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	<title>Princeton Class of 2002</title>
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		<title>Reunions 2012</title>
		<link>http://www.princeton2002.com/2012/02/play-ball-2/</link>
		<comments>http://www.princeton2002.com/2012/02/play-ball-2/#comments</comments>
		<pubDate>Fri, 17 Feb 2012 04:51:36 +0000</pubDate>
		<dc:creator>Editor</dc:creator>
				<category><![CDATA[Events]]></category>
		<category><![CDATA[Reunions]]></category>
		<category><![CDATA[Reunions 2012]]></category>
		<category><![CDATA[Show on Homepage]]></category>
		<category><![CDATA[Upcoming Events]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=1780</guid>
		<description><![CDATA[Hey there &#8217;02 &#8211; Please be sure to login on the right to be able to access all of the Reunions 2012 information and register for reunions
Satellite classes &#8211; No need for you to login or register, check out the Satellite Class page for relevant info


Check back with us often because plans for this  [...]]]></description>
			<content:encoded><![CDATA[<h4>Hey there &#8217;02 &#8211; Please be sure to login on the right to be able to access all of the <a href="../sections/reunions/reunions-2012/">Reunions 2012</a> information and <a title="Registration is Open!" href="../reunions/registration/">register</a> for reunions</h4>
<h4>Satellite classes &#8211; No need for you to login or register, check out the <a title="Satellite Class Information" href="http://www.princeton2002.com/reunions/satellites/">Satellite Class page</a> for relevant info</h4>
<div>
<div>
<p title="Registration is Open!">Check back with us often because plans for this party are only getting better.  We can’t wait to see you in Princeton see you at the Top of the Tenth!- May 31 to June 3, 2012!</p>
<p><a href="http://www.princeton2002.com/2011/11/play-ball/2002s-10th-final-2002/" rel="attachment wp-att-1060"><img title="2002's-10th-FINAL-2002" src="../wp-content/uploads/2011/11/2002s-10th-FINAL-2002.gif" alt="" width="426" height="263" /></a></p>
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		<title>Reunions Warm-up &#8211; March 1, 2012</title>
		<link>http://www.princeton2002.com/2012/02/reunions-warm-up-march-1-2012-2/</link>
		<comments>http://www.princeton2002.com/2012/02/reunions-warm-up-march-1-2012-2/#comments</comments>
		<pubDate>Fri, 17 Feb 2012 04:28:37 +0000</pubDate>
		<dc:creator>Editor</dc:creator>
				<category><![CDATA[Events]]></category>
		<category><![CDATA[Show on Homepage]]></category>
		<category><![CDATA[Upcoming Events]]></category>
		<category><![CDATA[events]]></category>
		<category><![CDATA[reunions]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=1770</guid>
		<description><![CDATA[
The Classes of 2002 and 2007 are proud to announce:
The Reunions Warm-up:  A Night of Princetonians Gathering Together Across the World
On March 1, 2012, please join the Classes of 2002 and 2007, along with members of our satellite classes (’00-’11), for a night of reminiscing, celebrating, and  [...]]]></description>
			<content:encoded><![CDATA[<div>
<p>The <strong>Classes of 2002 and 2007 </strong>are proud to announce:</p>
<h3><strong>The Reunions Warm-up:  A Night of Princetonians Gathering Together Across the World</strong></h3>
<p><strong></strong>On <strong>March 1, 2012</strong>, please join the Classes of 2002 and 2007, along with members of our satellite classes (’00-’11), for a night of reminiscing, celebrating, and getting ready for Reunions.  Events are being hosted across the world thanks to ’02 and/or ’07 volunteer hosts. Please contact the <strong></strong>name below with any questions and look out for more details to come.</p>
<ul>
<li><strong> Locations &#8230;<br />
Ann Arbor – Annie Varner (’07) </strong><br />
<strong>Atlanta – Anna Dunn (’07)</strong><br />
<strong>Austin – Jess Gutierrez (’07)</strong><br />
<strong>Boston – </strong><strong>Melissa Deland (’02)</strong><br />
<strong>Chapel Hill/Durham/Raleigh – Chris Berg (’07)</strong><br />
<strong>Charlottesville – Leslie Lee (’07)</strong><br />
<strong>Chicago – </strong><strong>Greg Wong (’02)</strong><br />
<strong>D.C. – </strong><strong>Hilary Allard Goldfarb (’02)</strong><br />
