1. 1.
    +1
    panpa sen 4 boyutlu düşünebiliyon ben 4 boyutlu nası düşünülüyo onu bile düşünemiyorum
    ···
  2. 2.
    +1
    samanyolu terk
    ···
  3. 3.
    +1
    Beyler toplanın bakiyim hele
    ···
  4. 4.
    0
    Reserved
    ···
  5. 5.
    0
    bu kaçıncı yalan başlık amk
    ···
  6. 6.
    0
    gost gibtir git bise yazacan 2 saat nazlandın amın oglu
    ···
  7. 7.
    0
    @41 panpa hiç birini gruba almadım 1ve2yi necromancerla sololadım. sadece magic missle'la çok dragon kesmişliğim vardır.
    ···
  8. 8.
    0
    Baldur s gate sorunun kaynağı belli oyundaki yan karakterleri gruba kabul edip eşyalarını aldıktan sonra gruptan attın bu vicdan azabıyla çıkıyor bunlar.
    ···
  9. 9.
    0
    ne yazdı ne yazdı
    ···
  10. 10.
    0
    laf ezberlemek mi? açıkla da seni de dinleyelim huur çocuu ben en azından aklımdakileri aktarıyorum

    edit: saf kendi düşüncelerimdir panpalar anlattıklarımın üzerine bi tak koyamadığı için tak atıyor.
    ···
  11. 11.
    0
    4 boyutlu düşünebiliyorsan a noktasından b noktasına bakarak b noktasının c noktasından görünümünü çizebilimen lazım.
    ···
  12. 12.
    0
    Başlığa oğuz adanır ı davet ediyoruz.
    ···
  13. 13.
    0
    Bilgisayar oyunundan böyle bir teorem lol'u bırak panpa.
    ···
  14. 14.
    0
    @28 avatar terk amk. Baudrillard-simulakr Veya simülasyon-oyun teorisi hakkinda bir kaç laf ezberlemekle olmuyor bu işler dostum. Şimdi beni iyi dinle de dudağın ucuklasın amk
    ···
  15. 15.
    0
    dinliyorum
    ···
  16. 16.
    0
    oruspuçocuğu laf yetiştireceğine yazsana gavat 2 sayfa oldu hala anlatayım da gör anlatayım da gör gibtir git pekekent
    ···
  17. 17.
    0
    yaz amk işimvar uğraşamam neyse takipteyim
    ···
  18. 18.
    0
    data:image/jpeg;base64,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
    Tümünü Göster
    ···
  19. 19.
    0
    reserved bakalım
    ···
  20. 20.
    0
    inanman
    ···