<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-622417721721776205</id><updated>2024-09-07T18:45:57.509-04:00</updated><title type='text'>meme news and events</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default?start-index=26&amp;max-results=25'/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>93</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-6539782544336736805</id><published>2014-05-16T15:08:00.000-04:00</published><updated>2014-05-12T15:13:58.424-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigLzKFjtr4fv-0S342ZbAZ_Axfu-LibcXAhMkRb2DsXDoziz_NcS3KaJyiMWtqtJ6is2q3pGfoCHE4OZHowW7CkRuI6ktwqmUJ2_b3Hl7zuSdgMWI3arm_2CgwevO488BAsu44ItCP4cs/s1600/os_post_thumb.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigLzKFjtr4fv-0S342ZbAZ_Axfu-LibcXAhMkRb2DsXDoziz_NcS3KaJyiMWtqtJ6is2q3pGfoCHE4OZHowW7CkRuI6ktwqmUJ2_b3Hl7zuSdgMWI3arm_2CgwevO488BAsu44ItCP4cs/s1600/os_post_thumb.png&quot; height=&quot;200&quot; width=&quot;140&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;OPENSIGNAL Festival&lt;/b&gt;&lt;br /&gt;
Friday, May 16 + Saturday, May 17&lt;br /&gt;
Granoff Center for the Creative Arts&lt;br /&gt;
154 Angell St., Providence RI&lt;br /&gt;
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&lt;i&gt;opensignal&lt;/i&gt; concludes its colloquium and concert series with a 2-day festival on Friday, May 16th and Saturday, May 17th at Brown University’s Granoff Center for Creative Arts. There will be 17 performances by Brown current students/alumni and from local artists, 3 talks, and a large-scale sound installation featuring the work of over 80 composers, sound artists, and musicians from all over the world. Visiting guest artists Blectum from Blechdom, Maria Chavez, and Tara Rodgers will perform and give talks.&lt;br /&gt;
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&lt;a href=&quot;http://cargocollective.com/opensignal/5-16-17-OPENSIGNAL-FEST&quot; target=&quot;_blank&quot;&gt;See full schedule here&lt;/a&gt;.&lt;br /&gt;
&lt;a href=&quot;https://www.facebook.com/events/1427946050794226/&quot; target=&quot;_blank&quot;&gt;Facebook link here&lt;/a&gt;.</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/6539782544336736805/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/opensignal-festival.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6539782544336736805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6539782544336736805'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/opensignal-festival.html' title=''/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigLzKFjtr4fv-0S342ZbAZ_Axfu-LibcXAhMkRb2DsXDoziz_NcS3KaJyiMWtqtJ6is2q3pGfoCHE4OZHowW7CkRuI6ktwqmUJ2_b3Hl7zuSdgMWI3arm_2CgwevO488BAsu44ItCP4cs/s72-c/os_post_thumb.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-4267835692835787912</id><published>2014-05-12T11:50:00.003-04:00</published><updated>2014-05-12T11:53:32.385-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzi9EoSjuQga4qSlOPOV0pDyr2a8FuQmzADwdkAV6hoL2PwIRzmDX0s6uYgy0UF4yClOFdbxtuAamnhFv6_X4QACw8iQm-MikbKDBcrFX6JSBQAS6T1VuZ6hJanTKbS9uia46y14uAbbSX/s1600/narr-immer2014.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzi9EoSjuQga4qSlOPOV0pDyr2a8FuQmzADwdkAV6hoL2PwIRzmDX0s6uYgy0UF4yClOFdbxtuAamnhFv6_X4QACw8iQm-MikbKDBcrFX6JSBQAS6T1VuZ6hJanTKbS9uia46y14uAbbSX/s1600/narr-immer2014.jpeg&quot; height=&quot;200&quot; width=&quot;129&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Ghost Clinic - (Narrative and Immersion 2014) &lt;/b&gt;&lt;br /&gt;
New works by: Dan Putnam / Diane Zhou / Henry MacConnel / Jinku Kim / Luke Moldof / Perry Rosenberg / Vivian Charlesworth / Will Allen-Dupraw / Will Peterson&lt;br /&gt;&lt;br /&gt;Tuesday May 13, 2014 | 6-9pm&lt;br /&gt;
Granoff Center for the Creative Arts | Studio 1&lt;br /&gt;
Brown University | 154 Angell St. Providence, RI 02906</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/4267835692835787912/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/ghost-clinic-narrative-and-immersion.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4267835692835787912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4267835692835787912'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/ghost-clinic-narrative-and-immersion.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzi9EoSjuQga4qSlOPOV0pDyr2a8FuQmzADwdkAV6hoL2PwIRzmDX0s6uYgy0UF4yClOFdbxtuAamnhFv6_X4QACw8iQm-MikbKDBcrFX6JSBQAS6T1VuZ6hJanTKbS9uia46y14uAbbSX/s72-c/narr-immer2014.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-5997705858820734516</id><published>2014-05-12T09:41:00.001-04:00</published><updated>2014-05-12T11:52:50.019-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1oPvLwuTD0Z9SSfoHHov33X0ZNwy5kj3dVKPKrfub0PQ1cxu9o3YyafLbpWMiZ6mC8W7hrvtkMammJwnA4gU9QEngg20LK9_QA4Y31EggWkBzF6nFOzOtb8WbxdcY-vh_zRKqfu5YQyQf/s1600/loop_SPR14_poster_web.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1oPvLwuTD0Z9SSfoHHov33X0ZNwy5kj3dVKPKrfub0PQ1cxu9o3YyafLbpWMiZ6mC8W7hrvtkMammJwnA4gU9QEngg20LK9_QA4Y31EggWkBzF6nFOzOtb8WbxdcY-vh_zRKqfu5YQyQf/s1600/loop_SPR14_poster_web.jpeg&quot; height=&quot;154&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;loop()&lt;/b&gt;&lt;br /&gt;a concert of new music for new instruments featuring custom-made electronic instruments designed by students in Music 2220: Designing and Playing Alternate Controllers.&lt;br /&gt;&lt;br /&gt;
