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Uno de los efectos perversos de las reformas políticas emprendidas por el Gobierno del PP en el último año y medio es que suelen ocultar o distorsionar la necesidad – a menudo urgente e insoslayable – de introducir cambios estructurales en numerosos ámbitos. La mayoría de las reformas del Gobierno de Mariano Rajoy, por su insustancialidad, su sesgo ideológico, su tramposa defensa de intereses corporativos o su mera ineficacia, producen una reacción de crítica y rechazo que se agota en sí misma y, a menudo, se utiliza para justificar, explícita o implícitamente, el mantenimiento estúpido del status quo. Es lo que ocurre con la reforma de la enseñanza universitaria, incluida la política de becas: durante esta semana, el anuncio del Ministerio de Educación, indicando que habría que obtener una puntuación superior al 6,5% para mantener una beca, ha generado una reacción tan furibunda, incluso en las filas del propio PP, que José Ignacio Wert ha tenido que retroceder. Se canta victoria, pero no se avanza ninguna propuesta alternativa que merezca tal nombre a la Ley Orgánica de Mejora de la Calidad de Enseñanza (LOMCE) y, por supuesto, muy pocos admiten que el sistema de becas español es realmente penoso y reclama urgentemente una reforma para cumplimentar su objetivo: contribuir a la igualdad de oportunidades entre los alumnos españoles.
La propuesta de Wert tiene su mérito: después de recortar el dinero asignado a becas universitarias en más de un 40% en España en apenas año y medio tensiona los requisitos para mantener la beca que afectan a los más socialmente desfavorecidos. Habría que empezar señalando que España se gasta muy poco en becas universitarias y este gasto se encuentra mediocremente gestionado. Incluso después del moderado incremento que supuso la segunda legislatura de Rodríguez Zapatero, el Estado español invirtió en becas universitarias un 0,08% de su PIB, mientras que la media de la UE es de 0,25% (datos de 2010). Wert podría haber conseguido, en efecto, que muchos estudiantes de rentas modestas y bajas notas desaparecieran de las universidades, pero las universidades seguirían trufadas de estudiantes de rentas medias altas y altas con malas notas. No se trata únicamente de una injusticia social, sino de un planteamiento financiero e inversor muy poco inteligente. En realidad el modelo económico de la universidad pública española es un monumento al derroche y a la ineficiencia, un ejemplo casi perfecto de gasto regresivo e ineficaz. Más de un 70% del coste real de la educación la financia directamente el Estado, al margen de la situación económica y el origen social de los estudiantes. En el año 2008 se calculó que el abandono de los estudios universitarios al cabo de varios años de holgazaneo o desconcierto, se traduce en España en un desperdicio de cerca de 2.800 millones de euros anuales (0,19% del PIB), y si a esto se le suma el 30% de abandono de la ESO habría que añadir otros 2.000 millones de euros. Y más aún: gracias a los repetidores en ambos niveles, que alargan su estadía en centros de secundaria o universidades, lo que significa a su vez una ampliación del consumo de recursos, la pérdida anual agregada alcanza a unos 5.600 millones de euros. La ineficacia e ineficiencia del sistema educativo público español se traduce en medio punto porcentual del Producto Interior Bruto. Una burrada de dinero para una burrada de estudiantes. Tanto el denominado Plan Bolonia como la mefítica floración de universidades privadas – que expenden títulos a cambio de matrículas de 10.000 euros anuales con escasísimo o nulo prestigio en el mercado laboral — se han mostrado inútiles para corregir esta situación, que ha conducido a unas universidades públicas que salvo excepciones (las hay, incluso en las universidades canarias, y no son siempre anecdóticas) a encastillarse en una baja cualificación docente, una capacidad investigadora estrangulada y una endogamia profesoral realmente admirable por su escasa permeabilidad y su olímpico desprecio por la competitividad científica. Un solo dato: solo un 2,5% de los estudiantes de las universidades española son extranjeros, frente al 25% de las universidades de Estados Unidos o el Reino Unido.
Las siguientes medidas para la reforma de la universidad pública española — algunas retoman fracasadas o incompletas reformas del pasado inmediato — proceden de los profesores Juan José Dolado y Jesús Fernández-Villaverde, que se han mostrado bastante críticos con la LOMCE y el descacharrante informe de la Comisión de Expertos para la Reforma del Sistema Universitario Español, firmado por Óscar Alzaga y Mariola Urrea. Tanto Dolado como Fernández-Villaverde entienden que esta reforma – como otras, como la que afectan a las administraciones públicas o el sistema de financiación autonómica – son claves para superar a largo plazo la crisis económica y sobrevivir en el mundo del siglo XXI.
