2023, Duntemann J., x64 Assembly Language Step-by-Step: Programming with Linux
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" />[/html]
Áàÿí, îêàçûâàåòñÿ:
2024, Duntemann Jeff, x64 Assembly Language Step-by-Step.
Îòðåäàêòèðîâàíî Ëèñ (2024-11-30 02:39:22)