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Tour de France
10ª Étape 2015: Tarbes - La Pierre-Saint-Martin 167km
Testo
<blockquote data-quote="pedalone della bassa" data-source="post: 5292318" data-attributes="member: 61708"><p>mannaggia è vero. quindi mi dovro' sorbire la razione annuale di "smorfie Voeckler"?!?!?!?</p><p><img src="/forum/styles/uix/xenforo/smilies_vb/wacko.gif" class="smilie" loading="lazy" alt=":wacko:" title="Wacko :wacko:" data-shortname=":wacko:" /><img src="/forum/styles/uix/xenforo/smilies_vb/headache.gif" class="smilie" loading="lazy" alt=":bua:" title="Headache :bua:" data-shortname=":bua:" /></p><p></p><p><a href="http://www.google.it/url?sa=i&rct=j&q=&esrc=s&frm=1&source=images&cd=&cad=rja&uact=8&ved=0CAcQjRxqFQoTCMqMweq92sYCFQYDcwodIPwKuA&url=http%3A%2F%2Fforums.thepaceline.net%2Fshowthread.php%3Ft%3D126580%26page%3D3&ei=ye2kVYoEhobMA6D4q8AL&bvm=bv.97653015,d.bGQ&psig=AFQjCNGW2hAAe8fFcP4hMhjvZ24B1HNi0A&ust=1436958504356002" target="_blank"><img src="http://www.bdc-forum.it/data:image/jpeg;base64,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" alt="" class="fr-fic fr-dii fr-draggable " style="" /></a></p><p> <img src="http://d.yimg.com/i/ng/sp/ap_photo/20120718/all/l6099849.jpg" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p></blockquote><p></p>
[QUOTE="pedalone della bassa, post: 5292318, member: 61708"] mannaggia è vero. quindi mi dovro' sorbire la razione annuale di "smorfie Voeckler"?!?!?!? :wacko::bua: 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[/IMG][/URL] 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Tour de France
10ª Étape 2015: Tarbes - La Pierre-Saint-Martin 167km
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