRrAW1r5PMs8z+bbf9nLUi7TJT5FDuNYa4r5n3IoZzOXD3Km13f3vazgNzzEPeyyLlykYBz\/44vZAA5qZgpTmco0JtLCMIbTCnSyi910sokOVrOG1bxuXahIQZW6AYhIOo4GoK\/JRCKmBiASMTUAkYipAYhETA1AJGJqACIRK\/61cYbSxBu8aV2GSC2yagBDGcNoRjGGUYxmFM2M4BiOYSTHcDQjqANaS9Ce7HSzh51sYjUdPMTj7LcuSMooxI5ADUzgRCYznuM4luM4lgnaYz9ju1nGbfyKbutCpGBM9gRs5RSmMIXJnMgkJupsfIG8xo20s826DCmQYA1gPG20MYUpTOU461lHbA+L+Rv2WJchBZFrA2hgJrNpo42ZjLWeqRyyga9wl3URUgg5NYDj+DhzmcNI6\/nJEdzIIn13Itk3gKH8MZdyvk64VXgrWMDL1kWIsUwbwBgWchXjrecknl7kI6y2LkJMZdYARvA\/uJKh1vORRLZwDmusixBDmTSAei7lf3Os9VykCps4m43WRYiZDBrAVH6oy2uU2BOczV7rIsRIyjMC1fEVntDqX2qnc511CVJUg28BDOUHfMK6RMnAx\/ildQliIsVbgAn8X86wrl8ysYFTtXdglKp+CzCNh7X614wT+G\/WJUgRHWkLoI2lBfnU\/3X2Ak36AjKlLibxmnURElxVbwGm8WvG5FzYq2xl+2HLDt7kdXbxJnvYRS8VdpoEVhbNTGQSC\/g4x3v+xf\/ir6yLluCqaADH8lsmZ1rEXjbyIi\/yIi\/xKq+wmS3ss06mRjTwBb7OBI97bmOCzhcQncQNYCj3877Uw3ayljWsZTXP8wKbi3cV0prSyo\/4mMf9LtYxgtFJvObdUvWFuXfyEDdxJR\/mXdazjk497R7P0E+ty5TgEl4e\/LNVXJT7fv6a+ZxoPdPI1XOX87naoWM4o5OoAZxEZ6KV\/3dcoTMCFEYrLzmfsfRv7qRcEjWAuxOs\/Mv5oPXcpJ8rnM\/a16xLlMASNIBPeq\/8L\/EfrOclA2hgo+OZu9m6RAnMuwEcwybP1f8ObfYX1hLHc3e\/dYESmHcDWOS18vfwX4NcS0CqM9\/x\/K23LlAC82wAzbzqsfrv5wvW85FBTXU8g1utC5TAPBuAz\/\/\/Xi6zno04tDqeQ50nODZeDaCO1R4N4C+t5yJOagDSl1cDmOux+v9K7\/1LYJreAkgfjvX6rfMBLHQ+zBYuQ\/vzF99Jjts7rQuUYqkHmpjvvN\/VuuRkKSxw3L7BukApHtdXRxUe1eZ\/KTRqRyDpx+MtgPtA0mu0+V8KlzPRcY\/nrEuU4lnl6BKr9f+\/FIbxsnNbTmd5jI3zW4CR9DrucrX1HMRDPf\/ifLK363Dg6DgbwEedd9GR\/sVXz2KPr3LvsC5TgnM2gKsdd3jKegbiNIxfeqz+FS6yLlSCc34I6Prm+CHrGcigGvkSHc6v\/wC28m\/WxUrRNDobwKPWJcqAWpjISVzIx5yf\/B\/0XZ2JWfpr5ATHPWr16vJtXMH5TKLZupBAOllsXYIUTyOtjnu8aF1iDpr4Nl92Xhm5tlzPdusSpHjq2MGIQe\/RSpd1kRlr4m7mWBcR2PNM5w3rIsSA8+KgLY4HqL2XzfXRrf7wZzX4PEomnN8T1pg2ery+MqulRe\/+4+X8GjA2CyN77w+P8efWJUhRxbYywDzrAgJ7no+x17oIKar4GoDvxbRrwxY+ymbrIqS44msArq89a8kLnFuz+3FIJuJrAPF4jLNZbV2EFJsaQK36Hh\/Uxr+4NFoXIDl4nj\/jX62LkDJQA6g1nVzPN7Tbj\/hRA6glW\/kui7XPv\/hTA6gNO1jKj\/g3HfAryagBlFU3XexkA2t4jodYQY91QVJGagD96QzIEhF9DSgSMTUAkYipAYhETA1AJGJqACIRUwMQiZgagEjE1ABEIqYGIBIxNQCRiKkBiERMDUAkYmoAIhFTAxCJmBqASMTUAEQipgYgEjE1AJGIqQGIREwNQCRiagAiEVMDEImYGoBIxPJrAG208wxddPEM1zPDeqIiMpCKY6lGE9+lp8+j7GcJQ6ynmtt8RYrK+XrPfoVoYvmAj3RvIVqAGoDExKAB3HjEx7rBOg2fQERqSPAG0NZv47\/vG4Hp1nmoAUhUHK\/37D8EvGKQDxYbWGidh4i8LfsGMHfQW+dZT1hE3lbn3OhNernsTloGvXWY8Yyznq9IkTle79k3gKKvYEWvTyRLjte79gQUiZgagEjE1ABEIqYGIBIxNQCRiKkBiERMDUAkYmoAIhFTAxCJmBqASMTUAEQipgYgEjE1AJGIqQGIREwNQCRijdYFlFYbV3A+k2i2LkRKbQ8vsIx\/4BnH\/XJ6vemEINXU18S3+bK2niQzPdzEIrqPcGuOrzc1gOT1NXE3c4xnIbVnORcM2AJyfb3pv1hy12v1lxycx7UD\/j7X15u2AJLW18aTapuSix5m8Wy\/3+X8etNLOakrlJnkZKDrZuT8etOLOam56R9C5Ajeed2MnF9veguQtL7Br3sgksY7r5uR8+tNWwBJ6eqBkp+Kx2+ytFsNIKmN1gVIDdvwjt\/k+3rboAaQ1FLrAqSG3fOO3+T7ertHnwEkrW8GT9JgPAepTT3MZFW\/3+X5euthprYAknqGm6xLkBr1nXes\/vm+3r7DKm0BJK9vCL\/ifONZSO1Zxnz2DfD7vF5vy5jPPm0BJNfNfJbQY12G1JAeFh9h9c\/n9XZoPG0BVFvfdBYyj0naK0BS6eIF7uGWATb++8rq9dZvPDWAotUnEpDeAohETA1AJGJqACIRUwMQiZgagEjE1ABEIqYGIBKxejoHvX134kfM+vGyVvT6RAKqdxxvvMHzcd6W9eNlrej1iQRU7zje+B7Px3lb1o+XtaLXJxLUDPZTOcKyn1PNH6\/o8xUpuSVHXCHaC\/F4RZ+vSKkNYdmAq8NSjirE4xV9viIlN4Qb+m0Y76c9xeqQ9eMVfb4ipTed61hJJ52s5NoM3gtn\/XhFn69ICZXt6PdxzGYqU5nKOJoZSTOwhx3s4VXW0MFqVrDVusgCU37p1Fx+ZWkAQ5nHecxhhrPiCiu5j+Us5Q3rogtE+aWj\/MzU80FuZtcRP7k\/0rKLW7lIJ\/BWfsqvvI7mStYnjv7w5ff8J5qsp6H8Skr5GRrK1bycKvyDy8ssYqj1dJRfySg\/UxfxfCbhH1w2con1lJRfiSg\/Q5P4ZabhH1zu4gTrqSm\/ElB+pi5mey7xV6iwi09aT0\/5FZzyM9REe27hH1xuruEPZZSf8iux0fw29\/grVHiIUdZTVX4FpPxMHcfTQeKvUGEVx1tPV\/kVjPIzNY0NweKvUOFFplpPWfkViPIzNYEXgsZfocImTrSetvIrCOVnajSrgsdfocKzNfJeTPkpvxJrCvTRy0DLb2rgE1nlp\/xKbYlZ\/BVq4SRgyk\/5pWB9OPAl\/Czx37zCch6mg\/W8RhfQwmhOYhpnMYfxCR+rwiXcaZxBGsovHeVnahI7E\/XLbbRzxqCP+D4Wsy3RY+4o8Ycxyk\/5lVqSfa438lXPY6qauYpNCR75LusYlJ\/yi9HF3hF1005LosceyjW86f34F1lHofyUX2yGen\/32sGsqkY4jdWeI6znGOs4lJ\/yi8vVnuH8PGHvPVwrd3qOcpV1HMpP+cWkiZe8gvknGlON08CNXuO8zNHWkSg\/5RePK71iuSmTsRZ7jfVl60iUn\/KLRb3XqRZ\/ntE5VRv4hcdo68z3iVB+yi8SczwCWcuwzMZr4TmPEc+1jkX5Kb84\/KMzjL1VfvJ6JLPpdo75fetYlJ\/yi8ExHvtffSPzUb\/lHHNXSb6MUX7Kr9Q+7oxiE82Zj9ricZb3C62jUX7KL6z68ENynvMe32JP5qN28ffO+8wxSCM55ZeO8jPmOvfatpyuo9LsPExjhXU0yk\/51bpx9DpiWJzb2Dc4Ru5hjHU8yk\/51baPON8JnZF+kCM40zn2POt4lJ\/yCyn8ZwCus6Fu5vHcxn6UVx33mBI8j6SUXzrKr4\/iNYD7qOQ2doX7U1ZnT\/mlo\/z6CN8AXD3u4VxH\/53j9uK\/gJVfOsqvj\/ANwHXWtI5cR1+dsjp7yi8d5ddH+AbgOrp6Xa6jr3Xc3ho0i2oov3SUXx\/hG4DrEIuduY7uevTiv4CVXzrKr4\/ibQF05Tp6p+P24r+AlV86yq+P8Mcguz5jzbsi6\/HLXr\/1+GWv33r8fiyOBRCRglADEImYGoBIxNQARCKmBiASMTUAkYipAYhETA1AJGJqACIRUwMQiZgagEjE1ABEIqYGIBIxNQCRiKkBiEQsfAPodtw+JNfRmxy37w2aRTWUXzrKr4\/wDcB1xhXXGVvScZ1xZXfQLKqh\/NJRfn2EbwCuKY7MdfQRjttdp2yyp\/zSUX59FG8L4N25jn6K4\/by\/wdTfoNTfn2EbwCbHbdPy3V014UXXgmaRTWUXzrKr4\/wDWCN4\/azch39Dxy3uy7cYE\/5paP8+gjfAFxTPC\/H86LW8aGU1dlTfukovz7CNwDXpZeOzfHyzO\/nWMc9iv8CVn7pKL8+wjeAFfQ67vG53Ma+1HF7L0+GjiMx5ZeO8jP3JJVBl2005zJuM9scIz9mHY3yU35hWewKvNxx+2i+mMu4\/5HRjnvca5BGcsovHeVnbIGjD1bYlEMPbmWzc9yPWkej\/JRf7TuaHc4ovpn5qH\/vHHO7c0\/tYlB+yq\/kvucMo5vZmY54Ot3OMW+0jkX5Kb84nOMMo8Ja55Xc\/bXQ4TGiayeN4lB+yq\/U6ljjEcidNGQyWgN3eYzWUfgLWys\/5VczvugRSYWbMxipju97jXW5dSTKT\/nF4yhe9Irln2hMNU4DN3mN82LOJ4JQfsWi\/Mx9xSuYCr9wnkThyIZ5bXxVqHCldRzKT\/nF5WjWeoazpspPZE\/3HqGjhF\/AKD\/lV3J\/6BlPhX20J+zDQ7mGvd6PX84dMJSf8iu5n3tHVOFlvua5f1Yzizz2unp7+Yl1DMpP+cVpovPwiL7LNm7g\/YN8XVLHWSzhtUSPuZXjrGNQfsrPivV3jwv4l8Q1bOE+fkcHz7OVLqCFsUxmGmcxh3EJH6vChdxtnEEayi8d5WfOvY90nss3rKev\/JRf3I7ifrP47035LW8RKD\/lV3LDeMIk\/qedZ2kvB+Wn\/EpunNe+2dkuv2e89bSVX0EoP3PvZn3g+E+ynrLyKxDlZ248K4LFv5IJ1tNVfgWj\/MwND\/RxzL0ZHuldJMpP+ZVcI9fQk2v4vbRzlPU0lV9BKb8CWJBw76wky1bmW09P+RWc8jM3gZ\/lEv9PSrzTqvJTflGZw6pMw18b2RFXyk\/5lVwT\/9nzrC2u5QWujO98K8pP+ZXfEBayOlX4HVwe8Ycuyk\/51YD30s7WxNHv4Fbmmh\/tWATKL52azq\/wBR7QxHmcx3mc5ryaYS8rWM5y7mOvddEFovzSqdn8ytIADhrFbKYwjamMYzjDaQU62cUuttDBatawgu3WRRaY8ktH+YmIiIiIiIiIiIiIiIhI0ZVtPwAYfmhXjF30HvipnuEHfupht3WBBTfy0E\/Krxo1ll+xGkA94xnLeMYyhrEcyzCG00ILLYzk8OjddgA76KKLrgO7aWxlG1t5ha28cuiJqzWNjGc8YxnLGMYxjhZG0kIrLQxjiOeFrZRfVPnZNoB6TuAUTuEEJnIix3NckAMn9vEyG3mRTWxgLWvZUKQnJJFGTuQUTuFEJjKRE3kXDQFGVX7pFCq\/8A3gKN5DG21MYQonF+KyyHtZy1rW8DTP8Bz7rMtxOJpTmcl0pjKFyYU4zFT5pWOaX6gG0Mp7eR+zaOM9hT48ch\/PsZKneITH6bIu5jAjed+B\/E4J8l+qWsovneD55d0A2jibMzmT9xQ69oH08ByP8Aj\/zkqzGuo4\/UB+pxTs0xo35ZdOEfJLZTbXBb7YQl7Leq5ldvD8zmIJG83nrvzsF5v8UmjgM\/zWPLasl3\/n04G2Yo7iT42uVqf8iruEyy+VOv6E58zDymtZxSdy3pSs5zLWmc9T+RVzyT+\/lE5mqXlIeS8PcGpu+bXxG\/P5Kb9iL3nml0od\/4U3zeMJsbzJ13Low\/X8d7rN56b8ir\/kk19Ko\/lX82BCLr9MtF+i29gItp2UX3HzS2lyDb\/vP9KylpMzy+\/dKU8+XcZF+RUnv5Rm8op5HBbLZmZkkt\/pVZx0uhYW5VeM\/FKaymbzKKyWVzP4QGZmjhejLPqi\/MzzS\/thwvE8zLtSP4nl9RLv56UUfz+JhxlnPQlDyi+dtPmlbABD+TWnB57yTioHfjqGow\/89CZvHJrPiMD1PMa5h0ZPqoXfMDNwvcovnVrKj7QN4FY+l\/F0unmZTWxhC9sOLF28zi46eZ09CR6nmaG0MpxmmhlzYBnHOCZyXOZHgP2QL1T5l7fzKeWn\/MzyI10D+BS3py6+hw2sYx3rWM8mNvHqof6alzrGM5EJnMQpnMzJHJ\/BDpaX8M9V\/NWl3JZ6ZOWXTsz5HSinWuPoqPK7yF7Ws5JnWMmzrKM79fTTGcLJzKCN6cxksvPKbwN7jWlsS\/g37+K5QyeSSkb5gfI7XDX5pXZLwk8se+ngNr7K2QwNXaq3Zs7mq9xGB70JZ3dz4rF+oPyUn2F+Kb2XHu\/iXufHLKiyW1sZzgJu53XvOfZwWqLHPzPBU6z8lF\/W+aV2l2dhb\/C3JYv+cCP4pvfxDcnehf0\/5af8DPNLaZZn\/72fydYZpnYSD3j24Onejzlb+Sk\/w\/xS+55XSTcX+ux\/\/hr5ptd8v+P9iH6fnyg\/5ZdPfik1s8ujnL+1zi1Tf+cx4x2eHy+10Kn8lJ9Zfql9xqOYHxbviOVU6rjNY9Z\/4vVYlyo\/5WeYX2q3OwtZfWgnydrR5HHI84+8Humnyk\/5GeaXUiPbHWX08iHrtHIxx\/nR0zaPvboa2an8lJ9ZfqnNcvahO62Tyo37y0\/3EdqzlZ\/yM8yvn+S7Hp7pvEe7dU65Wey8hzsd5TcY5TeYLPLrJ3kDmOW4vYMHggUS2nLWOO5xmvMxlN9gTnM+hvIbzGlJHzJ5AzjJcfvScHkEV2GZ4x7uHU9c91B+6e6h\/BJJ3gAmOW6v3f7rM7tJzkdw3UP5pbuH8kskeQMY47h9Vbg0DLhmN9b5CMpvMMov3ezc+fWTvAG49jYKflxyUFsdt7v3xTrGcbvyG5zyG0zifQGT7y\/V42gaR7E\/aCRhNbJv0Nt7nd\/EKr\/BKL\/Bpc+vn+QNwHXKpNraBTP7+Su\/dPNXfpnOv7pTEIlITVADEImYGoBIxNQARCKmBiASMTUAkYipAYhETA1AJGJqACIRUwMQiZgagEjEkjeAzkFv3W09odylnb\/ySzd\/5Zfp\/JM3gI2D3rohcBzhpZ2\/8ks3f+WX6fyTN4DBT7l0T+A4wks7f+WXbv7Kz3j+M9h\/xJMS7+dU63wKP3\/lp\/ws88vAkiMWULsnZM5y\/spP+aVhPv8hLBtw+KU1cjXWvOev\/JRfGgWY\/xBu6Lchsp\/2SOLPYv7KT\/mlUYj5T+c6VtJJJyu5NoL3XlnPX\/kpvzQymv\/\/B4HSOOkKR3yBAAAAAElFTkSuQmCC\"><\/image><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a162e52 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"a162e52\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/apps.lanbide.euskadi.net\/apps\/FR_RESULTADO_BUSQUEDA_CURSOS?LG=C&#038;ML=FORMEN1&#038;MS=Fca&#038;PM2=20&#038;PM7=cifp+bidasoa\" target=\"_blank\">Formaci\u00f3n para el Empleo<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-f0b6569 e-con-full e-flex e-con e-child\" data-id=\"f0b6569\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b07ae9c elementor-widget-laptop__width-initial elementor-widget-mobile_extra__width-auto elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"b07ae9c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon elementor-animation-float\" href=\"https:\/\/ivac-eei.eus\/es\/reconocimiento-competencias\/\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"512\" height=\"512\" viewBox=\"0 0 512 512\"><metadata><\/metadata><image id=\"Capa_0\" data-name=\"Capa 0\" x=\"40\" width=\"432\" height=\"512\" xlink:href=\"data:img\/png;base64,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\"><\/image><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d425d92 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"d425d92\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/ivac-eei.eus\/es\/reconocimiento-competencias\/\">Acreditaci\u00f3n Competencias<\/a><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-c1c2b14 e-con-full e-flex e-con e-child\" data-id=\"c1c2b14\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b642694 elementor-widget-laptop__width-initial elementor-widget-mobile_extra__width-auto elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"b642694\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<a class=\"elementor-icon elementor-animation-float\" href=\"https:\/\/docs.google.com\/forms\/d\/e\/1FAIpQLScWxuDWeSWbxot7o5sI9BDW7D_Mijk-ahSYSUdm148siTHLRg\/viewform\" target=\"_blank\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"512\" height=\"512\" viewBox=\"0 0 512 512\"><metadata><\/metadata><image id=\"Capa_0\" data-name=\"Capa 0\" x=\"27\" y=\"26\" width=\"458\" height=\"460\" xlink:href=\"data:img\/png;base64,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\"><\/image><\/svg>\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0f90aef elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"0f90aef\" 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\">Bolsa de trabajo<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-76530b2 animated-fast e-flex e-con-boxed e-con e-parent\" data-id=\"76530b2\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;,&quot;animation_delay&quot;:0,&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-cc0d10a e-con-full e-flex e-con e-child\" data-id=\"cc0d10a\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d121d6d elementor-cta--skin-classic elementor-animated-content elementor-bg-transform elementor-bg-transform-zoom-in elementor-widget elementor-widget-call-to-action\" data-id=\"d121d6d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<a class=\"elementor-cta\" href=\"https:\/\/www.fpbidasoa.eus\/es\/ciclos\/ciclos-de-grado-medio\/\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url(https:\/\/www.fpbidasoa.eus\/wp-content\/uploads\/2024\/06\/Grado-medio-2-1024x680.jpg);\" role=\"img\" aria-label=\"Grado Medio\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h2 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tGrado Medio\t\t\t\t\t<\/h2>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-31d4e45 