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class="open " href="https://gvaoberta.gva.es/es/compromiso-con-la-ciudadania" target="_container"> Compromiso con la Ciudadan铆a</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/carta-de-servicios" > Cartas de servicios</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/queixes-suggeriments-i-agraiments" > Quejas , sugerencias y agradecimientos</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/denuncias" > Denuncias</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/calidad-y-evaluacion-de-servicios-publicos" > Calidad y Evaluaci贸n de Servicios P煤blicos</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/inspeccion-general-de-servicios" > Inspecci贸n General de Servicios</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/politica-de-gestion-documental-de-la-generalitat" > Pol铆tica de Gesti贸n Documental de la Generalitat</a></li></ul></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/normativa-juridica" target="_container"> Normativa jur铆dica</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/normativa-en-tramite-de-elaboracion-y-tramitada" > Normativa en tr谩mite de elaboraci贸n y tramitada</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/normativa-vigent" > Normativa vigente</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/directrius-instruccions-i-circulars" > Directrices, instrucciones, acuerdos y circulares</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/informes-juridics-de-l-advocacia" > Informes jur铆dicos de la Abogac铆a</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/plan-normativo-de-la-administracion-de-la-generalitat" > Plan Anual Normativo</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/resolucions-judicials" > Resoluciones judiciales</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/resolucions-administratives" > Resoluciones administrativas</a></li></ul></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/butlleti-de-novetats" > Bolet铆n de novedades</a></li></ul></li><li class="open selectedParent " ><a class="open selectedParent " href="https://gvaoberta.gva.es/es/cifras" target="_container"> Cifras</a><ul class="layouts level-2"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/donacions" > Donaciones DANA</a></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/informacio-economica-i-pressupostaria" target="_container"> Informaci贸n Econ贸mica y Presupuestaria</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/presupuestos" > Presupuestos Generalitat y sector p煤blico instrumental</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/execucio-pressupostaria" > Ejecuci贸n Presupuestaria</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/visores" > Visores presupuestarios</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/despeses-personal" > Gastos de Personal</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/liquidacio-pressupostaria" > Liquidaci贸n presupuestaria</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/indicadores-de-seguimiento-presupuesto-gva" > Indicadores de seguimiento Presupuesto GVA</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/modificaciones-credito" > Modificaciones cr茅dito</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/informes-de-la-intervencion-general" > Informes de la Intervenci贸n General</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/informes-fiscalizacion-sindicatura-de-comptes" > Informes fiscalizaci贸n sindicatura de comptes</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/pla-de-tresoreria" > Plan de Tesorer铆a</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/consulta-pagos-generalitat" > Consulta Pagos Generalitat</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/movimientos-contables" > Movimientos contables</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/saldos-bancarios" > Saldos bancarios</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/caja-fija" > Caja fija</a></li></ul></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/financiacion-y-estabilidad-presupuestaria" target="_container"> Financiaci贸n y estabilidad presupuestaria</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/financiacion" > Financiaci贸n</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/estadistiques-tributaries" > Estad铆sticas tributarias</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/beneficis-fiscals" > Beneficios Fiscales</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/estabilidad-presupuestaria" > Estabilidad Presupuestaria</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/deuda-publica" > Deuda