Centuries later, Euclid's algorithm was discovered independently both in India and in China, primarily to solve Diophantine equations that arose in astronomy and making accurate calendars.
Təmaɗ nelan darat awen, algorithme Euclidien eqal atiwagrawan dǎɣ Inde əd dǎɣ Chine, aqalnen fal kanan ən tidas diophantienne ti nasanen dǎɣ astronomie əd fal igi ən calendriertan itbatnen.