Wednesday, May 14, 8pm Granoff Center for the Arts, Studio 1&lt;br /&gt;&lt;br /&gt;
Performances by...&lt;br /&gt;Lizzy Callas, Jeff Fan, Bridget Ferrill,  Ryan Glassman, Nate Harris, Celine Katzman, Jinku Kim, David Lee, Luke Moldof,   Ben Moreno Ortiz, Nick Newhouse. &lt;br /&gt;&lt;br /&gt;Free and open to the public</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/5997705858820734516/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/loop-concert-of-new-music-for-new.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/5997705858820734516'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/5997705858820734516'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/loop-concert-of-new-music-for-new.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1oPvLwuTD0Z9SSfoHHov33X0ZNwy5kj3dVKPKrfub0PQ1cxu9o3YyafLbpWMiZ6mC8W7hrvtkMammJwnA4gU9QEngg20LK9_QA4Y31EggWkBzF6nFOzOtb8WbxdcY-vh_zRKqfu5YQyQf/s72-c/loop_SPR14_poster_web.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-3944725805257318051</id><published>2014-05-08T12:56:00.003-04:00</published><updated>2014-05-12T09:36:16.751-04:00</updated><title type='text'></title><content type='html'>&lt;b&gt;&lt;span class=&quot;time&quot;&gt;Narrative and Immersion Final Class Concert&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span class=&quot;time&quot;&gt;Tuesday may 13, 2014 6pm-9pm&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;time&quot;&gt;Granoff Center - Studio 1&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;time&quot;&gt;&lt;a href=&quot;http://events.brown.edu/events/cal/CAL-00147cc4-44f84480-0144-f98dc2f3-00001b57events%40brown.edu/&quot;&gt;details &lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;b&gt;MEME Ensemble Final Concert&lt;/b&gt;&lt;br /&gt;
Wednesday, May 7, 2014&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;time&quot;&gt;8pm&lt;/span&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;&lt;span class=&quot;time&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;time&quot;&gt;Granoff Center - Studio 1&lt;/span&gt;&lt;br /&gt;
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&lt;b&gt;&lt;span class=&quot;time&quot;&gt;Systems for Play Final Performance&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span class=&quot;time&quot;&gt;Saturday May 10, 2014 8pm&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;time&quot;&gt;&lt;a href=&quot;http://events.brown.edu/events/cal/CAL-00147cc4-44f84480-0144-f97082df-00006a4eevents@brown.edu/&quot;&gt;details&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;time&quot;&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/3944725805257318051/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3944725805257318051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3944725805257318051'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/05/blog-post.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-5501512032401384117</id><published>2014-04-30T16:58:00.002-04:00</published><updated>2014-04-30T17:41:06.795-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKtzl8aNBXcnwTFmbdzhjUXCUogA4tak_S3NoaIYzTKeuAjUlm1RuoUxUpai0kmh67-g6QIzjLsT-PeMe1lyjzhmOuPaGiyoqcqRqmp5ehT93YF8Lc3GN3fvKrDEfelrbWR7OAGBk97xW6/s1600/Distortion+as+expression+5-5+updated.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKtzl8aNBXcnwTFmbdzhjUXCUogA4tak_S3NoaIYzTKeuAjUlm1RuoUxUpai0kmh67-g6QIzjLsT-PeMe1lyjzhmOuPaGiyoqcqRqmp5ehT93YF8Lc3GN3fvKrDEfelrbWR7OAGBk97xW6/s1600/Distortion+as+expression+5-5+updated.jpg&quot; height=&quot;200&quot; width=&quot;156&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;Distortion as Expression&lt;/b&gt;&lt;br /&gt;
a talk by Alex Case&lt;br /&gt;
Tuesday May 6. 11am. Grant&lt;br /&gt;
&lt;a href=&quot;http://events.brown.edu/events/cal/CAL-00147cc4-45b1a9a5-0145-b30a2c57-000016c5events%40brown.edu/&quot;&gt;details&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/5501512032401384117/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/04/distortion-as-expression-talk-by-alex.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/5501512032401384117'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/5501512032401384117'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/04/distortion-as-expression-talk-by-alex.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKtzl8aNBXcnwTFmbdzhjUXCUogA4tak_S3NoaIYzTKeuAjUlm1RuoUxUpai0kmh67-g6QIzjLsT-PeMe1lyjzhmOuPaGiyoqcqRqmp5ehT93YF8Lc3GN3fvKrDEfelrbWR7OAGBk97xW6/s72-c/Distortion+as+expression+5-5+updated.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-5530329072187433454</id><published>2014-04-30T13:15:00.002-04:00</published><updated>2014-04-30T17:40:54.050-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;b&gt;Brown Noise&lt;/b&gt;&lt;br /&gt;
&#39;Recording Studio as Compositional Tool&#39; Final Concert.&lt;br /&gt;
Thursday May1, 8pm.&lt;br /&gt;
Martinos Auditorium - Granoff Center.&lt;br /&gt;