P煤blica</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/arrendaments-financers" > Arrendamientos financieros</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/avals-i-garanties-prestades" > Avales y garant铆as prestadas</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/index-de-solvencia" > 脥ndice de solvencia</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/plazo-medio-de-pago" > Plazo Medio de Pago</a></li></ul></li><li class="selected " ><a class="selected " href="https://gvaoberta.gva.es/es/coste-efectivo-de-servicios" > Coste efectivo de los servicios p煤blicos</a></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/contratos" target="_container"> Contratos P煤blicos</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/registre-oficial-contractes-gva" > Contratos de la Generalitat</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/visor-contractacio" > Visor de contrataci贸n</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/volumen-presupuestario-de-contratos" > Volumen presupuestario</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/publicidad-y-promocion-institucional" > Publicidad y Promoci贸n Institucional</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/auditoria-ciutadana" > Auditoria ciudadana</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/informes-contractats" > Informes contratados</a></li></ul></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/contractes-programa" > Contratos-Programa</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/convenios" > Convenios</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/encomiendas-de-gestion" > Encomiendas de gesti贸n</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/encarrecs-a-mitjans-propis" > Encargos a medios propios</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/accion-concertada" > Acci贸n concertada</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/subvenciones" > Subvenciones</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/bienes-de-la-gva" > Bienes de la GVA</a></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/estudios-opinion" target="_container"> Estad铆sticas y Estudios de Opini贸n</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/portal-estadistico-gva" target="_blank"> Estad铆sticas GVA</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/estudios-de-opinion-gva" > Estudios de opini贸n GVA</a></li></ul></li></ul></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/transparencia-por-sectores" target="_container"> Transparencia por sectores</a><ul class="layouts level-2"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/educacio" > Educaci贸n</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/emergencias" > Emergencias</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/medio-ambiente" > Medio ambiente</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/proteccio-de-dades-personals" > Protecci贸n de datos personales</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/salud-publica" > Sanidad</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/seguridad-vial" > Seguridad Vial</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/territori-urbanisme-movilitat" > Territorio, urbanismo y movilidad</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/unio-europea" > Uni贸n Europea</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/vivenda" > Vivienda</a></li></ul></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/transparencia-en-la-generalitat" target="_container"> Transparencia en la Generalitat</a><ul class="layouts level-2"><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/portal-de-transparencia" target="_container"> Portal de Transparencia</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/que-es-gva-oberta" > Qu茅 es GVA Oberta</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/estadistiques-gva-oberta" > Estad铆sticas GVA Oberta</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/avaluacio-de-la-transparencia" > Evaluaci贸n de la transparencia</a></li></ul></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/transparencia-gva" target="_container"> Transparencia GVA</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/organitzacio-de-la-transparencia-en-gva" > Organizaci贸n de la transparencia en GVA</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/linies-d-accio-estrategica-de-transparencia" > L铆neas de Acci贸n Estrat茅gica de Transparencia</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/normativa-transparencia" > Normativa transparencia</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/principis-de-la-nova-llei-1-2022" > Principios de la nueva Ley 1/2022</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/guies-i-recursos" > Formaci贸n y sensibilizaci贸n</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/agenda-actividades" > Agenda de Actividades sobre Transparencia</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/alianca-govern-obert" > Alianza para el Gobierno Abierto</a></li></ul></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/integritat" > Integridad</a></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/demane-informacio-publica" target="_container"> Solicite informaci贸n p煤blica</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/acceso-informacion-publica" > 驴Qu茅 es el derecho de Acceso a la Informaci贸n P煤blica?