JUEGOS PARA EL FOMENTO DE LA CULTURA EXTREMEÑA EN EL COLE

JUEGA CON LAS TABLAS DE MULTIPLICAR

Hola Piratas, os dejo dos juegos divertidos para repasar las tablas de multiplicar

 data:image/png;base64,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





Pincha aquí y jugarás con las tablas de multiplicar



Pincha aquí para jugar a otro juego de tablas