N3F1 (Información)

Utilice el protocolo de construcción[br] 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[/img][br] Observando la forma en que fue diseñado el logo de la marca Renault, después en el espacio de abajo escriba el orden y las transformaciones utilizadas para realizar dicho diseño.
Utilice el protocolo de construcción observando la forma en que fue diseñado el logo de la marca Audi, después en el espacio de abajo escriba el orden y las transformaciones utilizadas para realizar dicha figura.
Cerrar

Información: N3F1 (Información)