</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/acceso-a-la-informacion-publica" > Solicite informaci贸n p煤blica</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/seguiment-de-les-sol-licituds-d-informacio-publica" > Seguimiento de las solicitudes de Informaci贸n P煤blica</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/visor-de-gvagip" > Visor solicitudes de informaci贸n p煤blica</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/informacio-publica-mes-sol-licitada" > Informaci贸n p煤blica m谩s solicitada</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/preguntes-frequents-i-recomanacions" > Preguntas frecuentes y recomendaciones</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/reclamar-resolucions" > Reclamar resoluciones</a></li></ul></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/consell-de-transparencia1" > Consejo valenciano de Transparencia</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/tep" > TEP - Transparencia Entidades Privadas</a></li><li class="open " ><a class="open " href="https://gvaoberta.gva.es/es/mapets-governs-locals-oberts" target="_container"> MAPETS - Gobiernos locales abiertos</a><ul class="layouts level-3"><li class="" ><a class="" href="https://gvaoberta.gva.es/es/cercador-de-governs-oberts-de-la-comunitat-valenciana" > Buscador</a></li><li class="" ><a class="" href="https://gvaoberta.gva.es/es/mapa-d-entitats-locals" > Mapa</a></li></ul></li></ul></li><li class="" ><a class="" href="https://portaldadesobertes.gva.es/es/" > Datos abiertos</a></li></ul> </div> </div> </div> </div> </section> </div> </div> </div> </div> </div> </div> </div> <div class="banner-central"> </div> <nav class="site-breadcrumbs nivel-inicial-2 visible-desktop visible-print" id="breadcrumbs" inicio="Inicio"> <div class="portlet-boundary portlet-boundary_73_ portlet-static portlet-static-end portlet-borderless portlet-breadcrumb " id="p_p_id_73_INSTANCE_BREADCRUMBS_" > <span id="p_73_INSTANCE_BREADCRUMBS"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <ul class="breadcrumbs breadcrumbs-horizontal lfr-component"> <li class="first parent"><span><a href="https://presidencia.gva.es/es">Presidencia de la Generalitat</a></span> <span class="padreValenciano"> <a href="https://presidencia.gva.es/es"> Presid猫ncia de la Generalitat</a> </span> </li> <li class="sel"><span><a href="https://gvaoberta.gva.es/es">GVA Oberta</a></span> </li> <li class="sel"><span><a href="https://gvaoberta.gva.es/es/cifras" target="_container">Cifras</a></span> </li> <li class="last sel"><span>Coste efectivo de los servicios p煤blicos</span> </li> </ul> </div> </div> </div> </div> </nav> <div class="portlet-boundary portlet-boundary_103_ portlet-static portlet-static-end " id="p_p_id_103_" > <span id="p_103"></span> <div class="portlet-body"> </div> </div> <div class="columns-1" id="main-content" role="main"> <table class="portlet-layout"> <tr> <td class="portlet-column portlet-column-only" id="column-1"> <div class="portlet-dropzone portlet-column-content portlet-column-content-only" id="layout-column_column-1"> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-journal-content " id="p_p_id_56_INSTANCE_4UNoVk49EBvV_" > <span id="p_56_INSTANCE_4UNoVk49EBvV"></span> <div class="portlet-body"> <section class="portlet" id="portlet_56_INSTANCE_4UNoVk49EBvV"> <header class="portlet-topper"> <h1 class="portlet-title"> <span class="portlet-title-text">Visor de contenido web</span> </h1> <menu class="portlet-topper-toolbar" id="portlet-topper-toolbar_56_INSTANCE_4UNoVk49EBvV" type="toolbar"> </menu> </header> <div class="portlet-content"> <div class=" portlet-content-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">Coste efectivo de los servicios p煤blicos</p> <div class="content cuerpo"> <h2 style="text-align: justify;"> 驴Qu茅 son servicios p煤blicos?</h2> <p> Los servicios p煤blicos son el conjunto de actividades y prestaciones permitidas, reservadas o exigidas a las administraciones p煤blicas, cuya finalidad es responder a diferentes imperativos del funcionamiento social y, en 煤ltima instancia, favorecer la realizaci贸n efectiva de la igualdad y del bienestar social.