rozwińzwiń

Leon Gumański

Leon Gumański
Źródło: data:image/jpeg;base64,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
1
0,0/10
Pisze książki: informatyka, matematyka
0,0/10średnia ocena książek autora
0 przeczytało książki autora
0 chce przeczytać książki autora

Książki i czasopisma

  • Wszystkie
  • Książki
  • Czasopisma
Istnienie i logika
2006
Istnienie i logika
Leon Gumański
0,0 z ocen
0 czytelników 0 opinii
2006