<strong>Honolulu – Joe Kovba  (’07)</strong><br />
<strong>Houston – Mike Short (’07)</strong><br />
<strong>Las Vegas – Benny Reitz (’07)</strong><br />
<strong>Los Angeles – Scott Dore (’02)</strong><br />
<strong>Minneapolis – Conor Green (’02)</strong><br />
<strong>New Haven – Jon Miller (’07)</strong><br />
<strong>New York – Liam Morton (’02)</strong><br />
<strong>Palo Alto – Natalia Balko (’07)</strong><br />
<strong>Philadelphia – Jen Tierney (’02)</strong><br />
<strong>Pittsburgh – </strong><strong>Diana Samburg (’07)</strong><br />
<strong>Princeton – Joe Ramirez (’07) </strong><br />
<strong>San Antonio – Ed Shipper (’07)</strong><br />
<strong>San Francisco – Joelle Rauh (’02)</strong><br />
<strong>Seattle – Scott Olson (’02)</strong><br />
<strong>St. Louis – Sandor Kovacs (’07)</strong><br />
<strong>Hong Kong – Bryan Comis (’07)</strong><br />
<strong>London – Alice Yeh (’07)</strong><br />
<strong>Sao Paulo – </strong><strong>Aiala Levy (’07)</strong></li>
</ul>
<p>To get the most up to date information on the location of the event in your city, please update your contact information on <a href="http://tigernet.princeton.edu/" target="_blank"><strong>TigerNet</strong></a>.</p>
<p>Look out for more information as the event approaches.  Until then, put <strong>March 1st</strong> on your calendar and and we look forward to seeing you there!</p>
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		<item>
		<title>Three cheers for Ellie Kemper, one of Hollywood&#8217;s Rising Stars</title>
		<link>http://www.princeton2002.com/2012/02/three-cheers-for-ellie-kemper-one-of-hollywoods-rising-stars/</link>
		<comments>http://www.princeton2002.com/2012/02/three-cheers-for-ellie-kemper-one-of-hollywoods-rising-stars/#comments</comments>
		<pubDate>Tue, 07 Feb 2012 13:06:01 +0000</pubDate>
		<dc:creator>Editor</dc:creator>
				<category><![CDATA[Class Notes]]></category>
		<category><![CDATA[Show on Homepage]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[notable alumni]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=1681</guid>
		<description><![CDATA[ The latest profile of &#8217;02er Ellie Kemper is the cover story of this week&#8217;s PAW!
&#8220;Funny Girl: In the comedy world, where women remain outnumbered, Ellie Kemper ’02 gets the laughs&#8221;
By Mark F. Bernstein ’83
Photo Credit to our very talented Jo Sittenfeld, &#8217;02
Published in the February 8, 2012,  [...]]]></description>
			<content:encoded><![CDATA[<h3><a href="http://paw.princeton.edu/issues/2012/02/08/pages/7080/index.xml" target="_blank"><img class="size-full wp-image-1682 alignleft" title="PAW_feb8_12_ellie" src="http://www.princeton2002.com/wp-content/uploads/2012/02/PAW_feb8_12_ellie.png" alt="" width="145" height="194" /></a> The latest profile of &#8217;02er Ellie Kemper is the cover story of this week&#8217;s PAW!</h3>
<h5><a href="http://paw.princeton.edu/issues/2012/02/08/pages/7080/index.xml" target="_blank">&#8220;Funny Girl: In the comedy world, where women remain outnumbered, Ellie Kemper ’02 gets the laughs&#8221;</a></h5>
<p>By Mark F. Bernstein ’83<br />
Photo Credit to our very talented Jo Sittenfeld, &#8217;02</p>
<p>Published in the February 8, 2012, issue</p>
<p><em>And if you missed it, here&#8217;s Ellie&#8217;s <a href="http://paw.princeton.edu/issues/2011/01/19/pages/4786/" target="_blank">&#8220;Ode to Wawa&#8221;</a> from 2011 PAW humor issue</em></p>
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		<title>Alumni Day &#8211; February 25, 2012</title>
		<link>http://www.princeton2002.com/2012/02/alumni-day-february-25-2012/</link>
		<comments>http://www.princeton2002.com/2012/02/alumni-day-february-25-2012/#comments</comments>
		<pubDate>Thu, 02 Feb 2012 00:10:37 +0000</pubDate>
		<dc:creator>Editor</dc:creator>
				<category><![CDATA[Events]]></category>
		<category><![CDATA[Show on Homepage]]></category>
		<category><![CDATA[Upcoming Events]]></category>
		<category><![CDATA[events]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=1503</guid>