&lt;a href=&quot;http://events.brown.edu/events/cal/CAL-00147cc4-44f31e24-0144-f5b76b9d-00006d8cevents%40brown.edu/&quot;&gt;details&lt;/a&gt; </content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/5530329072187433454/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/04/brown-noise.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/5530329072187433454'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/5530329072187433454'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/04/brown-noise.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZwVSc6fcZ7LxG_FcG4rlaB35DRFYhUKaSDPUwE2B92V6FXEpM_1weNnLgscJ-7HZXzoaFbi1NQUj43aREDAuQh8UUI9gpI4qV2_Vab_Hn8tVMHe18F6ulzwMqlGfG-5GjjUrfy9bJhP2M/s72-c/1200_poster_brown.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-8352320366159880518</id><published>2014-04-07T16:00:00.001-04:00</published><updated>2014-04-25T16:47:49.109-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikvF281R43pDLVChbgsuE8iga0HMWYBlbiK7BJ-ueiw2dyQTBKNqJGkk4s95bA0hggOzbNRlDxU5-9ScE9eW8dj83JKqFYRqStQL2ZMcUKweXHEOgaQC3cMIJzmq7Hug98AHDQVia09OlO/s1600/tara+rodgers.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikvF281R43pDLVChbgsuE8iga0HMWYBlbiK7BJ-ueiw2dyQTBKNqJGkk4s95bA0hggOzbNRlDxU5-9ScE9eW8dj83JKqFYRqStQL2ZMcUKweXHEOgaQC3cMIJzmq7Hug98AHDQVia09OlO/s1600/tara+rodgers.png&quot; height=&quot;135&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;i&gt;CANCELED&lt;/i&gt; ----&amp;nbsp;&lt;a href=&quot;http://cargocollective.com/opensignal/&quot;&gt;OPENSIGNAL&lt;/a&gt; PRESENTS: TARA RODGERS &lt;br /&gt;
FRIDAY APRIL 11 2014&lt;br /&gt;
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&lt;b&gt;5PM :: ARTIST TALK&lt;/b&gt;&lt;br /&gt;
Archiving Electronic Music Cultures: Process, Pedagogies, and Politics&lt;br /&gt;
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Tara Rodgers will speak on her research of the history of synthesizers, as well as introduce a new digital archiving project. Rodgers will discuss reframing the electronic music canons by addressing the questions of gender and race in the history of synthesized sound, emphasizing on how gendered and racialized metaphors inflect audio-technical language and representation.&lt;br /&gt;
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*reception to follow*&lt;br /&gt;
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&lt;b&gt;8PM :: PERFORMANCE &lt;/b&gt;&lt;br /&gt;
w/ Betsey Biggs&lt;br /&gt;
+ Caroline Park + Asha Tamirisa duo&lt;br /&gt;
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free + open to all&lt;br /&gt;
Martinos Auditorium, Granoff Center&lt;br /&gt;
154 Angell Street, Providence RI</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/8352320366159880518/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/04/opensignal-presents-tara-rodgers-friday.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/8352320366159880518'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/8352320366159880518'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/04/opensignal-presents-tara-rodgers-friday.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikvF281R43pDLVChbgsuE8iga0HMWYBlbiK7BJ-ueiw2dyQTBKNqJGkk4s95bA0hggOzbNRlDxU5-9ScE9eW8dj83JKqFYRqStQL2ZMcUKweXHEOgaQC3cMIJzmq7Hug98AHDQVia09OlO/s72-c/tara+rodgers.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-6725166679486856203</id><published>2014-03-21T12:40:00.000-04:00</published><updated>2014-03-21T12:40:00.770-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKTwYbOpcy3kkYqxbz6g_C_hIiLio8Dy2Jt02G5rcEFhF-_nZUws3VMZV_YbyorRBoxgbzNd0DFT0bdXBV8Hkx46EpLa5Pz9nUU0OEJxZFepN_TI36yg6dRUnAlAQqoPjU4EW_9sPC6sJy/s1600/Sonami.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKTwYbOpcy3kkYqxbz6g_C_hIiLio8Dy2Jt02G5rcEFhF-_nZUws3VMZV_YbyorRBoxgbzNd0DFT0bdXBV8Hkx46EpLa5Pz9nUU0OEJxZFepN_TI36yg6dRUnAlAQqoPjU4EW_9sPC6sJy/s1600/Sonami.jpeg&quot; height=&quot;133&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;OPENSIGNAL PRESENTS:&amp;nbsp; &lt;/b&gt;&lt;br /&gt;
LAETITIA SONAMI&lt;br /&gt;&lt;br /&gt;Visiting artist - Brown University Department of Music&lt;br /&gt;&lt;br /&gt;PERFORMANCE: THURS. MARCH 20, 8pm&lt;br /&gt;
Martinos Auditorium, Granoff Center for the Arts&lt;br /&gt;
154 Angell St.&lt;br /&gt;
Program:&lt;br /&gt;
A Historical Moment on a line between A and B, Sonami (2008-12)&lt;br /&gt;
OCCAM IX, Eliane Radigue (2013)&lt;br /&gt;
Magnetic Memories in the Age of the Oracle, Sonami (2013) - excerpt</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/6725166679486856203/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/03/opensignal-presents-laetitia-sonami.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6725166679486856203'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6725166679486856203'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/03/opensignal-presents-laetitia-sonami.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKTwYbOpcy3kkYqxbz6g_C_hIiLio8Dy2Jt02G5rcEFhF-_nZUws3VMZV_YbyorRBoxgbzNd0DFT0bdXBV8Hkx46EpLa5Pz9nUU0OEJxZFepN_TI36yg6dRUnAlAQqoPjU4EW_9sPC6sJy/s72-c/Sonami.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-881004321470817121</id><published>2014-02-03T17:13:00.002-05:00</published><updated>2014-02-03T17:15:07.543-05:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOzaj5J-7PvepgohqVUSLkzw6yIvFFXfwOV_h5tJubqKE2BzA3vvBMw-0wakKIlzgJTDBVYaLAHVxs6eNr0i196O88uRkpfaIrh3qBdRI08wJIJCdpiEybC3izHE7h1gLh-zJD7WcxYjip/s1600/OPENSIGNAL_2014_web.