Last month, the Girard family moved next to the de Marco's. One fine afternoon, Mrs. Girard called on Mrs. de Marco to get acquainted with the de Marco family.
In the course of the conversation, when Mrs. Girard queried Mrs. de Marco about the age of her daughter Jackie, Mrs. de Marco responded cryptically, "When she was born,
I was precisely five times the age of her brother Tony at that time. Six years from now, Jackie will be one third of the age which I will attain at that time."
At this point, Mrs. Girard requested some additional information when Mrs. de Marco replied, "The sum of the squares of the digits of my husband's present age in years,
is two more than my current age. Presently, my age is nine years more than that of Tony's father (my husband) when Tony was born."
Determine the current ages of Mr. de Marco, Mrs. de Marco and their two children from the above statements.