		<description><![CDATA[Can&#8217;t wait until reunions to come back to campus? Join us for Alumni Day on Saturday, February 25th. Alumni Day is a mid-winter celebration that provides a glimpse of the University in session. Featuring lectures by notable alumni and Princeton&#8217;s top faculty on topics from motorcycle design to  [...]]]></description>
			<content:encoded><![CDATA[<p>Can&#8217;t wait until reunions to come back to campus? Join us for <strong>Alumni Day on Saturday, February 25th</strong>. Alumni Day is a mid-winter celebration that provides a glimpse of the University in session. Featuring lectures by notable alumni and Princeton&#8217;s top faculty on topics from motorcycle design to children&#8217;s literature and the Internet, the annual TigerLaunch student business plan competition, the Princeton v. Yale hockey game, Shakespeare performances and much more. The weekend provides an opportunity for alumni to connect back to the University, to one another, and to current students. <strong>For the <a href="http://alumni.princeton.edu/goinback/alumniday/" target="_blank">complete schedule and session topics and to register &#8211; Click Here</a>.</strong></p>
<p>Additionally, Princeton area <a href="http://alumni.princeton.edu/goinback/alumniday/hotels/" target="_blank">hotels are available at discounted rates</a> (well below reunions prices!)</p>
<p>We would also like to plan a 2002 social event during the weekend so <strong>please RSVP </strong><strong>by February 20th </strong>to <a href="mailto:%20reunions@princeton2002.com" target="_blank">reunions@princeton2002.com</a> to let us know if you are planning to attend.</p>
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alt="" width="623" height="144" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.princeton2002.com/2012/02/alumni-day-february-25-2012/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Congrats to Erez Lieberman for winning the GE &amp; Science Prize for Young Life Scientists</title>
		<link>http://www.princeton2002.com/2012/01/congrats-to-erez-lieberman-for-winning-the-ge-science-prize-for-young-life-scientists/</link>
		<comments>http://www.princeton2002.com/2012/01/congrats-to-erez-lieberman-for-winning-the-ge-science-prize-for-young-life-scientists/#comments</comments>
		<pubDate>Thu, 19 Jan 2012 00:12:13 +0000</pubDate>
		<dc:creator>Editor</dc:creator>
				<category><![CDATA[Class Notes]]></category>
		<category><![CDATA[PAW Archives]]></category>
		<category><![CDATA[Show on Homepage]]></category>
		<category><![CDATA[notable alumni]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=1603</guid>
		<description><![CDATA[EREZ LIEBERMAN AIDEN &#8217;02, a fellow at the Harvard Society of Fellows and visiting faculty at Google, was named the 2011 grand-prize winner of the GE &#38; Science Prize for Young Life Scientists for a method he developed for three-dimensional genome sequencing that reveals features of DNA structure  [...]]]></description>
			<content:encoded><![CDATA[<p><strong><a href="http://www.princeton2002.com/wp-content/uploads/2012/01/AS_ErezbyElizaGrinnell.jpg"><img class="alignright  wp-image-1677" title="AS_ErezbyElizaGrinnell" src="http://www.princeton2002.com/wp-content/uploads/2012/01/AS_ErezbyElizaGrinnell-146x200.jpg" alt="" width="117" height="160" /></a>EREZ LIEBERMAN AIDEN </strong>&#8217;02, a fellow at the Harvard Society of Fellows and visiting faculty at Google, was named the 2011 grand-prize winner of the GE &amp; Science Prize for Young Life Scientists for a method he developed for three-dimensional genome sequencing that reveals features of DNA structure inside the nucleus of a cell. <a href="http://www.sciencemag.org/content/334/6060/1222.full.pdf" target="_blank">Read the article in science mag here</a></p>
<p>Excerpted from the Jan 18, 2012 PAW Newsmakers</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Tentative Schedule</title>
		<link>http://www.princeton2002.com/2012/01/heres-a-tentative-schedule-of-events-for-our-10th-reunion/</link>
		<comments>http://www.princeton2002.com/2012/01/heres-a-tentative-schedule-of-events-for-our-10th-reunion/#comments</comments>
		<pubDate>Sat, 07 Jan 2012 05:14:38 +0000</pubDate>
		<dc:creator>Editor</dc:creator>
				<category><![CDATA[Schedule and Events]]></category>
		<category><![CDATA[events]]></category>
