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Cerco sfidante

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C

Calato

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Autore del topic
Salve a tutti, oggi volevo sfidare ebello il journalist, anche perché se esso è anche il migliore in grafica perciò voglio vedere i suoi valori grafici e le sue maestosità, Passiamo alle regole cosi che passiamo anche hai render.

Regole:
Dopo aver postato non si cambia foto!,
non valgono rip,
non valgono immagini copiate da google o immensamente da altri forum.

render:
fHAjft9.jpg


4CxnasR.jpg
Bene ora tocca ad @ebello fare la sua prima mossa.
 
Ultima modifica da un moderatore:
Riferimento: Calato vs ebello

Salve a tutti, oggi volevo sfidare ebello il journalist, anche perché se esso è anche il migliore in grafica perciò voglio vedere i suoi valori grafici e le sue maestosità, Passiamo alle regole cosi che passiamo anche hai render.

Regole:
Dopo aver postato non si cambia foto!,
non valgono rip,
non valgono immagini copiate da google o immensamente da altri forum.

render:
data:image/jpeg;base64,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[/img]

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

Bene ora tocca ad @ebello fare la sua prima mossa.

Ma è uno scherzo? :emoji_confused: te ne sei accorto di quello che hai incluso nello spoiler?
 
Riferimento: Calato vs ebello

Ti voto solo per il render. :|
Non posso neanche aiutarti, il render è introvabile su google. @Calato :|
 
Riferimento: Calato vs ebello

dbhyu0.jpg


P.S: Faccio Sondaggio in Forum Di Interesse Generale.​
 
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