Khaled Awad Mohammed Saleh (Lecturer)
MSc in Roads Engineering
Lecturer
Chemical & Petrochemical -
Engineering
khalid_awad10@uoanbar.edu.iq
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mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style> <![endif]--></p> <p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt;text-align:
left;line-height:150%;direction:ltr;unicode-bidi:embed"><span style="font-size:
14.0pt;line-height:150%;font-family:"Hacen Jordan";mso-fareast-font-family:
"Times New Roman";mso-bidi-language:AR-IQ">Khaled Awad Mohammed </span></p> <p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt;text-align:
left;line-height:150%;direction:ltr;unicode-bidi:embed"><span style="font-size:
14.0pt;line-height:150%;font-family:"Hacen Jordan";mso-fareast-font-family:
"Times New Roman";mso-bidi-language:AR-IQ">Teaching in the Department of Chemical Engineering</span></p> <p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt;text-align:
left;line-height:150%;direction:ltr;unicode-bidi:embed"><span style="font-size:
14.0pt;line-height:150%;font-family:"Hacen Jordan";mso-fareast-font-family:
"Times New Roman";mso-bidi-language:AR-IQ">College of Engineering / Anbar University</span></p> <p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt;text-align:
left;line-height:150%;direction:ltr;unicode-bidi:embed"><span style="font-size:
14.0pt;line-height:150%;font-family:"Hacen Jordan";mso-fareast-font-family:
"Times New Roman";mso-bidi-language:AR-IQ">Academic title: Lecturer </span></p> <p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt;text-align:
left;line-height:150%;direction:ltr;unicode-bidi:embed"><span style="font-size:
14.0pt;line-height:150%;font-family:"Hacen Jordan";mso-fareast-font-family:
"Times New Roman";mso-bidi-language:AR-IQ">Certificate: Master</span></p> <p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt;text-align:
left;line-height:150%;direction:ltr;unicode-bidi:embed"><span style="font-size:
14.0pt;line-height:150%;font-family:"Hacen Jordan";mso-fareast-font-family:
"Times New Roman";mso-bidi-language:AR-IQ">Specialization: civil engineering / roads and transportation</span></p> <p> </p>
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" 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# | المادة | اسم المحاضرة | المرحلة | التحميل | مشاهدة |
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