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Konrad Niedźwiedzki's Projects

android-browser-imageview-player icon android-browser-imageview-player

Some fun work about creating a Widget on the home screen, which should be able to redirect to any website (default browser), display pictures and play sounds.

blake-512-cpp icon blake-512-cpp

My old implementation of Blake-512 with C++. It operates on 64-bit words and returns a 64-byte hash value. This repository contains also a testing .txt with correct output hashes, which shows that all works.

deoxys-and-ocb-caesar-ciphers--comparison icon deoxys-and-ocb-caesar-ciphers--comparison

The implementation and its comments are in Polish. Program służy do porównania wydajności algorytmów szyfrowania uwierzytelnionego Deoxys i OCB z konkursu CAESAR dla różnych danych wejściowych i różnych rozmiarów wyjścia. Pozwala on min. na sprawdzenie działania algorytmów dla szyfrowania uwierzytelnionego w typowych ustawieniach szyfrów w implementacjach typu software (np. standardzie TLS czy protokole SSH).

gra_rpg icon gra_rpg

Prosta gra RPG z wykorzystaniem C# i Windows Form

invoicecalendar icon invoicecalendar

Web and more advanced version of desktop InvoiceCalendar made with ASP.NET MVC.

invoicemanager icon invoicemanager

Newest idea of way to learn ASP.NET Core and don't settle with old technologies at my work. :)

kalendarzfaktur icon kalendarzfaktur

Prosta aplikacja Windows Forms z kalendarzem, "bazą" faktur w jsonach i eksportowaniem faktur do plików .xls

sklep-programowanie-wspolbiezne icon sklep-programowanie-wspolbiezne

Sklep na zaliczenie przedmiotu programowanie współbieżne, realizaujący problem synchronizacji wątków (klientów i magazyniera) oraz pamięci współdzielonej (półek) semaforami.

tetris-java icon tetris-java

Prosta gra logiczna Tetris napisana w języku Java na zaliczenie przedmiotu Języki i Techniki Programowania

vhdl-gf-operations icon vhdl-gf-operations

Quick, simple project made in Quartus which aim was to get acquainted with VHDL programming. It computes addition, opposite element, multiplication and reverse element in the expanded body GF(). The polynomial that generates the elemnets of GF is G(x) = x^2 + x + 2.

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