The Voyage of Verrazzano - A Chapter in the Early History of Maritime Discovery in America by Henry Cruse Murphy
page 70 of 199 (35%)
page 70 of 199 (35%)
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discovered it in good faith. But admitting that it was even possible
for him to have sailed along those shores without encountering a single fishing craft which would have assured him that he was not in unknown waters, it is impossible that he could have sailed from Dieppe and returned to that port where, of all the places in France or Europe, the knowledge of these facts most existed, and where they were as familiar as household words, and where they must have entered into the thoughts and hopes of many of its inhabitants, without their being known to him; and that he could have written the letter from that same port, claiming the discovery of the country for himself, without intending a fraud. It was the port to which Aubert belonged and where he landed the Indians he brought from Newfoundland. It was the principal port of Normandy from which the fishing vessels made their annual voyages to that country. It was the port from whence he manned and equipped his own fleet of four ships, with crews which must have been largely composed of Normand sailors who were familiar with the navigation and the coast. And there was not a citizen of Dieppe, probably, who had not an interest of some nature in one or more of the fishing vessels, and could have told him what country it was that he had explored. It bears unequivocal testimony to the fictitious character of this claim, that Ramusio thought it necessary to interpolate in his version a passage representing the discovery of Verrazzano as terminating where the discoveries of the Bretons began, and to omit the cosmography which states it was at the point where those of the Portuguese towards the Arctic circle commenced. By this alteration the letter is made to acknowledge the prior discoveries by the Bretons, which are entirely excluded in the original version, and to adopt the latitude of 50 Degrees N. for the Verrazzano limit thus |
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