<html><head><style type='text/css'>p { margin: 0; }</style></head><body><div style='font-family: verdana,helvetica,sans-serif; font-size: 10pt; color: #000000'><br>weird. webdialer second screen shows writing right-to-left. first screen shows fine.<br><br><br><img 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" alt=""><br><div><span name="x"></span>---<br>Lelio Fulgenzi, B.A.<br>Senior Analyst, Network Infrastructure<br>Computing and Communications Services (CCS)<br>University of Guelph<br><br>519‐824‐4120 Ext 56354<br>lelio@uoguelph.ca<br>www.uoguelph.ca/ccs<br>Room 037, Animal Science and Nutrition Building<br>Guelph, Ontario, N1G 2W1<span name="x"></span><br></div><br></div></body></html>