1) Una mayor libertad por parte de las universidades públicas en la fijación de tasas ordinarias de matrícula y en la penalización del coste de las tasas extraordinarias para los alumnos repetidores.
2) Una mayor flexibilidad en la duración de los grados (como ocurre con las licenciaturas, donde, durante bastante tiempo, han venido coexistiendo las de 4 y 5 años).
3) Un sistema salarial mucho mas flexible dentro de los límites presupuestarios (con fondos públicos y privados) de cada institución evitando la excesiva uniformidad por categoría profesional (TU y CU) que rige en el modelo funcionarial existente.
4) Una financiación pública que de mucho mas peso a la calidad y no tanto a la cantidad mediante la evaluación periódica de los departamentos universitarios en cada disciplina (tipo Research Assessment Exercise en el Reino Unido).
5) Un estatuto de la carrera profesional del personal académico que fomente la movilidad y el control de calidad del mismo (con amplios períodos de prueba), evitando la endogamia existente y los desincentivos derivados de la funcionarización masiva y prematura de una significativa proporción de sus integrantes.
6) La apertura de nuestro sistema universitario a investigadores procedentes de otros países (solo el 0.5% de nuestros profesores universitarios son extranjeros frente al 30% en Estados Unidos y el 25% en Reino Unido).
7) Una potenciación de la financiación y reconocimiento social de la FP superior como vía de acceso mucho más eficiente al mercado laboral para muchos alumnos que fracasan en la universidad. La reciente reforma de la educación superior en Finlandia que elimina la condición de funcionarios a profesores retroactivamente a partir de enero de 2010, reduce el número de universidades mediante fusiones entre las ahora existentes y cambia radicalmente el sistema de gobernanza de las universidades públicas puede suponer un ejemplo para la necesaria reforma de nuestro sistema universitario.
8) En el capítulo de la gobernanza universitaria resultan indispensables cambios estructurales. El primero sería la sustitución del sistema de elección de rector. “De alguna manera se le ha metido al legislador la peregrina idea de que los profesores, estudiantes y personal administrativo tienen este derecho. Y digo peregrina pues no es la manera en la que seleccionamos los gestores de ningún otro servicio o agencia pública. Los beneficiarios de los servicios públicos somos todos, directamente (como los estudiantes de una universidad) o indirectamente (como partícipes en una economía con buenos profesionales o usuarios finales de la tecnología desarrollada en la universidad). Es por ello que, casi siempre, los gestores son nombrados por los poderes ejecutivos que son los que nos presentan al conjunto de los ciudadanos. Los inspectores de hacienda no votan al director de la Agencia Tributaria y los conductores del Metro de Madrid no votan al presidente de la compañía. La explicación de esta asimetría es sencilla: los profesores y estudiantes universitarios tienen un poder político desproporcionado a su tamaño y gracias a ello han extraído del resto de la sociedad un privilegio corporativo excepcional que disfrazan de apariencia democrática gracias a una sofística elocuencia” (Fernández-Villaverde). La propuesta – tomando como ejemplo las universidades estadounidenses – de un rector que sea un competente gestor contratado por un consejo de administración (con representantes del Estado, las comunidades autonómicas, los profesores y los alumnos) es más racional que el actual sistema, donde se entrecruzan y a menudo cortocircuetean intereses personales, corporativos y partidistas.
La inmensa mayoría, si no todas, de estas propuestas significan o demandan un estímulo de la cultura del esfuerzo y la dedicación e incluso a una inteligente meritocracia, tan indispensables como los fondos financieros para que la universidad española salga del agujero – entre cómodo y angustioso – donde ahora mismo está semienterrada. Hace algún tiempo, en una red social, mostré asombro porque una estudiante universitaria anunciara que, nada más comenzar el curso, estaba a punto de abandonar Tenerife para acudir a manifestaciones de protesta en Madrid contra el (sin duda) terrible Gobierno que padecemos. La estudiante se indignó mucho y hasta una de sus profesoras terció para animarla en la huida – solo estaría algunas semanas ausente – y presumió que jamás había examinado a ningún alumno. No pretendo generalizar, pero esta bufonada no carece de cierto valor a la hora de ilustrar lo que ocurre en la universidad pública de este país, en la que demasiados profesores y alumnos toman como un templete del saber donde pasar el rato, obtener un diploma y esperar que el mercado de trabajo reserve un fisco de consideración a un titulado universitario.