← Volver al Blog

Aprender a base de práctica: Por qué los test son mejores que los subrayadores

![Imagen](data:image/jpeg;base64,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)

El error del opositor novato: Leer y subrayar sin parar

Muchos opositores pasan meses "estudiando" de forma pasiva: leyendo temas, subrayando con mil colores y haciendo esquemas infinitos. Sin embargo, cuando llega el momento del examen, se bloquean. ¿Por qué ocurre esto? Porque el cerebro no ha sido entrenado para recuperar información, solo para recibirla.

La ciencia detrás de la práctica activa

El aprendizaje basado en la práctica (o active recall) obliga a tu cerebro a esforzarse por recordar. Cada vez que haces un test y fallas una pregunta, generas una "huella de memoria" mucho más fuerte que si simplemente hubieras leído la respuesta en el temario.

Beneficios de estudiar practicando desde el día 1:

  • Identificas tus lagunas: Sabrás exactamente qué artículo de la ley se te resiste.
  • Gestión del tiempo: Entrenas la velocidad de lectura y respuesta para el día del examen.
  • Reducción de la ansiedad: La familiaridad con el formato del examen te dará seguridad.

Cómo implementar este método en tu rutina

No esperes a "saberte todo el tema" para empezar a hacer test. Sigue esta regla de oro: por cada hora de lectura teórica, dedica al menos 30 minutos a la resolución de casos prácticos o preguntas de exámenes anteriores.

Recuerda: Una oposición no se gana sabiendo más, sino fallando menos preguntas el día del examen. ¡Empieza a practicar hoy mismo!