Vai al commento

[teoria] Ash avrà ...!


Guest Yveltal17

Post raccomandati

Ragazzi, mi è venuta in mente una cosa! Visto che su pokemon origini abbiamo visto Rosso che si è fatto megaevolvere charizard in mega charizard X, io ho pensato che il rivale di Rosso cioè Ash avrà  mega charizard Y! Come avete notato Ash nella serie di X e Y si riprende il suo vecchio charizard, se lo fara megaevolvere in mega charizard Y?!

Link al commento
Condividi su altre piattaforme

Anch'io avevo pensato a questa teoria. Sicuramente riprenderà  in mano il suo vecchio Charizard ancora una volta. Che si megaevolva in X o in Y è tutto da scoprire...


Link al commento
Condividi su altre piattaforme

Mano dai è meglio Charizard X, magari tanto chè imbecille non fa manco quello LOL

Ma basta mega charizard X! L'abbiamo visto 700 volte! Molto meglio vedere per una volta mega charizard Y, con siccità ! 

Link al commento
Condividi su altre piattaforme

http://data:image/jpeg;base64,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


 


Che figo!


Link al commento
Condividi su altre piattaforme

A me non stufa. Però mi piacerebbe vedere altre mega, come Heracross, Garchomp o Venusaur (se gli ultimi due si decide a farli evolvere).

Fammi capire, mega charizard Y lo mettono nella spazzatura? è una delle mega più temute grazie alla sua abilità 

Link al commento
Condividi su altre piattaforme

Guardate la mia immagine profilo!


Ash non otterrà  mai il MegaCerchio, in tutti i sensi.

Che ne sai! LOL so che è un deficiente ma almeno questo lo deve fare!

Link al commento
Condividi su altre piattaforme

avevo ipotizato anch'io una teoria del genere ma non sono venuto a capo. Cioe sto vedendo tutti gli episodi fin a quello recente fin ora nessuna evoluzione dei suoi pokemon e neanche una mega, forse ci vorra tempo che li faccia evolvere.


Link al commento
Condividi su altre piattaforme

Archiviata

La discussione è ora archiviata e chiusa ad ulteriori risposte.

  • Utenti nella discussione   0 utenti

    • Nessun utente registrato sta visualizzando questa pagina.
×
×
  • Crea...