</p> <p> En la sociedad contempor谩nea se les ha reconocido una doble condici贸n, de un lado son esenciales para la calidad de vida individual de las personas y de otro, desde el punto de vista colectivo, constituyen la base del desarrollo econ贸mico y social de la comunidad.</p> <p> Dichos servicios p煤blicos pueden ser fundamentales o no. Especialmente en materia de servicios p煤blicos fundamentales, las administraciones p煤blicas realizan un papel redistributivo. En este sentido los servicios p煤blicos fundamentales son los relativos a la sanidad, la educaci贸n y los servicios sociales.</p> <p style="text-align: justify;">  </p> <ul> <li> <u><a href="#sanidad">Sanidad</a></u></li> <li> <u><a href="#educacion">Educaci贸n</a></u></li> <li> <u><a href="#servicios">Servicios sociales</a></u></li> <li> <u><a href="#financiacion">Financiaci贸n de las pol铆ticas sociales de gasto</a></u></li> </ul> </div> <div class="relatedContents"> </div> </div> </div> </div> </div> </div> </section> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-borderless portlet-journal-content " id="p_p_id_56_INSTANCE_z4AUkfpFj54F_" > <span id="p_56_INSTANCE_z4AUkfpFj54F"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="faq "> <p id="163773640" class="asset-title"><a href="#">Gasto en servicios p煤blicos fundamentales</a></p> <div class="faq-respuesta"> <p style="text-align: justify;"> En 2021 la Generalitat destin贸 15.424 millones de euros a servicios p煤blicos fundamentales, de los que el 55% se destin贸 a sanidad, el 34% a educaci贸n y el 11% a servicios sociales.</p> <p style="text-align: center;"> <img alt="" 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" /></p> <p>  </p> <p> Descargue el <a href="/documents/7843050/163753612/20221031+Evoluci%C3%B3n+gasto+servicios+p%C3%BAblicos+fundamentales+2016-2021.xlsx/57e83e8b-e085-496c-b9ec-1b21ccbe2a40" target="_blank"><u><strong>gasto en servicios p煤blicos fundamentales</strong></u></a> (en formato reutilizable desde 2016 hasta 2021).</p> <p> Fuente: 贸rgano competente en materia de financiaci贸n auton贸mica y coordinaci贸n financiera.</p> <p> <em>Nota: datos en miles de euros.</em></p> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-journal-content " id="p_p_id_56_INSTANCE_5KgyDQjPFsRL_" > <span id="p_56_INSTANCE_5KgyDQjPFsRL"></span> <div class="portlet-body"> <section class="portlet" id="portlet_56_INSTANCE_5KgyDQjPFsRL"> <header class="portlet-topper"> <h1 class="portlet-title"> <span class="portlet-title-text">Visor de contenido web</span> </h1> <menu class="portlet-topper-toolbar" id="portlet-topper-toolbar_56_INSTANCE_5KgyDQjPFsRL" type="toolbar"> </menu> </header> <div class="portlet-content"> <div class=" portlet-content-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">Sanidad</p> <div class="content cuerpo"> <p> <a name="sanidad"></a></p> <p>  </p> <p style="text-align: justify;"> En 2021 la Generalitat destin贸 8.439 millones de euros a sanidad.</p> <p> Si se tiene en cuenta la distribuci贸n por cap铆tulo de gasto, los gastos de personal suponen la partida m谩s importante de gasto con el 40%, seguido de los gastos corrientes con el 38% y las transferencias corrientes con el 19%.</p> <p style="text-align: center;"> <img alt="" 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" title="Gasto en sanidad por cap铆tulos 2021" /></p> <p style="text-align: center;">  </p> <p> Fuente: 贸rgano competente en materia de financiaci贸n auton贸mica y coordinaci贸n financiera.</p> <p> <em>Nota: datos en miles de euros.</em></p> <p>  </p> <p> Adem谩s, respecto al gasto en sanidad, se dispone de dos estad铆sticas propias y espec铆ficas: la Estad铆stica de Gasto Sanitario P煤blico (EGSP) y el Sistema de Informaci贸n Econ贸mica (SIE).</p> </div> <div class="relatedContents"> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </section> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-borderless portlet-journal-content " id="p_p_id_56_INSTANCE_HSLHhjoaK722_" > <span id="p_56_INSTANCE_HSLHhjoaK722"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="faq "> <p id="163773705" class="asset-title"><a href="#">Estad铆stica de Gasto Sanitario P煤blico (EGSP)</a></p> <div class="faq-respuesta"> <p style="text-align: justify;"> En ella se muestra la evoluci贸n del gasto sanitario p煤blico para el periodo 2002 a 2020 seg煤n las cuentas sat茅lite, la clasificaci贸n econ贸mico-presupuestaria, la clasificaci贸n funcional y a los agregados de contabilidad nacional.</p> <p style="text-align: justify;"> Consulte la <a href="https://gvaoberta.gva.es/documents/7843050/163776046/EGSP+2021.pdf/e1a94890-2c2a-47e3-bd77-754e4ebb634c" target="_blank">Estad铆stica de Gasto Sanitario P煤blico</a> (EGSP) (en formato pdf).