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class=\"fr-fic fr-dii\"></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;text-align:center;'><strong><span style=\"font-size:20px;line-height:107%;\">&nbsp;</span></strong></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;text-align:center;'><strong><span style=\"font-size:20px;line-height:107%;\">Federal Work-Study Job Description&nbsp;</span></strong></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;text-align:center;'><strong><span style=\"font-size:20px;line-height:107%;\">2024-2025</span></strong></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">&nbsp;</span></strong></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Job Title:&nbsp;</span></strong><span style=\"font-size:20px;line-height:107%;\">Office Assistant&nbsp;</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Number of positions:&nbsp;</span></strong><span style=\"font-size:20px;line-height:107%;\">4</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Department:&nbsp;</span></strong><span style=\"font-size:20px;line-height:107%;\">Office of the President&nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Job Location</span></strong><span style=\"font-size:20px;line-height:107%;\">: &nbsp;Hume Hall<strong>&nbsp;</strong></span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Supervisor/Timekeeper:&nbsp;</span></strong><span style=\"font-size:20px;line-height:107%;\">F.G Longstreet&nbsp;</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Supervisor Contact: (</span></strong><span style=\"font-size:20px;line-height:107%;\">502) 597-6511</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Hours per week:&nbsp;</span></strong><span style=\"font-size:20px;line-height:107%;\">20</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><span style=\"font-size:20px;line-height:107%;\">&nbsp;</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><strong><span style=\"font-size:20px;line-height:107%;\">Duties and Responsibilities:&nbsp;</span></strong></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'><span style='font-family:\"Calibri Light\",sans-serif;'><span style=\"font-size:20px;line-height:107%;\">This position is responsible for providing support to the Office of the President. Responsibilities include but are not limited to: &bull; Assist students, staff, faulty, and visitors with general questions. &bull; Manage incoming calls &bull;Running campus errands &bull;Assist with preparing documents &bull; maintain a clean workspace &bull;other duties as assigned.&nbsp;</span></span></p><p style='margin:0in;font-size:37px;font-family:\"Calibri Light\",sans-serif;'><strong><span style=\"font-size:20px;\">Qualification and requirements:&nbsp;</span></strong><span style=\"font-size:20px;\">Basic computer skills (email, Microsoft Office Suite), Strong customer service skills, on the phone and in-person, Problem solving skills, Knowledge of KSU resources</span></p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'>&nbsp;</p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'>&nbsp;</p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'>&nbsp;</p><p style='margin-top:0in;margin-right:0in;margin-bottom:8.0pt;margin-left:0in;font-size:11.0pt;font-family:\"Calibri\",sans-serif;'>&nbsp;</p>\n    </div>\n  \n",
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