e-con-full e-flex e-con e-child\" data-id=\"31d4e45\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-87599cc elementor-cta--skin-classic elementor-animated-content elementor-bg-transform elementor-bg-transform-zoom-in elementor-widget elementor-widget-call-to-action\" data-id=\"87599cc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<a class=\"elementor-cta\" href=\"https:\/\/www.fpbidasoa.eus\/es\/ciclos\/ciclos-de-grado-superior\/\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url(https:\/\/www.fpbidasoa.eus\/wp-content\/uploads\/2024\/06\/grado-superior-2-1024x642.jpg);\" role=\"img\" aria-label=\"Grado Superior\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h2 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tGrado Superior\t\t\t\t\t<\/h2>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-e187dea e-con-full e-flex e-con e-child\" data-id=\"e187dea\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-612c640 elementor-cta--skin-classic elementor-animated-content elementor-bg-transform elementor-bg-transform-zoom-in elementor-widget elementor-widget-call-to-action\" data-id=\"612c640\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<a class=\"elementor-cta\" href=\"https:\/\/www.fpbidasoa.eus\/es\/ciclos\/programas-de-especializacion\/\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url(https:\/\/www.fpbidasoa.eus\/wp-content\/uploads\/2024\/06\/cursos-especializacion-1024x768.jpg);\" role=\"img\" aria-label=\"Cursos Especializaci\u00f3n\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h2 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tCursos Especializaci\u00f3n\t\t\t\t\t<\/h2>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-0d84e51 e-con-full e-flex e-con e-child\" data-id=\"0d84e51\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;animation&quot;:&quot;none&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-aba8f18 elementor-cta--skin-classic elementor-animated-content elementor-bg-transform elementor-bg-transform-zoom-in elementor-widget elementor-widget-call-to-action\" data-id=\"aba8f18\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<a class=\"elementor-cta\" href=\"https:\/\/www.fpbidasoa.eus\/es\/ciclos\/certificados-profesionales\/\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url(https:\/\/www.fpbidasoa.eus\/wp-content\/uploads\/2024\/06\/Certificados-Profesionales-1024x681.jpg);\" role=\"img\" aria-label=\"Certificados Profesionales\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<h2 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\tCertificados Profesionales\t\t\t\t\t<\/h2>\n\t\t\t\t\n\t\t\t\t\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-particle_enable=\"false\" data-particle-mobile-disabled=\"false\" class=\"elementor-element elementor-element-85fa50e