Monoterapia en adultos y adolescentes mayores de 16 años
La dosis inicial recomendada es 250 mg dos veces al día, la cual debe aumentarse hasta la dosis terapéutica inicial de 500 mg dos veces al día tras de dos semanas de tratamiento. La dosis puede aumentarse en función de la respuesta clínica con 250 mg dos veces al día cada 2 semanas. La dosis máxima es de 1.500 mg dos veces al día.
Terapia concomitante en adultos (≥18 años) y adolescentes (de 12 a 17 años) con un peso de 50 kg o superior
La dosis terapéutica inicial es 500 mg dos veces al día. Esta dosis se puede instaurar desde el primer día de tratamiento.
Dependiendo de la respuesta clínica y de la tolerabilidad, la dosis diaria se puede incrementar hasta 1.500 mg dos veces al día. La modificación de la dosis se puede realizar con aumentos o reducciones de 500 mg dos veces al día cada dos a cuatro semanas.
Poblaciones especiales
Pacientes de edad avanzada (65 años y mayores)
Se recomienda ajustar la dosis en los pacientes de edad avanzada con función renal comprometida (ver “Insuficiencia renal”)
Insuficiencia renal
La dosis diaria se debe individualizar de acuerdo con la función renal.
La tabla siguiente indica cómo debe ajustarse la dosificación en pacientes adultos. Para utilizar esta tabla de dosificación se necesita una estimación del aclaramiento de creatinina (CLcr), en ml/ml, del paciente. El CLcr, en ml/min, se puede estimar a partir de la determinación de la creatinina sérica (mg/dl) para adultos y adolescentes que pesen 50 kg o más utilizando la fórmula siguiente:
![]("data:image/png;base64,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")
Ajuste de la dosificación en pacientes adultos y adolescentes con un peso superior a 50 kg con insuficiencia renal:
![]("data:image/png;base64,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")
(1) Se recomienda una dosis de carga de 750 mg en el primer día de tratamiento con levetiracetam.
(2) Después de la diálisis se recomienda una dosis suplementaria de 250 a 500 mg.
En niños con insuficiencia renal, la dosis de levetiracetam debe ser ajustada en base a la función renal puesto que el aclaramiento de levetiracetam está relacionado con la función renal. Esta recomendación se basa en un estudio en pacientes adultos con insuficiencia renal.
El aclaramiento en ml/min/1,73 m2 se puede estimar a partir de la determinación de la creatinina sérica (mg/dl) para niños y adolescentes jóvenes utilizando la siguiente fórmula (fórmula Schwartz):
![]("data:image/png;base64,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")
ks= 0,45 en recién nacidos a término hasta 1 año de edad; ks=0,55 en niños menores de 13 años y en adolescentes femeninas; ks=0,7 en adolescentes varones.
Ajustes de dosificación en niños y adolescentes con un peso inferior a 50 kg con insuficiencia renal
![]("data:image/png;base64,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")
1) Se debe utilizar una dosis oral para dosis menores de 250 mg y para pacientes incapaces de tragar comprimidos
(2) Se recomienda una dosis de carga de 10,5 mg/kg (0,105 ml/kg) en el primer día de tratamiento con levetiracetam.
(3) Se recomienda una dosis de carga de 15 mg/kg (0,15 ml/kg) en el primer día de tratamiento con levetiracetam.
(4) Después de la diálisis se recomienda una dosis suplementaria de 3,5 a 7 mg/kg (0,035 a 0,07 ml/kg).
(5) Después de la diálisis se recomienda una dosis suplementaria de 5 a 10 mg/kg (0,05 a 0,10 ml/kg). Insuficiencia hepática
No es necesario ajustar la dosis en pacientes con insuficiencia hepática leve a moderada. En pacientes con insuficiencia hepática grave, el aclaramiento de creatinina puede subestimar el grado de insuficiencia renal. Por lo tanto, se recomienda una reducción del 50 % de la dosis de mantenimiento diario cuando el aclaramiento de creatinina es < 60 ml/min/1,73 m2.
Población pediátrica
El médico debe prescribir la forma farmacéutica, presentación y concentración más apropiada de acuerdo con la edad, el peso y la dosis.
La formulación del comprimido no está adaptada para la administración en lactantes y niños menores de 6 años. Una solución oral es la formulación preferida para el uso en esta población. Además, las dosis disponibles de los comprimidos no son apropiadas para el tratamiento inicial en niños con peso menor de 25 Kg, para pacientes que no pueden tragar los comprimidos o para la administración de dosis menores de 250 mg. En todos los casos mencionados anteriormente se debe usar una solución oral.
Monoterapia
No se ha establecido la seguridad y eficacia de Levetiracetam como monoterapia en niños y adolescentes menores de 16 años.
No hay datos disponibles.
Terapia concomitante en niños desde 6 a 23 meses, niños (de 2 a 11 años de edad y adolescentes (de 12 a 17 años) con un peso inferior a 50 kg
Una solución oral es la formulación preferida para el uso en lactantes y niños menores de 6 años.
La dosis terapéutica inicial es de 10 mg/kg dos veces al día.
En función de la respuesta clínica y de la tolerabilidad, se puede aumentar la dosis hasta los 30 mg/kg dos veces al día. Los cambios de dosis no deben exceder de aumentos o reducciones de 10 mg/kg dos veces al día cada dos semanas. Se debe utilizar la dosis menor eficaz.
La dosis en niños con un peso de 50 kg o superior es la misma que en adultos.
Dosis recomendada para niños desde 6 meses de edad y adolescentes:![]("data:image/png;base64,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")
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")
(1) Niños con un peso de 25 kg o inferior deberían preferiblemente iniciar el tratamiento con una solución oral.
(2) La dosis en niños y adolescentes con un peso de 50 kg o superior es la misma que en adultos.
Terapia concomitante en niños con edades desde 1 mes a menos de 6 meses
En lactantes debe usarse una solución oral.
Forma de administración
Los comprimidos recubiertos con película se administran por vía oral, con una cantidad suficiente de líquido y pueden administrarse con o sin alimentos. La posología diaria se divide en dosis iguales repartidas en dos tomas al día.