BEGIN:VCALENDAR
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X-WR-CALNAME;VALUE=TEXT:“Total History”: Time, Empire, and Resistance from Alexander the Great to the End of the World
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BEGIN:VEVENT
UID:event_1302339_0
SUMMARY:“Total History”: Time, Empire, and Resistance from Alexander the Great to the End of the World
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" style="cursor:pointer;width:321px;height:96px"></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font color="#AF0005"><strong>2017-2018 FELLOWS PRESENTATION SERIES</strong></font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><p>	 </p><p>	<strong>Paul J. Kosmin</strong></p><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font size="3"><span>Paul J. Kosmin, John L. Loeb Associate Professor of the Humanities at Harvard University, researches the political and cultural history of the east Mediterranean and west Asia in the Hellenistic period—the last three centuries BCE between Alexander the Great’s conquest of the Persian empire and the total Roman dominance of the Mediterranean.</span></font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font size="3"> </font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font size="3"><span>During his fellowship year, Kosmin is completing his second book, “Time and its Adversaries in the Seleucid Empire.” This book explores the relationship between the Seleucid kingdom’s invention and institutionalization of continuous, irreversible, and accumulating year numbers—the very chronological system we use today—and the emergence among the empire’s subject communities of apocalyptic eschatology.</span></font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font size="3"> </font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font size="3"><span>Kosmin received his BA in ancient and modern history from the University of Oxford (2005) and his PhD in ancient history from Harvard University (2012). He is the author of </span></font><font size="3"><span><em>The Land of the Elephant Kings: Space, Territory, and Ideology in the Seleucid Empire </em></span></font><font size="3"><span>(Harvard University Press, 2014). Most recently, Kosmin was the 2016–2017 PAW Fellow at Princeton University’s Program in the Ancient World and gave the 2015–2016 Oliver Smithies Lectures at Balliol College, Oxford. Together with Andrea M. Berlin, the James R. Wiseman Chair in Classical Archaeology at Boston University, he runs the Hellenistic Sardis Project.</span></font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font size="2"><font color="black"> </font></font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div style="text-align:start;-webkit-text-stroke-width:0px;margin:0px">	<span><span style="color:#212121"><span style='"SegoeUI","SegoeWP",Tahoma,Arial,sans-serif,serif,EmojiFont'><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-variant-caps:normal"><span style="font-weight:400"><span style="letter-spacing:normal"><span style="orphans:2"><span style="text-transform:none"><span style="white-space:normal"><span style="widows:2"><span style="word-spacing:0px"><span style="background-color:#ffffff"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><font face="Calibri,sans-serif"><font size="3"><span><font size="2"><font color="black"><span><strong>The event is free and open to the public. We encourage you to share this invitation with people you know who may be interested in attending this event.</strong></span></font></font></span></font></font></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
LOCATION:Knafel Center, 10 Garden Street, Cambridge MA
STATUS:CONFIRMED
DTSTART:20180307T210000Z
DTEND:20180307T210000Z
END:VEVENT
END:VCALENDAR