e-flex e-con-boxed e-con e-parent\" data-id=\"85fa50e\" 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-7545166 eael-divider-center elementor-widget elementor-widget-eael-divider\" data-id=\"7545166\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"eael-divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"eael-divider-wrap divider-direction-horizontal\">\n\t\t\t\t\t\t\t<div class=\"divider-text-container\">\n\t\t\t\t\t<div class=\"divider-text-wrap\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"divider-border-wrap divider-border-left\">\n\t\t\t\t\t\t\t\t<span class=\"divider-border\"><\/span>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"eael-divider-content\">\n\t\t\t\t\t\t\t<span class=\"eael-divider-text\">\u00daltimas noticias<\/span>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"divider-border-wrap divider-border-right\">\n\t\t\t\t\t\t\t\t<span class=\"divider-border\"><\/span>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bfc1993 elementor-widget-divider--view-line_icon elementor-widget__width-initial elementor-view-default elementor-widget-divider--element-align-center elementor-widget elementor-widget-global elementor-global-16715 elementor-widget-divider\" data-id=\"bfc1993\" 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\t<div class=\"elementor-icon elementor-divider__element\">\n\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-list-alt\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M464 32H48C21.49 32 0 53.49 0 80v352c0 26.51 21.49 48 48 48h416c26.51 0 48-21.49 48-48V80c0-26.51-21.49-48-48-48zm-6 400H54a6 6 0 0 1-6-6V86a6 6 0 0 1 6-6h404a6 6 0 0 1 6 6v340a6 6 0 0 1-6 6zm-42-92v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm0-96v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm0-96v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm-252 12c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36zm0 96c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36zm0 96c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36z\"><\/path><\/svg><\/div>\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\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>PERIODO MATR\u00cdCULA Curso 26\/27+ infoCERTIFICADOS PROFESIONALES (GRADOS C)Matr\u00edcula+ infoPRESENTACI\u00d3N E INICIO DE CLASES4 de Septiembre+ infoLANBIDECursos para Desempleados y Trabajadores+ info Consultas Formaci\u00f3n para el Empleo Acreditaci\u00f3n Competencias Bolsa de trabajo Grado Medio Grado Superior Cursos Especializaci\u00f3n Certificados Profesionales \u00daltimas noticias<\/p>\n","protected":false},"author":3,"featured_media":0,"parent":0,"menu_order":100,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_eb_attr":"","footnotes":"","_links_to":"","_links_to_target":""},"categories":[64],"tags":[],"class_list":["post-318","page","type-page","status-publish","hentry","category-orrialdeak"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Bidasoa