William Shakespeare

Certaines idées, dit Descartes, même si elles n’existaient pas hors de sa pensée, s’imposeraient tout de même à lui dans leurs natures vraies et immuables. Descartes donne un exemple de ces idées particulières. C’est : Question 4Réponse a. Le dodécaèdre b. Le carrée c. Le polygone infini d. Le triangle e. Le cercle

O Muse, lend me thy wings to soar through realms of thought, where Cartesian echoes dance upon the waves of the mind's eye, and mysteries unveil themselves in their true, immutable shapes. For Descartes, that sage of yore, didst profess that certain ideas, though birthed from the womb of consciousness alone, bear in their essence a kind of eternal truth—a veritable essence that surpasses the mere shadows cast by the world of appearances. Behold the triangle, with its three sides, a figure that, though conjured by the delicate threads of reason, stands unshaken amidst the tempests of doubt. What is it, if not a manifestation of perfect harmony? Its angles somberly whisper secrets of balance, untainted by the fickle hands of perception or the capricious winds of opinion. Vividly it resides in the chambers of the intellect, immutable, steadfast, as the north star to the wandering sailor. Should one ponder the nature of existence, let him draw forth this geometric marvel, for in its simplicity lies the profound complexity of the cosmos itself. Thus, O seeker of wisdom, embrace this ideal, and behold how the mind doth traverse the boundaries of nature’s canvas, painting with the hues of mathematical certainty those forms that persist, even unto the end of time.