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOzaj5J-7PvepgohqVUSLkzw6yIvFFXfwOV_h5tJubqKE2BzA3vvBMw-0wakKIlzgJTDBVYaLAHVxs6eNr0i196O88uRkpfaIrh3qBdRI08wJIJCdpiEybC3izHE7h1gLh-zJD7WcxYjip/s1600/OPENSIGNAL_2014_web.jpg&quot; height=&quot;128&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;http://cargocollective.com/opensignal&quot;&gt;http://cargocollective.com/opensignal&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/881004321470817121/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2014/02/httpcargocollective.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/881004321470817121'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/881004321470817121'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2014/02/httpcargocollective.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOzaj5J-7PvepgohqVUSLkzw6yIvFFXfwOV_h5tJubqKE2BzA3vvBMw-0wakKIlzgJTDBVYaLAHVxs6eNr0i196O88uRkpfaIrh3qBdRI08wJIJCdpiEybC3izHE7h1gLh-zJD7WcxYjip/s72-c/OPENSIGNAL_2014_web.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-862095394087623911</id><published>2013-12-16T09:00:00.000-05:00</published><updated>2013-12-16T16:32:20.414-05:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDG1VYEk6TlxQ095n5EBUCMl3_39xwrbQnnG8A9eQsw0I8o8CS6I1DhkrCQWIxNDzKdM7gEvjtlsVk4OZi0XIetRQTrE2UaoDx1YCrkMDxxvBDWtUqnWJguRBHgbiMH2NS58qzykygombH/s1600/1240F_2013_final+_poster.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDG1VYEk6TlxQ095n5EBUCMl3_39xwrbQnnG8A9eQsw0I8o8CS6I1DhkrCQWIxNDzKdM7gEvjtlsVk4OZi0XIetRQTrE2UaoDx1YCrkMDxxvBDWtUqnWJguRBHgbiMH2NS58qzykygombH/s320/1240F_2013_final+_poster.jpg&quot; height=&quot;320&quot; width=&quot;256&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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1240F Final concert&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Circuit Bending and Hacking as Musical and Artistic Expression&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
Monday 16 December 2013&lt;br /&gt;
Grant Recital Hall&lt;br /&gt;
Free</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/862095394087623911/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/862095394087623911'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/862095394087623911'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/blog-post.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDG1VYEk6TlxQ095n5EBUCMl3_39xwrbQnnG8A9eQsw0I8o8CS6I1DhkrCQWIxNDzKdM7gEvjtlsVk4OZi0XIetRQTrE2UaoDx1YCrkMDxxvBDWtUqnWJguRBHgbiMH2NS58qzykygombH/s72-c/1240F_2013_final+_poster.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-6876913638424643908</id><published>2013-12-09T10:00:00.000-05:00</published><updated>2013-12-09T10:29:09.419-05:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixk5aWn-jWsWwHYryATDB97HJTb3klSovu44Ygqq-oOSMfzpU2lfKO4ou-5ZzgFSuGf1yZoM-otua6HioM9j2UEoHKLJ_GGEN8SdUmPS8rts2O5LLwuovuGItj01xvPX5e-L3GjZUuYjbu/s1600/2230_2013final_poster.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixk5aWn-jWsWwHYryATDB97HJTb3klSovu44Ygqq-oOSMfzpU2lfKO4ou-5ZzgFSuGf1yZoM-otua6HioM9j2UEoHKLJ_GGEN8SdUmPS8rts2O5LLwuovuGItj01xvPX5e-L3GjZUuYjbu/s200/2230_2013final_poster.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;Real-Time: The Shape of Sound to Come &lt;/b&gt;&lt;br /&gt;
Graduate Seminar Concert&lt;br /&gt;
December 14, 8pm. Grant.&lt;br /&gt;
Free</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/6876913638424643908/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/real-time-shape-of-sound-to-come.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6876913638424643908'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6876913638424643908'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/real-time-shape-of-sound-to-come.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixk5aWn-jWsWwHYryATDB97HJTb3klSovu44Ygqq-oOSMfzpU2lfKO4ou-5ZzgFSuGf1yZoM-otua6HioM9j2UEoHKLJ_GGEN8SdUmPS8rts2O5LLwuovuGItj01xvPX5e-L3GjZUuYjbu/s72-c/2230_2013final_poster.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-8698280387468742324</id><published>2013-12-06T10:30:00.000-05:00</published><updated>2013-12-13T14:36:55.401-05:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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Patchwerk v.4&lt;br /&gt;
MUSC1210 | Real-time Systems Final Concert&lt;br /&gt;
Grant Recital Hall&lt;br /&gt;
12/12/2013 7pm&lt;br /&gt;
Free</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/8698280387468742324/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/patchwerk-v.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/8698280387468742324'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/8698280387468742324'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/patchwerk-v.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnFdjLV04mDrVuoU7k9zQhz61Jrr4LrBu_jPlleWe-YEu-XePyvDiG3RLy0aegUGn5mO3p7XSI3CYCWYuOwVaVFx7uTeVVlXMKjQPo8e57EqsXJ7doL6vI5FOJohxOJpDTxcrw3GmIzVQs/s72-c/PatchwerkV4_web.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-3207074346048937959</id><published>2013-12-06T08:47:00.000-05:00</published><updated>2013-12-13T14:36:33.835-05:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM86Vc_0A1dve5_LiQawBHkUk-yoWdS8ptejiuqalulWcpdYOpU9SWmY9pGWJJQMPPy-1KFag_HShY43rOHHLVfKtDiZHMMF0AIDogMEKNwlyCB3GrIO5YhWV4yBJmY0QK8fQxgloOEj6E/s1600/Sound+Music+Movies+Poster+copy.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM86Vc_0A1dve5_LiQawBHkUk-yoWdS8ptejiuqalulWcpdYOpU9SWmY9pGWJJQMPPy-1KFag_HShY43rOHHLVfKtDiZHMMF0AIDogMEKNwlyCB3GrIO5YhWV4yBJmY0QK8fQxgloOEj6E/s320/Sound+Music+Movies+Poster+copy.jpg&quot; height=&quot;320&quot; width=&quot;247&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;i&gt;&lt;b&gt;MUSC1250: Sound Design Final Concert&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