Formaci\u00f3n Profesional - CIFP Bidasoa LHII<\/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.fpbidasoa.eus\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Bidasoa Formaci\u00f3n Profesional - CIFP Bidasoa LHII\" \/>\n<meta property=\"og:description\" content=\"PERIODO MATR\u00cdCULA Curso 26\/27+ infoCERTIFICADOS PROFESIONALES (GRADOS C)Matr\u00edcula+ infoPRESENTACI\u00d3N E INICIO DE CLASES4 de Septiembre+ infoLANBIDECursos para Desempleados y Trabajadores+ info Consultas Formaci\u00f3n para el Empleo Acreditaci\u00f3n Competencias Bolsa de trabajo Grado Medio Grado Superior Cursos Especializaci\u00f3n Certificados Profesionales \u00daltimas noticias\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.fpbidasoa.eus\/\" \/>\n<meta property=\"og:site_name\" content=\"CIFP Bidasoa LHII\" \/>\n<meta property=\"article:modified_time\" content=\"2026-07-27T06:34:04+00:00\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Tiempo de lectura\" \/>\n\t<meta name=\"twitter:data1\" content=\"2 minutos\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/\",\"url\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/\",\"name\":\"Bidasoa Formaci\u00f3n Profesional - CIFP Bidasoa LHII\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#website\"},\"datePublished\":\"2023-09-30T20:06:18+00:00\",\"dateModified\":\"2026-07-27T06:34:04+00:00\",\"breadcrumb\":{\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#breadcrumb\"},\"inLanguage\":\"es\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/www.fpbidasoa.eus\\\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Fpbidasoa\",\"item\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Bidasoa Formaci\u00f3n Profesional\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#website\",\"url\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/\",\"name\":\"CIFP Plaiaundi LHII\",\"description\":\"\",\"publisher\":{\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"es\"},{\"@type\":\"Organization\",\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#organization\",\"name\":\"CIFP Plaiaundi LHII\",\"url\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"es\",\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#\\\/schema\\\/logo\\\/image\\\/\",\"url\":\"\",\"contentUrl\":\"\",\"caption\":\"CIFP Plaiaundi LHII\"},\"image\":{\"@id\":\"https:\\\/\\\/www.fpbidasoa.eus\\\/#\\\/schema\\\/logo\\\/image\\\/\"}}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Bidasoa Formaci\u00f3n Profesional - CIFP Bidasoa LHII","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/www.fpbidasoa.eus\/","og_locale":"es_ES","og_type":"article","og_title":"Bidasoa Formaci\u00f3n Profesional - CIFP Bidasoa