Este acertijo forma parte del Especial Navidad '20. Si quieres saber cómo jugar, ve a ESTE POST. Y en ESTE OTRO POST, puedes consultar la solución si te atascas.
Este post está protegido. Para desbloquear todos los acertijos de esta semana, tendrás que resolver primero "En dirección contraria".
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