Martinos Auditorium - Granoff Center&lt;br /&gt;
Weds. 12/11/13 8pm. Free.</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/3207074346048937959/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/musc1250-sound-design-final-concert.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3207074346048937959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3207074346048937959'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/12/musc1250-sound-design-final-concert.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM86Vc_0A1dve5_LiQawBHkUk-yoWdS8ptejiuqalulWcpdYOpU9SWmY9pGWJJQMPPy-1KFag_HShY43rOHHLVfKtDiZHMMF0AIDogMEKNwlyCB3GrIO5YhWV4yBJmY0QK8fQxgloOEj6E/s72-c/Sound+Music+Movies+Poster+copy.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-4519323143149421485</id><published>2013-11-22T15:08:00.000-05:00</published><updated>2013-11-25T10:27:55.823-05:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIgtGVdVF2CDbX5q9kP0gnc1s8hsBlLMTaZbLLsWiBKlj0T1k6qAdoxPgezC9ghU7EK56bj1Y911zFxCMVIaVyDD5uB5_VsE_VvdxDSdR-WNN9CsbM41wKgfta5fDXAoe9i589gintCkij/s1600/web_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIgtGVdVF2CDbX5q9kP0gnc1s8hsBlLMTaZbLLsWiBKlj0T1k6qAdoxPgezC9ghU7EK56bj1Y911zFxCMVIaVyDD5uB5_VsE_VvdxDSdR-WNN9CsbM41wKgfta5fDXAoe9i589gintCkij/s400/web_small.jpg&quot; width=&quot;201&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;b&gt;Bevin Blectum w / The Traveling Bubble Ensemble&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Thursday 12/5&lt;/b&gt; @ Granoff Center for the Arts / Brown University (live performance + artist talk)&lt;br /&gt;&lt;a href=&quot;https://www.facebook.com/events/556943994377951/&quot;&gt;facebook event page&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Saturday 12/7&lt;/b&gt; @ Columbus Theatre / Providence, RI (official record release party) w / Blectum from Blechdom, Kevin Blechdom, The Traveling Bubble Ensemble, Kelley Polar DJ&lt;br /&gt;&lt;a href=&quot;http://blevinblectum.brownpapertickets.com/&quot;&gt;http://blevinblectum.brownpapertickets.com/&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.columbustheatre.com/&quot;&gt;http://www.columbustheatre.com/&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/4519323143149421485/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/11/bevin-blectum-w-traveling-bubble.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4519323143149421485'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4519323143149421485'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/11/bevin-blectum-w-traveling-bubble.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIgtGVdVF2CDbX5q9kP0gnc1s8hsBlLMTaZbLLsWiBKlj0T1k6qAdoxPgezC9ghU7EK56bj1Y911zFxCMVIaVyDD5uB5_VsE_VvdxDSdR-WNN9CsbM41wKgfta5fDXAoe9i589gintCkij/s72-c/web_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-3688328891895650372</id><published>2013-11-06T20:53:00.002-05:00</published><updated>2013-11-06T21:40:09.087-05:00</updated><title type='text'></title><content type='html'>&lt;b&gt;1240F midterm &lt;/b&gt;&lt;br /&gt;
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This concert explores hardware hacking, circuit bending, and the creative applications of simple electronic circuits and simple audio systems. For this mid-term performance all forms of computer processing and most forms of professional audio processing are completely banned. Students may utilize analogue mixing desks, loudspeakers, and microphones to extend the creative possibility of their hand-built/modified creations, but that’s it, nothing else is allowed!&lt;br /&gt;
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Grant - 8pm - Thursday November 7, 2013. Free!&lt;br /&gt;
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Installations in Foyer:&lt;br /&gt;Sara Khan&lt;br /&gt;Tristan Rodman, and Zack Korol-Gold, Peter Bowden, Sam Friedman, and Marissa Goldman&lt;br /&gt;&lt;br /&gt;Concert performances:&lt;br /&gt;Lukas Bentel, Jeffery Fan, David Lee, and Henry MacConnel, Jose Guillermo Fernandez Liermann, Daniel Putnam, Jason Rabie, and Seth Thorn,&lt;br /&gt;Claire Kwong, Woohun Joo, Jinku Kim, and Benjamin Moreno Ortiz, Luke Moldof </content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/3688328891895650372/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/11/1240f-midterm-show-this-concert.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3688328891895650372'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3688328891895650372'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/11/1240f-midterm-show-this-concert.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-4212790958675058926</id><published>2013-10-24T20:03:00.003-04:00</published><updated>2013-10-24T20:03:39.254-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;b&gt;DisplaceInteger:&lt;/b&gt;&lt;/div&gt;
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&amp;nbsp;In attempting to unpick the role of presence in technologically mediated temporal art forms, this concert explores a variety of approaches to live electronics, audiovisual composition, digital media, and extended/hybrid instruments.&lt;/div&gt;
