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Andrei Solodovnikov dd9a7a2025 Исправление выхода Q в схеме ячейки памяти 
Инвертированный выход Q̅ отображался без черты сверху в рис. 13 и 6
второй и третьей главы введения соответственно.
2025-10-27 12:22:17 +03:00

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