Cerca
Cerca solo tra i titoli
Da:
Cerca solo tra i titoli
Da:
Menu
Home
Forum
Nuovi Messaggi
Cerca...
Iscritti
Visitatori online
Novità
Nuovi Messaggi
Nuovi media
Nuovi commenti media
Ultime Attività
Nuove inserzioni nel mercatino
Nuovi commenti nel mercatino
Mercatino
Nuove inserzioni
Nuovi commenti
Latest reviews
Cerca nel mercatino
Feedback
Guarda le statistiche
Training Camp
Pianificazione
MTB
Media
Nuovi media
Nuovi commenti
Cerca media
EBIKE
Accedi
Registrati
Cerca
Cerca solo tra i titoli
Da:
Cerca solo tra i titoli
Da:
Nuovi Messaggi
Cerca...
Iscritti
Visitatori online
Menu
Install the app
Installa
Rispondi alla discussione
JavaScript è disabilitato. Per una migliore esperienza di navigazione attivalo nel tuo programma o nella tua app per navigare prima di procedere.
Stai usando un browser molto obsoleto. Puoi incorrere in problemi di visualizzazione di questo e altri siti oltre che in problemi di sicurezza. .
Dovresti aggiornarlo oppure
usarne uno alternativo, moderno e sicuro
.
Home
Forum
Altri temi
I domandoni
Il confine tra integrazione e doping
Testo
<blockquote data-quote="alessandr" data-source="post: 3843774" data-attributes="member: 15809"><p>pag. 7: "Ferrari dice di non precipitare le cose e chiede se sta prendendo il MAGNESIO. Bertagnoli dice di si."<img src="http://www.bdc-forum.it/data:image/png;base64,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" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p></blockquote><p></p>
[QUOTE="alessandr, post: 3843774, member: 15809"] pag. 7: "Ferrari dice di non precipitare le cose e chiede se sta prendendo il MAGNESIO. Bertagnoli dice di si."[IMG]http://www.bdc-forum.it/data:image/png;base64,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[/IMG] [/QUOTE]
Riporta citazioni...
Verifica Anti SPAM
Invia risposta
Home
Forum
Altri temi
I domandoni
Il confine tra integrazione e doping
Alto
Basso