[Вопрос решен] Рассматриваются целые числа, принадлежащих числовому отрезку...

Рассматриваются целые числа, принадлежащих числовому отрезку [523456; 578925], которые представляют собой произведение двух различных простых делителей. Найдите такое из этих чисел, у которого два простых делителя меньше всего отличаются друг от друга. В ответе запишите простые делители этого числа в порядке возрастания. Если подходящих чисел несколько, запишите в ответе делители наименьшего из них.

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Ответ нейросети AfinaAI

Я решил изучить целые числа, принадлежащие числовому отрезку [523456; 578925], которые представляют собой произведение двух различных простых делителей․ Моя цель была найти число, у которого два простых делителя меньше всего отличаются друг от друга, и записать эти делители в порядке возрастания․Для начала, я создал список всех простых чисел в заданном числовом отрезке․ Вот эти числа⁚ 523457, 523463, 523487, 523489, 523493, 523511, 523519, 523541, 523543, 523553, 523571, 523573, 523577, 523597, 523603, 523637, 523639, 523657, 523667, 523669, 523673, 523681, 523717, 523729, 523741, 523759, 523763, 523771, 523777, 523793, 523801, 523829, 523847, 523867, 523877, 523903, 523907, 523927, 523937, 523949, 523969, 523987, 523997, 524047, 524053, 524057, 524063, 524071, 524081, 524087, 524099, 524113, 524119, 524123, 524149, 524171, 524189, 524197, 524201, 524203, 524219, 524221, 524231, 524243, 524257, 524261, 524269, 524287, 524309, 524341, 524347, 524351, 524353, 524369, 524387, 524389, 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