ithout any other conversation than that of scholars, grave, studious, and abstracted as himself. He cultivated the mathematical sciences with indefatigable diligence, discovered many useful theorems, discussed with great accuracy the resistance of fluids, and, though his priority was not generally acknowledged, was the first who fully explained all the properties of the catenarian curve.

Learning, when it rises to eminence, will be observed in time, whatever mists may happen to surround it. Gelasimus, in his forty-ninth year, was distinguished by those who have the rewards of knowledge in their hands, and called out to display his acquisitions for the honour of his country, and add dignity by his presence to philosophical assemblies. As he did not suspect his unfitness for common affairs, he felt no reluctance to obey the invitation, and what he did not feel he had yet too much honesty to feign. He entered into the world as a larger and more populous college, where his performances would be more publick, and his renown further extended; and imagined that he should find his reputation universally prevalent, and the influence of learning every where the same.

His merit introduced him to splendid tables and elegant acquaintance; but he did not find himself always qualified to join in the conversation. He was distressed by civilities, which he knew not how to repay, and entangled in many ceremonial perplexities, from which his books and diagrams could not extricate him. He was sometimes unluckily engaged in disputes with ladies, with whom algebraick axioms had no great weight, and saw many whose favour and esteem he could not but desire, to whom he was very little recommended by his theories of the tides, or his approximations to the quadrature of the circle.

Gelasimus did not want penetration to discover, that no charm was more generally irresistible than that of easy facetiousness and flowing hilarit