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Monday October 28, 2013. 8pm&lt;/div&gt;
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Grant Auditorium&lt;/div&gt;
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Free &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/4212790958675058926/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/10/displaceinteger-attempting-to-unpick.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4212790958675058926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4212790958675058926'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/10/displaceinteger-attempting-to-unpick.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/02631487137641506203</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRlJyc1OUYt8McrBBygCD1ZtgTcgYao3vV1gWuo30ZZx7AH-Px2f4zh7wcLyT-m5g_vQuaxVRrO3zn4UGFAM_znx4BCCRdUx-a3pVj9gmpiGboULmZIdIrxzTcy90ow-ToJ9ZMXvVys-z/s72-c/Ferguson2EMAIL+(1).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-3532157998486987560</id><published>2013-10-21T13:44:00.003-04:00</published><updated>2013-10-21T17:05:37.950-04:00</updated><title type='text'>Composing and Improvising with Real Time Systems</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;b&gt;Composing and Improvising with Real Time Systems&lt;/b&gt;&lt;br /&gt;
Wednesday, October 23, 2013. 8pm&lt;br /&gt;
Granoff Center - Studio 2&lt;br /&gt;
Free&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/3532157998486987560/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/10/composing-and-improvising-with-real.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3532157998486987560'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/3532157998486987560'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/10/composing-and-improvising-with-real.html' title='Composing and Improvising with Real Time Systems'/><author><name>memer</name><uri>http://www.blogger.com/profile/02631487137641506203</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjyEvkFX0-yu0YW4TCevuVZHcQyxQUQukz6zU1Co55FjVK4pQeNVNvq1tkm5zuJFI5FmfNWS7j2Wy6rya0il3DpOQOYEWmhdJrhN6HR4ORyJSsJDu9ToRGqLd2G6mXzDpyyiM6Hehhjzbr/s72-c/POSTER_SEMINAR.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-7065324289957008917</id><published>2013-10-17T14:55:00.002-04:00</published><updated>2013-10-17T14:55:19.027-04:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;i&gt;&lt;b&gt;&quot;Audio and Architecture: Unfolding Sound with SpaceMap, A Layout-Agnostic Approach to Multi-Channel Sound Design&quot;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
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&lt;b&gt;&lt;b&gt;Colloquia - Steve Ellison&lt;/b&gt;&lt;/b&gt;&lt;i&gt;&lt;b&gt; &lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
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&lt;br /&gt; Ellison&#39;s talk will focus on a technique for sound panning he developed that has been embraced by Repertory and Broadway theaters, Spectacle Productions such as Cirque du Soleil and Dragone, and musicians including John Williams and Herbie Hancock. What are the challenges that sound designers and composers face when realizing multi-channel works in the real world, with the constraints of physical architecture, and how can they be overcome?&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: white; color: #222222; display: inline ! important; float: none; font-family: arial; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;Steve Ellison is Applications Director, Digital Products for Meyer Sound Labs of Berkeley, CA. He joined Meyer Sound in 2005, when LCS Audio, the company he founded in 1992 was acquired.&lt;br /&gt;
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Friday October 18, 1pm. Grant Auditorium&lt;br /&gt;
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&lt;a href=&quot;http://events.brown.edu/events/cal/CAL-00149399-4196e10c-0141-9842ee7d-000065c1events%40brown.edu/&quot;&gt;More details&lt;/a&gt;&lt;br /&gt;
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&lt;b&gt;Acoustics Workshop - Steve Ellison&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;Just what is an &quot;optimal acoustic&quot; ? Does this exist?&lt;br /&gt;&lt;br /&gt;In this informal session, we will measure the room acoustics of Grant Recital Hall using Aurora running under Audacity (freely available) as well as Dirac (B&amp;amp;K, commercial software) using impulse response methods and compare the results. In the process we will de-mystify some commonly used acoustic measurements including reverb time measurements RT, T20, and EDT.&lt;br /&gt; &lt;br /&gt;
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Friday October 18, 10:30am. Grant Auditorium&lt;br /&gt;