		<category><![CDATA[reunions]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=1714</guid>
		<description><![CDATA[
Thursday, May 31
Registration and wristbanding opens @ Noon
Dinner
Outdoor baseball movie night at the 10th
Music
Friday, June 1
Alumni Faculty Forums (sessions throughout the day)
Lunch
Pick-up wiffle ball game at the 10th
Battle of the Alumni Bands
Class Reception and Cook-out Dinner
Loads of  [...]]]></description>
			<content:encoded><![CDATA[<div>
<h4>Thursday, May 31</h4>
<p><strong>Registration and wristbanding opens @ Noon</strong><br />
Dinner<br />
<strong>Outdoor baseball movie night at the 10th</strong><br />
Music</p>
<h4>Friday, June 1</h4>
<p>Alumni Faculty Forums (sessions throughout the day)<br />
Lunch<br />
<strong>Pick-up wiffle ball game at the 10th</strong><br />
<a title="Battle of the Alumni Bands" href="http://www.princeton2002.com/2011/11/battle-of-the-alumni-bands-mom-dust-off-my-guitar/">Battle of the Alumni Bands</a><br />
<strong>Class Reception and Cook-out Dinner</strong><br />
Loads of music, a fair bit of dancing</p>
<h4>Saturday, June 2</h4>
<p>Alumni Faculty Forums (sessions throughout the morning)<br />
Pre-Rade Brunch<br />
<strong>Class photo at 12:00 noon at Blair Arch</strong><br />
<strong> P-rade starts @ ’02pm</strong><br />
After the P-rade meander over to South Frist lawn for Happy Hour/light dinner<br />
Fireworks @ 9pm<br />
More loads of music … and then some…</p>
<h4>Sunday, June 3</h4>
<p>Continental breakfast<br />
<strong>Checkout by 11am</strong><br />
Head home and start counting down to the 15th!</p>
<h3><em>More information will be added later in the season and things may change as we get closer so come back again! Details on a few special events are below …</em></h3>
</div>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Brand new website!</title>
		<link>http://www.princeton2002.com/2011/11/brand-new-website/</link>
		<comments>http://www.princeton2002.com/2011/11/brand-new-website/#comments</comments>
		<pubDate>Sun, 06 Nov 2011 23:55:50 +0000</pubDate>
		<dc:creator>Webmaster</dc:creator>
				<category><![CDATA[Show on Homepage]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=163</guid>
		<description><![CDATA[Hey there, &#8217;02 Tigers &#8211;
With our tenth reunion coming up, our friendly neighborhood class officers decided to treat us all to a beautiful brand new class website!  Wow!
All the good stuff is only there if you log in, so come on in and kick the tires, tell us what we&#8217;re doing right and wrong, send  [...]]]></description>
			<content:encoded><![CDATA[<p>Hey there, &#8217;02 Tigers &#8211;</p>
<p>With our tenth reunion coming up, our friendly neighborhood class officers decided to treat us all to a beautiful brand new class website!  Wow!</p>
<p>All the good stuff is only there if you log in, so come on in and kick the tires, tell us what we&#8217;re doing right and wrong, send us your class notes, pay your class dues, register for reunions &#8230; oh, and send on over any photos you&#8217;d like to share with us all.</p>
<p>Happy surfing!</p>
<h5>IN CASE YOU DIDN&#8217;T READ THAT &#8230; PLEASE LOG IN TO BE ABLE TO SEE ALL THE CONTENT!</h5>
]]></content:encoded>
			<wfw:commentRss>http://www.princeton2002.com/2011/11/brand-new-website/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Class of 2002 Wins the 1932 Trophy</title>
		<link>http://www.princeton2002.com/2011/05/class-of-2002-wins-the-1932-trophy/</link>
		<comments>http://www.princeton2002.com/2011/05/class-of-2002-wins-the-1932-trophy/#comments</comments>
		<pubDate>Fri, 27 May 2011 13:45:24 +0000</pubDate>
		<dc:creator>Editor</dc:creator>
				<category><![CDATA[Class Notes]]></category>
		<category><![CDATA[Class Updates]]></category>
		<category><![CDATA[Show on Homepage]]></category>
		<category><![CDATA[awards]]></category>

		<guid isPermaLink="false">http://www.princeton2002.com/?p=272</guid>
		<description><![CDATA[
 The Great Class of 2002 was presented with the 1932 Trophy &#8220;for the class less than 10 years out which has had the most complete program of communication, activities and dues participation.&#8221;
Jessica Roeder received the award on our behalf on the occasion of our 9th Reunion.