LHII","og_description":"PERIODO MATR\u00cdCULA Curso 26\/27+ infoCERTIFICADOS PROFESIONALES (GRADOS C)Matr\u00edcula+ infoPRESENTACI\u00d3N E INICIO DE CLASES4 de Septiembre+ infoLANBIDECursos para Desempleados y Trabajadores+ info Consultas Formaci\u00f3n para el Empleo Acreditaci\u00f3n Competencias Bolsa de trabajo Grado Medio Grado Superior Cursos Especializaci\u00f3n Certificados Profesionales \u00daltimas noticias","og_url":"https:\/\/www.fpbidasoa.eus\/","og_site_name":"CIFP Bidasoa LHII","article_modified_time":"2026-07-27T06:34:04+00:00","twitter_card":"summary_large_image","twitter_misc":{"Tiempo de lectura":"2 minutos"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"WebPage","@id":"https:\/\/www.fpbidasoa.eus\/","url":"https:\/\/www.fpbidasoa.eus\/","name":"Bidasoa Formaci\u00f3n Profesional - CIFP Bidasoa LHII","isPartOf":{"@id":"https:\/\/www.fpbidasoa.eus\/#website"},"datePublished":"2023-09-30T20:06:18+00:00","dateModified":"2026-07-27T06:34:04+00:00","breadcrumb":{"@id":"https:\/\/www.fpbidasoa.eus\/#breadcrumb"},"inLanguage":"es","potentialAction":[{"@type":"ReadAction","target":["https:\/\/www.fpbidasoa.eus\/"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/www.fpbidasoa.eus\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Fpbidasoa","item":"https:\/\/www.fpbidasoa.eus\/"},{"@type":"ListItem","position":2,"name":"Bidasoa Formaci\u00f3n Profesional"}]},{"@type":"WebSite","@id":"https:\/\/www.fpbidasoa.eus\/#website","url":"https:\/\/www.fpbidasoa.eus\/","name":"CIFP Plaiaundi LHII","description":"","publisher":{"@id":"https:\/\/www.fpbidasoa.eus\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/www.fpbidasoa.eus\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"es"},{"@type":"Organization","@id":"https:\/\/www.fpbidasoa.eus\/#organization","name":"CIFP Plaiaundi LHII","url":"https:\/\/www.fpbidasoa.eus\/","logo":{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/www.fpbidasoa.eus\/#\/schema\/logo\/image\/","url":"","contentUrl":"","caption":"CIFP Plaiaundi LHII"},"image":{"@id":"https:\/\/www.fpbidasoa.eus\/#\/schema\/logo\/image\/"}}]}},"_links":{"self":[{"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/pages\/318","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/comments?post=318"}],"version-history":[{"count":325,"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/pages\/318\/revisions"}],"predecessor-version":[{"id":22982,"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/pages\/318\/revisions\/22982"}],"wp:attachment":[{"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/media?parent=318"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/categories?post=318"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.fpbidasoa.eus\/es\/wp-json\/wp\/v2\/tags?post=318"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}