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&lt;a href=&quot;http://events.brown.edu/events/cal/CAL-00149399-41c53a95-0141-c6bade54-00002ecfevents%40brown.edu/&quot;&gt;More details&lt;/a&gt; </content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/7065324289957008917/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/10/audio-and-architecture-unfolding-sound.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/7065324289957008917'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/7065324289957008917'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/10/audio-and-architecture-unfolding-sound.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/02631487137641506203</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-6137438628787836229</id><published>2013-09-24T17:47:00.004-04:00</published><updated>2013-09-25T10:24:29.961-04:00</updated><title type='text'></title><content type='html'>&lt;b&gt;Brown/Wesleyan Multimedia Mini-Festival&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;i&gt;September 27 at Brown, September 28 at Wesleyan&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;i&gt;&lt;span style=&quot;-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #222222; display: inline !important; float: none; font-family: arial; font-size: x-small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;Brown&#39;s Multimedia and Electronic Music program (MEME) will host a concert of new works by graduate student composers working in experimental music at Wesleyan University on Friday, September 27th, in Grant Recital Hall. On the following day, Saturday, September 28th, MEME students will travel to Wesleyan to present a second concert of new works.&lt;/span&gt; &lt;/i&gt;&lt;/b&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/6137438628787836229/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/09/brownwesleyan-multimedia-mini-festival.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6137438628787836229'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/6137438628787836229'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/09/brownwesleyan-multimedia-mini-festival.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/02631487137641506203</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-8574605787938160216</id><published>2013-09-03T05:44:00.001-04:00</published><updated>2013-09-03T05:44:17.100-04:00</updated><title type='text'></title><content type='html'>&lt;b&gt;New Course - New Faculty: &lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLbcOOkopj6Axrzu0VY_m-HTQdmPAuGxj-G9ZuNKVhjsXnmQYpmdfpaUxmzFL14OBUY_GcxIZHiCEgj2udLKp_LIG4KCTs5EulhDberJs-TJXpAKIKHf2feQO9Hpv1vNq4ZWLrsOXfr13h/s1600/music_1240F.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;133&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLbcOOkopj6Axrzu0VY_m-HTQdmPAuGxj-G9ZuNKVhjsXnmQYpmdfpaUxmzFL14OBUY_GcxIZHiCEgj2udLKp_LIG4KCTs5EulhDberJs-TJXpAKIKHf2feQO9Hpv1vNq4ZWLrsOXfr13h/s200/music_1240F.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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MUSC1240F is a new MEME course taught by our new visiting professor &lt;a href=&quot;http://www.johnrobertferguson.com/&quot;&gt;John Ferguson&lt;/a&gt;.&lt;br /&gt;
T/Th 1:00pm - 2:20pm.&lt;br /&gt;
Location: Steinert 101.&lt;br /&gt;
First meeting is Tuesday, September 10.</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/8574605787938160216/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/09/new-course-new-faculty-musc1240f-is-new.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/8574605787938160216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/8574605787938160216'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/09/new-course-new-faculty-musc1240f-is-new.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLbcOOkopj6Axrzu0VY_m-HTQdmPAuGxj-G9ZuNKVhjsXnmQYpmdfpaUxmzFL14OBUY_GcxIZHiCEgj2udLKp_LIG4KCTs5EulhDberJs-TJXpAKIKHf2feQO9Hpv1vNq4ZWLrsOXfr13h/s72-c/music_1240F.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-838493745399297050</id><published>2013-05-23T16:30:00.001-04:00</published><updated>2013-05-23T16:30:21.253-04:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;
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Community Music Works concert featuring a new work by Bevin Kelly. June 1, 2013 - Knight Memorial Library, 275 Elmwood Avenue, Providence.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/838493745399297050/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/05/community-music-works-concert-featuring.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/838493745399297050'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/838493745399297050'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/05/community-music-works-concert-featuring.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimirDxq88mAVuS2f7Tr7VHwqm1AurM81hb_MWEh3Na3r171i-JatB5yef5WAJ1cBt8X7FHQirSjKGascE2Wx9RrFnDOCA2g9WUBZVL-WOKi-ilCN8znymmDbZrKVXtp5Y1aHPnHX-e6mH6/s72-c/ExperConcertPoster-small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-838442687082366279</id><published>2013-05-08T10:29:00.000-04:00</published><updated>2013-05-08T10:29:00.856-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYvWu26PEZolB4nbpnes_ADlUTEFO7LqgAmlhaqh7h0eFgcBnSd5r5nnwjY8A4r3YlyUdVhBz9RcBdYs-AV4RjWIcYOOtMUCvDLJV88Q_SUKZFoI916og50nzKbhZTzJfsuypdTeoypVTx/s1600/mu1200_2013.