</p> <p style="text-align: justify;"> Consulte la <a href="https://gvaoberta.gva.es/documents/7843050/163776046/EGSP+2021.xlsx/c58c41c8-3c6e-4472-9d9f-d2f13043c3df" target="_blank">Estad铆stica de Gasto Sanitario P煤blico</a> (EGSP) (en formato reutilizable).</p> <p style="text-align: justify;"> La primera hoja del libro de c谩lculo, relativa a las cuentas sat茅lite, es resultado de la combinaci贸n de los datos y estructuras contenidas en las otras tres:</p> <ul> <li> <p style="text-align: justify;"> La clasificaci贸n econ贸mica hace referencia a c贸mo se gasta. En el caso de las cuentas sat茅lite, los gastos se desglosan en las siguientes categor铆as: gasto corriente en bienes y servicios; transferencias corrientes; y gasto de capital.</p> </li> <li> <p style="text-align: justify;"> La clasificaci贸n funcional informa de la finalidad o destino del gasto sanitario: servicios hospitalarios y especializados, servicios primarios de salud, servicios de salud p煤blica, servicios colectivos de salud, farmacia, traslado, pr贸tesis y aparatos terap茅uticos y gasto de capital.</p> </li> <li> <p style="text-align: justify;"> Los agregados de contabilidad nacional, establecidos por el Sistema Europeo de Cuentas de 1995 (SEC-95), comprenden los bienes y servicios adquiridos para la satisfacci贸n directa de las necesidades humanas, ya sean estas individuales o colectivas, as铆 como el gasto de capital.</p> </li> </ul> <p style="text-align: justify;"> Para m谩s informaci贸n sobre la metodolog铆a de c谩lculo consulte el siguiente <a href="http://www.mscbs.gob.es/estadEstudios/estadisticas/docs/EGSP2008/egspMetodologiaGeneral.pdf" target="_blank">documento</a> (pdf).</p> <p style="text-align: justify;"> Fuente: 贸rgano competente en materia de sanidad<br /> Fecha de actualizaci贸n: abril 2023 <br /> Periodicidad: anual<br /> Fecha de creaci贸n: noviembre 2016</p> <p style="text-align: justify;"> Fundamento: art. 41 del <a href="https://dogv.gva.es/es/resultats-temes?&&L=1&CHK_TEXTO_LIBRE=1&tipo_search=legislacion&num_tipo=9&signatura=007767/2017" target="_blank">Decreto 105/2017, de 28 de julio</a>, del Consell, de desarrollo de la Ley 2/2015, de 2 de abril (DOGV n煤m. 8118, de 01.09.2017). Indicador n煤m. 60 del 铆ndice <a href="https://transparencia.org.es/wp-content/uploads/2017/02/evaluacion_detallada_incau-2016-valencia.pdf" target="_blank">INCAU 2016</a> de Transparencia Internacional</p> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-borderless portlet-journal-content " id="p_p_id_56_INSTANCE_OiFnjJMII7nA_" > <span id="p_56_INSTANCE_OiFnjJMII7nA"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="faq "> <p id="163837833" class="asset-title"><a href="#">Sistema de Informaci贸n Econ贸mica (SIE)</a></p> <div class="faq-respuesta"> <p> El <strong>Sistema de Informaci贸n Econ贸mica</strong> (SIE) es un sistema de contabilidad anal铆tica de la Conselleria competente en materia de Sanidad que muestra la evoluci贸n del coste de la asistencia sanitaria desde el ejercicio 2015.</p> <p style="margin-left: 40px;"> Consulte la <strong>evoluci贸n del coste de la asistencia sanitaria</strong> seg煤n el 谩mbito de la atenci贸n, en formato reutilizable:</p> <ul> <li style="margin-left: 120px;"> <strong style="font-style: inherit; font-variant-ligatures: inherit; font-variant-caps: inherit;">2015 - 2021</strong><span style="font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 14px;"> (</span><u><a href="http://gvaoberta.gva.es/documents/7843050/163837574/Coste+de+la+asistencia+sanitaria+-+4%C2%BA%20trimestre+2021.xlsx/e5cd44cd-51bd-4074-bfe3-ca02178a1439" title="2015-2021 Sistema de Informaci贸n Econ贸mica (SIE))" type="fichero excel">formato xlsx</a></u><span style="font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 14px;">)</span></li> <li style="margin-left: 120px;"> <strong>2022 - 2023</strong> <a href="/documents/7843050/163776046/Coste+asistencia+sanitaria+SIE+2023.4T.xlsx/6fba5a11-ecfb-4ca3-bab7-87aef7a33d60">(<u>formato xlsx</u>)</a> <a href="/documents/7843050/163776046/Coste+asistencia+sanitaria+SIE+2023.4T.pdf/04df4089-4b72-4810-804a-85725317e97d">(<u>formato PDF</u>)</a></li> </ul> <p>  </p> <p> Fuente: 贸rgano competente en materia de sanidad</p> <p> Fecha de actualizaci贸n: octubre 2024<br /> Periodicidad: trimestral<br /> Fecha de creaci贸n: noviembre 2016<br /> Fundamento: art. 41 del <a href="https://dogv.gva.es/es/resultats-temes?