“And being alone in a room where he was accustomed to amuse himself, he took a piece of charcoal and drew figures upon the boards, trying, for example, to make a circle perfectly round, a triangle of which the sides and angles were equal, and similar figures. He succeeded in his task, and then endeavoured to determine the proportion of the figures, although so careful had his father been in hiding from him all knowledge of the kind, that he did not even know the names of the figures. He made names for himself, then definitions, then axioms, and finally demonstrations; and in this way had pushed his researches as far as the thirty-second proposition of the first book of Euclid.” 5
At this point a ‘surprise’ visit of his father arrested him in his task, although so absorbed was he in it, that page 11he did not at first recognise his father’s presence. The older Pascal, having satisfied himself of the astonishing achievement which the youthful mathematician had worked out for himself in solitude, ran with tears of joy to communicate the fact to his friend M. le Pailleur. It was agreed betwixt them that such an aptitude for science should no longer be balked, and the lad was furnished with the means of pursuing his mathematical studies. Before he had completed his sixteenth year he had written the famous treatise on Conic Sections which excited the “mingled incredulity and astonishment” of Descartes. 6
The happiness of Pascal’s home was suddenly interrupted by an unforeseen calamity. On coming to Paris, his father had invested his savings in bonds upon the Hotel de Ville. The Government, impoverished by wars and extravagance, reduced the value of these revenues, with the result of creating discontent and calling forth expostulation from the disappointed annuitants. Some of them met together, and, among others, Étienne Pascal, and gave such vent to their