Re: [Puma Store] - O convívio faz-se aqui!

05 Dez 2012, 18:28 [#11521]
The_Leixonense Escreveu:
pereiiriinha Escreveu:Vou comer 2 espero que não se importem :geek:
sim podes comer ;)
serve algo para beber ao pessoal :P
esPUMAntes:
hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada hora da espumada
Imagem

Re: [Puma Store] - O convívio faz-se aqui!

05 Dez 2012, 20:46 [#11527]
Aqui está o tão esperado jantar :P
Jantar
+ hora da espumada + 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[/resize] + sai um pdomingues!
Bom apetite! :)

111: 1+1+1=3 and 3 x 37 = 111
222: 2+2+2=6 and 6 x 37 = 222
333: 3+3+3=9 and 9 x 37 = 333
...
999: 9+9+9=27 and 27 x 37 = 999
cron