Kezdőoldal » Sport, mozgás » Testépítés » Tom Platznak mekkora volt a...

Tom Platznak mekkora volt a comb kerülete fénykorában?

Figyelt kérdés

Csak érdekességképp kérdezem, más fórumon írták, hogy nagyobb, mint a mai profiknak és hogy nagyobb volt, mint a dereka. Ti mit gondoltok?

data:image/jpeg;base64,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


2014. jan. 29. 18:54
 1/3 A kérdező kommentje:

Akkor még egyszer:

[link]

2014. jan. 29. 18:55
 2/3 anonim ***** válasza:
mint nekem
2014. jan. 29. 19:47
Hasznos számodra ez a válasz?
 3/3 anonim ***** válasza:
Hát azt nem tudom, de Ronnie Coleman-nek 92cm volt, ha nézel az ő combjáról képet valamennyire tudsz viszonyítani.
2014. jan. 29. 20:11
Hasznos számodra ez a válasz?

Kapcsolódó kérdések:




Minden jog fenntartva © 2024, www.gyakorikerdesek.hu
GYIK | Szabályzat | Jogi nyilatkozat | Adatvédelem | Cookie beállítások | WebMinute Kft. | Facebook | Kapcsolat: info(kukac)gyakorikerdesek.hu

A weboldalon megjelenő anyagok nem minősülnek szerkesztői tartalomnak, előzetes ellenőrzésen nem esnek át, az üzemeltető véleményét nem tükrözik.
Ha kifogással szeretne élni valamely tartalommal kapcsolatban, kérjük jelezze e-mailes elérhetőségünkön!