Обратная разработка великих свершений. Реверс-инжиниринг как путь к мастерству. Рон Фридман
Чтение книги онлайн.

Читать онлайн книгу Обратная разработка великих свершений. Реверс-инжиниринг как путь к мастерству - Рон Фридман страница 11

СКАЧАТЬ являлась ценовая доступность. Обе компании обнаружили идею, которая недоработана и не находит адекватного применения, и постарались улучшить ее. Таким образом, несмотря на звучащие обвинения, было бы несправедливо утверждать, что своим успехом и та и другая компании обязаны воровству. – Здесь и далее цифрами обозначены примечания автора.

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 СКАЧАТЬ