&&L=1&CHK_TEXTO_LIBRE=1&tipo_search=legislacion&num_tipo=9&signatura=007767/2017" target="_blank">Decreto 105/2017, de 28 de julio</a>, del Consell, de desarrollo de la Ley 2/2015, de 2 de abril (DOGV n煤m. 8118, de 01.09.2017). Indicador n煤m. 60 del 铆ndice <a href="https://transparencia.org.es/wp-content/uploads/2017/02/evaluacion_detallada_incau-2016-valencia.pdf" target="_blank">INCAU 2016</a> de Transparencia Internacional</p> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-journal-content " id="p_p_id_56_INSTANCE_6dqcuQ2QTEM3_" > <span id="p_56_INSTANCE_6dqcuQ2QTEM3"></span> <div class="portlet-body"> <section class="portlet" id="portlet_56_INSTANCE_6dqcuQ2QTEM3"> <header class="portlet-topper"> <h1 class="portlet-title"> <span class="portlet-title-text">Visor de contenido web</span> </h1> <menu class="portlet-topper-toolbar" id="portlet-topper-toolbar_56_INSTANCE_6dqcuQ2QTEM3" type="toolbar"> </menu> </header> <div class="portlet-content"> <div class=" portlet-content-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">Educaci贸n</p> <div class="content cuerpo"> <p> <a name="educacion"></a></p> <p>  </p> <p> En 2021 la Generalitat destin贸 5.211 millones de euros a educaci贸n.</p> <p> Si se tiene en cuenta la distribuci贸n por cap铆tulo de gasto, el 55% del gasto se dedica a personal, seguido de transferencias corrientes con el 36%.</p> <p style="text-align: center;"> <img alt="" 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" /></p> <p style="text-align: center;">  </p> <p> Fuente: 贸rgano competente en materia de financiaci贸n auton贸mica y coordinaci贸n financiera.</p> <p> <em>Nota: datos en miles de euros.</em></p> </div> <div class="relatedContents"> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </section> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-borderless portlet-journal-content " id="p_p_id_56_INSTANCE_LRvBW4usmw0Y_" > <span id="p_56_INSTANCE_LRvBW4usmw0Y"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="faq "> <p id="163773768" class="asset-title"><a href="#">Gasto p煤blico por alumno en ense帽anzas no universitarias del sistema educativo</a></p> <div class="faq-respuesta"> <p> El gasto p煤blico por alumno en centros p煤blicos de ense帽anza no universitaria de la Comunitat Valenciana fue de 5.609 euros en el ejercicio 2017 (5.510 euros en 2016).</p> <ul> <li> <a href="/documents/7843050/163753612/20210201_despesa_per_alumne_centre_public_CV_i_Espanya.ods/9b885bc1-e893-4d33-b0d8-eeedef93912c" target="_blank">Consulte la <strong>serie completa del gasto p煤blico por alumno en la Comunitat Valenciana comparado con la media de Espa帽a (2005-2017)</strong></a> (formato ODS).</li> </ul> <p style="text-align: center;"> <img alt="Gasto por alumno en centros p煤blicos de ense帽anza no universitaria (2005-2017)" src="/documents/7843050/163753612/20210201_despesa_per_alumne_centre_public_CV_i_Espanya.jpg/e57bbbb1-3ee5-4454-b380-51c2120f02a9?t=1612172349204" style="width: 681px; height: 441px;" title="Gasto por alumno en centros p煤blicos de ense帽anza no universitaria (2005-2017)" /></p> <p> *Media del gasto p煤blico por alumno en centros p煤blicos de ense帽anza no universitaria de todas las comunidades aut贸nomas de Espa帽a.</p> <p> **Los datos no se facilitan en las fuentes consultadas.</p> <p> Nota: El gasto p煤blico por alumno en ense帽anzas no universitarias no incluye la formaci贸n ocupacional. El alumnado se ha transformado en equivalente a tiempo completo, de acuerdo a la metodolog铆a utilizada en la estad铆stica internacional.</p> <p> <br /> Fuente: datos del gasto en educaci贸n por alumno en Mapa de indicadores (<a href="http://www.educacionyfp.gob.es/inee/indicadores/sistema-estatal/mapa-indicadores/segunda-epoca-2018-en-adelante.html" target="_blank">2018 en adelante</a>; <a href="http://www.educacionyfp.gob.es/inee/indicadores/sistema-estatal/mapa-indicadores/segunda-epoca-2010-2017.html" target="_blank">segunda 茅poca 2010-2017</a>; <a href="http://www.educacionyfp.gob.es/inee/indicadores/sistema-estatal/mapa-indicadores/primera-epoca-2000-2009.html" target="_blank">primera 茅poca 2000-2009</a>). M谩s informaci贸n en el <a href="https://www.educacionyfp.gob.es/servicios-al-ciudadano/estadisticas/indicadores/sistema-estatal-indicadores.html" target="_blank">Sistema Estatal de Indicadores de la Educaci贸n (SEIE)</a>. Ministerio con competencias en educaci贸n.