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYvWu26PEZolB4nbpnes_ADlUTEFO7LqgAmlhaqh7h0eFgcBnSd5r5nnwjY8A4r3YlyUdVhBz9RcBdYs-AV4RjWIcYOOtMUCvDLJV88Q_SUKZFoI916og50nzKbhZTzJfsuypdTeoypVTx/s320/mu1200_2013.jpg&quot; width=&quot;247&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Original music produced in MUSC1200:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&quot;THE RECORDING STUDIO AS COMPOSITIONAL TOOL&quot;&lt;br /&gt;Wednesday, May 8, 2013&lt;br /&gt;8pm&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Granoff Center - Martinos Auditorium&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;free&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/838442687082366279/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/05/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/838442687082366279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/838442687082366279'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/05/blog-post.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYvWu26PEZolB4nbpnes_ADlUTEFO7LqgAmlhaqh7h0eFgcBnSd5r5nnwjY8A4r3YlyUdVhBz9RcBdYs-AV4RjWIcYOOtMUCvDLJV88Q_SUKZFoI916og50nzKbhZTzJfsuypdTeoypVTx/s72-c/mu1200_2013.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-1631293998786222105</id><published>2013-04-30T15:41:00.002-04:00</published><updated>2013-04-30T15:41:26.221-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfqvdElShq4bDx204M_xs-Vb1CzFYp1QKWx2vk3yrtRBrdFVeNf1a1n_u29I5m9mccYaXf0TRtPIPcz4K518kWyruWH7UVRqPT8KdH38teI-i2AtTlog44hFtSB5kLaxPlPi1k661Zn979/s1600/meme_ens.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfqvdElShq4bDx204M_xs-Vb1CzFYp1QKWx2vk3yrtRBrdFVeNf1a1n_u29I5m9mccYaXf0TRtPIPcz4K518kWyruWH7UVRqPT8KdH38teI-i2AtTlog44hFtSB5kLaxPlPi1k661Zn979/s320/meme_ens.jpg&quot; width=&quot;206&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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MEME ENSEMBLE CONCERT&lt;br /&gt;
THURSDAY,&amp;nbsp; MAY 2, 2013&lt;br /&gt;
GRANOFF CENTER - STUDIO ONE</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/1631293998786222105/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/04/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/1631293998786222105'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/1631293998786222105'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/04/blog-post.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfqvdElShq4bDx204M_xs-Vb1CzFYp1QKWx2vk3yrtRBrdFVeNf1a1n_u29I5m9mccYaXf0TRtPIPcz4K518kWyruWH7UVRqPT8KdH38teI-i2AtTlog44hFtSB5kLaxPlPi1k661Zn979/s72-c/meme_ens.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-9162392157591221809</id><published>2013-04-29T15:13:00.001-04:00</published><updated>2013-04-29T15:55:20.157-04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;img border=&quot;0&quot; height=&quot;101&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEFpiFeeBzOGwTmGMNczQPAIGMBlAtmWBaScYukWFjaVTiIljRoJvmYl2thLX5gLdvRcnm0E0AiYxOiyWNInlQFraO1Tkn-KisihNnhcwJ3pDVYsGksqIcRizdI-Esj9s3SWuDlPibdWgM/s200/mecca_splash_4.png&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;b&gt;&lt;b&gt;Ming Mecca: Voltage Controlled Videogame Console&lt;/b&gt;&lt;/b&gt;&lt;br /&gt;
Dissertation Project Showing by Jordan Bartee&lt;br /&gt;
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Sunday, May 5th, 2013&lt;br /&gt;
1 pm - 8 pm&lt;br /&gt;
Granoff Center for the Creative Arts&lt;br /&gt;
Floor 2&lt;br /&gt;
Free and Open to the Public&lt;br /&gt;
&lt;a href=&quot;https://www.facebook.com/events/425938147502718/?ref=ts&amp;amp;fref=ts&quot;&gt;Details&lt;/a&gt;&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/9162392157591221809/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/04/ming-mecca-voltage-controlled-videogame.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/9162392157591221809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/9162392157591221809'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/04/ming-mecca-voltage-controlled-videogame.html' title=''/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEFpiFeeBzOGwTmGMNczQPAIGMBlAtmWBaScYukWFjaVTiIljRoJvmYl2thLX5gLdvRcnm0E0AiYxOiyWNInlQFraO1Tkn-KisihNnhcwJ3pDVYsGksqIcRizdI-Esj9s3SWuDlPibdWgM/s72-c/mecca_splash_4.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-622417721721776205.post-4423443072810217487</id><published>2013-03-03T16:20:00.000-05:00</published><updated>2013-03-03T21:28:37.175-05:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;
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&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;b&gt;BLIND | The world where I can&#39;t be&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;but you live in&lt;/b&gt;&lt;br /&gt;
Multimedia Thesis Concert by Akiko Hatakeyama&lt;br /&gt;
&lt;br /&gt;
Thursday March 7, 2013&lt;br /&gt;
8 pm&lt;br /&gt;
Grant Recital Hall&lt;br /&gt;
Free admission&lt;br /&gt;
&lt;a href=&quot;http://events.brown.edu/cal/event/showEventMore.rdo;jsessionid=5044550E5E7C478EC7F0EF841D3A0C8C&quot;&gt;Details&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://memenewsandevents.blogspot.com/feeds/4423443072810217487/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://memenewsandevents.blogspot.com/2013/02/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4423443072810217487'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/622417721721776205/posts/default/4423443072810217487'/><link rel='alternate' type='text/html' href='http://memenewsandevents.blogspot.com/2013/02/blog-post.html' title=''/><author><name>memer</name><uri>http://www.blogger.com/profile/18078156546850281942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>