Three cheers for  [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.princeton2002.com/2011/05/class-of-2002-wins-the-1932-trophy/smallprincetonp/" rel="attachment wp-att-508"><br />
</a><img class="alignleft" title="1932_trophy" 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" alt="1932 trophy" width="127" height="147" /> The Great Class of 2002 was presented with the 1932 Trophy &#8220;for the class less than 10 years out which has had the most complete program of communication, activities and dues participation.&#8221;</p>
<p>Jessica Roeder received the award on our behalf on the occasion of our 9th Reunion.</p>
<p><em>Three cheers for &#8217;02!</em></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Robert August Koranda &#8217;02</title>
		<link>http://www.princeton2002.com/2004/01/robert-august-koranda-02/</link>
		<comments>http://www.princeton2002.com/2004/01/robert-august-koranda-02/#comments</comments>
		<pubDate>Thu, 29 Jan 2004 02:51:48 +0000</pubDate>
		<dc:creator>Webmaster</dc:creator>
				<category><![CDATA[Class Notes]]></category>
		<category><![CDATA[Memorials]]></category>
		<category><![CDATA[memorials]]></category>

		<guid isPermaLink="false">http://p02.triopter.com/?p=43</guid>
		<description><![CDATA[As Published in Jan. 28, 2004, PAW issue
Rob Koranda died June 29, 2003, in a Chicago porch collapse that claimed 13 other young lives.
With Rob&#8217;s passing, Princeton has lost a beloved son. Bright, spontaneous, and charming, armed with an infectious smile and spirit, he warmed and inspired those  [...]]]></description>
			<content:encoded><![CDATA[<h6>As Published in Jan. 28, 2004, PAW issue</h6>
<p>Rob Koranda died June 29, 2003, in a Chicago porch collapse that claimed 13 other young lives.</p>
<p>With Rob&#8217;s passing, Princeton has lost a beloved son. Bright, spontaneous, and charming, armed with an infectious smile and spirit, he warmed and inspired those fortunate enough to have known him.</p>
<p>Rob grew up in Naperville, Ill., where he was captain of his high school football team. A lifelong volunteer, Rob mentored high school leaders at the J. Kyle Braid Leadership Ranch in Colorado.</p>
<p>At Princeton, Rob was a history major, president of Sigma Alpha Epsilon, and a member of Cottage Club. When an injury sidelined his football career, Rob embraced rugby and earned the Christopher D. Mello &#8217;98 Award. After graduation, Rob worked for LaSalle Bank in Chicago and lived with Thomas Rowland &#8217;02. Just before his untimely death, he had returned to Princeton to celebrate his first reunion.</p>
<div>Rob is survived by his parents, Kenneth and Sue; his sister, Katie, and her husband, Scott Tanaka; and his brother, John. Donations to the Robert A. Koranda &#8217;02 Memorial Fund may be sent to Nancy Kalmikoff, Princeton University, P.O. Box 5357, Princeton, NJ 08543. The class extends its deepest sympathy to the Koranda family.</div>
]]></content:encoded>
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		</item>
		<item>
		<title>Angela Michelle Ovecka &#8217;02</title>
		<link>http://www.princeton2002.com/2003/11/angela-michelle-ovecka-02/</link>
		<comments>http://www.princeton2002.com/2003/11/angela-michelle-ovecka-02/#comments</comments>
		<pubDate>Tue, 18 Nov 2003 02:51:10 +0000</pubDate>
		<dc:creator>Webmaster</dc:creator>
				<category><![CDATA[Class Notes]]></category>
		<category><![CDATA[Memorials]]></category>
		<category><![CDATA[memorials]]></category>

		<guid isPermaLink="false">http://p02.triopter.com/?p=41</guid>
		<description><![CDATA[As Published in Nov. 5, 2003, PAW issue
Angela Ovecka was killed in a car accident in New Mexico Aug. 1, 2003. She was dedicated to all that she did &#8212; her studies, her music, her family, and her friendships.
At Princeton, she graduated summa cum laude in civil engineering, played flute, served as  [...]]]></description>
			<content:encoded><![CDATA[<h6>As Published in Nov. 5, 2003, PAW issue</h6>
<p>Angela Ovecka was killed in a car accident in New Mexico Aug. 1, 2003. She was dedicated to all that she did &#8212; her studies, her music, her family, and her friendships.</p>
<p>At Princeton, she graduated summa cum laude in civil engineering, played flute, served as president of the wind ensemble, and was a member of Charter Club.</p>
<div>Angela had a wide smile and a sparkle in her eyes that demonstrated her zest for life and compassion for others. She always had time to listen and to sympathize. She cooked hearty breakfasts for her fellow structural engineers before morning exams; she delivered anonymous gifts as the &#8220;thesis fairy&#8221; to friends during the stressful senior spring; and she relished a good surprise. Ange could be found equally at home working in the basement of the E-Quad on her steel bridge as well as spinning on the dance floor. For her devotion and spontaneity, we will miss her. The class offers its condolences to Angela&#8217;s parents; her sister, Elaine; her brother, David; and all those whose lives were touched by her smile and her thoughtfulness.</div>
]]></content:encoded>
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