</p> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-borderless portlet-journal-content " id="p_p_id_56_INSTANCE_BjHgu5i8dDen_" > <span id="p_56_INSTANCE_BjHgu5i8dDen"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">Pie gr谩ficos educaci贸n</p> <div class="relatedContents"> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-journal-content " id="p_p_id_56_INSTANCE_XbTnqNwHIuX2_" > <span id="p_56_INSTANCE_XbTnqNwHIuX2"></span> <div class="portlet-body"> <section class="portlet" id="portlet_56_INSTANCE_XbTnqNwHIuX2"> <header class="portlet-topper"> <h1 class="portlet-title"> <span class="portlet-title-text">Visor de contenido web</span> </h1> <menu class="portlet-topper-toolbar" id="portlet-topper-toolbar_56_INSTANCE_XbTnqNwHIuX2" type="toolbar"> </menu> </header> <div class="portlet-content"> <div class=" portlet-content-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">Servicios Sociales</p> <div class="content cuerpo"> <a name="servicios"></a></p> <h1>  </h1> <p> En 2021 la Generalitat destin贸 1.773 millones de euros a servicios sociales.</p> <p style="text-align: justify;"> Si se tiene en cuenta la distribuci贸n por cap铆tulo de gasto, la partida m谩s importante son las transferencias corrientes con el 75%, seguida de los gastos corrientes en bienes y servicios con un 17%.</p> <p style="text-align: center;"> <img alt="" 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" /></p> <p style="text-align: center;">  </p> <p> Fuente: 贸rgano competente en materia de financiaci贸n auton贸mica y coordinaci贸n financiera.</p> <p> <em>Nota: datos en miles de euros.</em></p> </div> <div class="relatedContents"> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </section> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-borderless portlet-journal-content " id="p_p_id_56_INSTANCE_HqKefym85zhh_" > <span id="p_56_INSTANCE_HqKefym85zhh"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">Pol铆ticas inclusivas 2</p> <div class="content cuerpo"> <h2 style="text-align: justify;"> El coste de los servicios en el presupuesto de la Generalitat.</h2> <p style="text-align: justify;"> Si quiere saber m谩s sobre el coste de los servicios puede consultar una mayor desagregaci贸n en el <a href="http://visorpressupostari.gva.es/?lang=es" target="_blank">Visor Presupuestario</a>.</p> <h2 style="text-align: justify;"> Tasas o precios p煤blicos.</h2> <p style="text-align: justify;"> Adem谩s, del gasto p煤blico en los servicios p煤blicos fundamentales, se puede consultar el coste efectivo de los servicios financiados con tasas o precios p煤blicos.</p> <p style="text-align: justify;"> En la <a href="https://dogv.gva.es/va/resultats-temes?&CHK_TEXTO_LIBRE=1&tipo_search=legislacion&num_tipo=6&TD=Ley&SOLO_NUMERO_DISPOSICION=20&ANYO_DISPOSICION=2017" target="_blank">Ley 20/2017, de 28 de diciembre</a>, de la Generalitat, de tasas, se regulan las tasas y su cuant铆a.</p> <p style="text-align: justify;"> Son <strong>tasas</strong> aquellas prestaciones patrimoniales p煤blicas de naturaleza pecuniaria, legalmente exigibles, cuyo hecho imponible consiste en la utilizaci贸n privativa o el aprovechamiento especial del dominio p煤blico o en la prestaci贸n de servicios p煤blicos o la realizaci贸n de actividades en r茅gimen de derecho p煤blico, que se refieran, afecten o beneficien de modo particular al obligado tributario, cuando concurra cualquiera de las circunstancias siguientes:</p> <p style="text-align: justify;"> a) Que no sean de solicitud o recepci贸n voluntaria para los obligados tributarios.<br /> b) Que no se presten o realicen por el sector privado, est茅 o no establecida su reserva a favor del sector p煤blico, conforme a la normativa vigente.</p> <p style="text-align: justify;"> Por su parte, los <strong>precios p煤blicos</strong> se regulan en el <a href="https://dogv.gva.es/va/resultats-temes?&CHK_TEXTO_LIBRE=1&tipo_search=legislacion&num_tipo=6&TD=Decreto&SOLO_NUMERO_DISPOSICION=103&ANYO_DISPOSICION=2014" target="_blank">Decreto 103/2014, de 4 de julio</a>, del Consell, por el que se regulan los precios p煤blicos de la Generalitat.</p> <p style="text-align: justify;"> Son precios p煤blicos de la Generalitat las contraprestaciones pecuniarias que se satisfagan por la prestaci贸n de servicios o la realizaci贸n de actividades de solicitud o recepci贸n voluntaria, efectuadas en r茅gimen de derecho p煤blico por la Generalitat o por sus entidades aut贸nomas, cuando no concurran las circunstancias para calificarlas como tasa.</p> <p style="text-align: justify;"> Fuente: 贸rgano competente en materia de transparencia.</p> <h2 style="text-align: justify;"> Coste efectivo de los servicios p煤blicos en entidades locales en la Comunitat Valenciana.</h2> <p style="text-align: justify;"> Se publican los datos del coste efectivo de los servicios prestados por las Entidades Locales de acuerdo con lo establecido en el art铆culo 18 apartado 2.d) de la <a href="https://boe.es/buscar/act.php?id=BOE-A-2012-12423" target="_blank">Orden HAP/2105/2012, de 1 de octubre</a>, por la que se desarrollan las obligaciones de suministro de informaci贸n previstas en la <a href="https://www.boe.es/buscar/act.php?id=BOE-A-2012-5730" target="_blank">Ley Org谩nica 2/2012, de 27 de abril</a>, de Estabilidad Presupuestaria y Sostenibilidad Financiera.