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Andrei Solodovnikov a28002e681 WIP: APS cumulative update (#98) 
* WIP: APS cumulative update

* Update How FPGA works.md

* Перенос раздела "Последовательностная логика" в отдельный док

* Исправление картинки

* Исправление оформления индексов

* Переработка раздела Vivado Basics

* Добавление картинки в руководство по созданию проекта

* Исправление ссылок в анализе rtl

* Обновление изображения в sequential logic

* Исправление ссылок в bug hunting

* Исправление ссылок

* Рефактор руководства по прошивке ПЛИС

* Mass update

* Update fig_10

* Restore fig_02
2024-09-02 10:20:08 +03:00

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