Vigyázat! Cookikat tolunk! Adatvédelem.

16 hozzászólás

  • Sheldon március 14. 12:09

    1
    #12 wink rotfl
  • Sheldon március 14. 12:09

    2
  • Jimmybátyó #2 március 14. 12:16

    3
    @Sheldon: Csirke picit szét szórt ma! :D
  • törölt felhasználó március 14. 12:19

    4
    #12 XD
  • nagyarpi0011 március 14. 12:25

    5
    #30 Árpi monjda nem volt. :D
  • nagyarpi0011 március 14. 12:26

    6
  • PALILORD #5 március 14. 14:02

    7
    @nagyarpi0011: Ötletes csak kivitelezhetetelen lett volna..cirka 160 tonna 3,5 Mach-l...........Behhajlik a kanyarban!!
  • nagyarpi0011 #7 március 14. 14:16

    8
    @PALILORD: Már miért lett volna 160 tonna ? :D
  • törölt felhasználó #7 március 14. 14:19

    9
    @PALILORD: Jólértem, hogy nemérti? :o XD
  • laci42 március 14. 15:34

    10

    #30 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
  • vaz március 14. 23:50

    11
    #18 vele tuti, hogy soha nem szeretnék összefutni
  • ko-pi március 15. 09:42

    12
    #17 már nagyon várom.
  • PALILORD #8 március 17. 19:16

    13
    @nagyarpi0011: Mert egy Fekete rigó max. tömege 78,5 tonna..2db....?
  • mustár április 24. 22:03

    14
    #28 De. A 9V-os elem 6 db ilyenből áll.
  • Inhouse #14 április 25. 11:19

    15
    @mustár: Azt nem te rakod bele, forrfüles elemek...és nem minden 9V-os. :)
  • Inhouse #15 április 25. 11:19

    16

    @Inhouse:
A hozzászóláshoz be kell jelentkezned.
Belépés, vagy ingyenes regisztráció!