</p> <p style="text-align: justify;"> Consulte el <a href="https://serviciostelematicosext.hacienda.gob.es/SGCIEF/CESEL/Consulta/Mapa/ConsultaMapa.aspx" target="_blank">coste de los servicios b谩sicos de las entidades locales en la Comunitat Valenciana</a> (enlace a Ministerio de Hacienda)</p> <p style="text-align: justify;"> Consulte los <a href="https://www.hacienda.gob.es/es-ES/CDI/Paginas/InformacionPresupuestaria/InformacionEELLs/CosteServicios.aspx" target="_blank">datos del Ministerio de Hacienda por Comunidades Aut贸nomas</a>. Es posible descargar los datos de todas las Entidades locales de la Comunitat Valenciana o consultar los de cada una de forma individual.</p> <p style="text-align: justify;"> Fuente: 贸rgano competente en materia de transparencia.</p> </div> <div class="relatedContents"> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-journal-content " id="p_p_id_56_INSTANCE_q7IoCzyVZ01U_" > <span id="p_56_INSTANCE_q7IoCzyVZ01U"></span> <div class="portlet-body"> <section class="portlet" id="portlet_56_INSTANCE_q7IoCzyVZ01U"> <header class="portlet-topper"> <h1 class="portlet-title"> <span class="portlet-title-text">Visor de contenido web</span> </h1> <menu class="portlet-topper-toolbar" id="portlet-topper-toolbar_56_INSTANCE_q7IoCzyVZ01U" type="toolbar"> </menu> </header> <div class="portlet-content"> <div class=" portlet-content-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">Financiaci贸n de las pol铆ticas sociales de gasto</p> <div class="content cuerpo"> <p> <a name="financiacion"></a></p> <h1>  </h1> <p> Una vez analizado el coste de las pol铆ticas sociales de gasto (sanidad, educaci贸n y servicios sociales), falta analizar su contrapartida, es decir, c贸mo se financian.</p> <p> As铆, del an谩lisis conjunto de los datos, se obtiene que las pol铆ticas sociales de gasto se financian mayoritariamente (94,7%) con transferencias corrientes.</p> <p style="text-align: center;"> <img alt="" 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" /></p> <p style="text-align: center;">  </p> <p> Descargue la <a href="/documents/7843050/163753612/20221028+Evoluci%C3%B3n+financiaci%C3%B3n+de+los+servicios+p%C3%BAblicos+fundamentales+2016-2021.xlsx/6e3ccf65-3d32-449b-ae4a-e4a1fafad2a7" target="_blank"><u><strong>financiaci贸n de las pol铆ticas sociales de gasto</strong></u></a> (en formato reutilizable desde 2016 hasta 2021).</p> <p> Fuente: 贸rgano competente en materia de financiaci贸n auton贸mica y coordinaci贸n financiera.</p> <p> <em>Nota: datos en miles de euros.</em></p> </div> <div class="relatedContents"> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </section> </div> </div> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-borderless portlet-journal-content " id="p_p_id_56_INSTANCE_Rbpmn2AGr2cJ_" > <span id="p_56_INSTANCE_Rbpmn2AGr2cJ"></span> <div class="portlet-body"> <div class="portlet-borderless-container" style=""> <div class="portlet-body"> <div class="journal-content-article" > <div class="webContent"> <p class="header10">pie pol铆ticas</p> <div class="content cuerpo"> <div> Fuentes: 贸rganos competentes en materia de financiaci贸n auton贸mica y coordinaci贸n financiera, sanidad, educaci贸n y servicios sociales</div> <div> Fecha de actualizaci贸n: noviembre 2022 </div> <div> Periodicidad: anual</div> <div> Fecha de creaci贸n: octubre 2016</div> <div> Fuente: art. 41 del <a href="https://dogv.gva.es/es/eli/es-vc/d/2017/07/28/105/con/20220422/spa/html" target="_blank"><u>Decreto 105/2017, de 28 de julio</u></a>, del Consejo, de desarrollo de la Ley 2/2015, de 2 de abril (DOGV n.潞 8118, de 01.09.2017). Indicador n.潞 60 del 铆ndice <u><a href="http://transparencia.org.es/wp-content/uploads/2017/02/evaluacion_detallada_incau-2016-valencia.pdf" target="_blank">INCAU 2016</a></u> de Transparencia Internacional.</div> </div> <div class="relatedContents"> </div> </div> </div> <div class="entry-links"> </div> </div> </div> </div> </div> </div> </td> </tr> </table> </div> <div class="portlet-boundary portlet-boundary_1_WAR_kaleodesignerportlet_ portlet-static portlet-static-end kaleo-designer-portlet " id="p_p_id_1_WAR_kaleodesignerportlet_" > <span id="p_1_WAR_kaleodesignerportlet"></span> <div class="portlet-body"> </div> </div> <form action="#" id="hrefFm" method="post" name="hrefFm"> <span></span> </form> <div class="indicadores-content"> <div class="portlet-boundary portlet-boundary_56_ portlet-static portlet-static-end portlet-journal-content " id="p_p_id_56_INSTANCE_column1_" > <span id="p_56_INSTANCE_column1"></span> <div class="portlet-body"> <section class="portlet" 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