<?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: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-269045103783566091</id><updated>2012-01-08T14:43:53.055-05:00</updated><title type='text'>The Oriana Consort</title><subtitle type='html'>choral music from seven centuries</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>les</name><uri>http://www.blogger.com/profile/18369645845297139702</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>28</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-3394218322850526943</id><published>2012-01-08T14:43:00.002-05:00</published><updated>2012-01-08T14:43:33.920-05:00</updated><title type='text'>Auditions for 2012</title><content type='html'>We seek 4 tenors and 2 low basses to fill out our ensemble! Sunday  evening rehearsals begin on Jan. 8, 2012 in Cambridge for March  &amp;amp; April performances of works by Britten, Schütz, Braun, and  Rachmaninoff (7 of the 15 movements of his “All-Night Vigil”). Samples  of our sound are posted on our &lt;a href="http://www.theorianaconsort.org/media.html"&gt;Media&lt;/a&gt; page.&lt;br /&gt;&lt;br /&gt;We  invite interested tenors and basses to schedule a half-hour audition on  Thurs. Jan. 12 from 6:30 pm, Sat. Jan. 14 from 3:00 pm, Thurs. Jan. 19  from 6:30 pm, Sat. Jan. 21 from 3:00 pm, or another mutually agreeable  time to be determined via email. Please email Walter Chapin at &lt;a href="mailto:director@theorianaconsort.org"&gt;director@theorianaconsort.org&lt;/a&gt;,  and include a summary of your choral singing experience. For the  audition you’ll join a quartet of Oriana members to read excerpts from  our repertory and to sing a difficult but brief choral part that you’ll  prepare 2 days in advance. Please also bring a solo of your choice.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-3394218322850526943?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/3394218322850526943/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2012/01/auditions-for-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/3394218322850526943'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/3394218322850526943'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2012/01/auditions-for-2012.html' title='Auditions for 2012'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-2961343430336244940</id><published>2011-12-08T20:52:00.000-05:00</published><updated>2011-12-08T20:52:11.576-05:00</updated><title type='text'>Concerts on December 9 and 11!</title><content type='html'>&lt;span style="font-size: large;"&gt;This weekend, Friday December 9 and Sunday December 11, hear the 27 voices of the Oriana Consort, along with a period instrumental ensemble and Oriana's own soloists.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Days grow short and nights lengthen as the year draws to its end — a time to think of peace and joy.&amp;nbsp; Come listen, and let choral music from Christian and Judaic traditions draw you in!&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Setting the mood:&lt;/b&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Jan Pieterszoon Sweelinck:&amp;nbsp; &lt;i&gt;Hodie Christus natus est &lt;/i&gt;— a burst of joy from the 16th century&lt;/li&gt;&lt;li&gt;Hugo Weisgall:&amp;nbsp; &lt;i&gt;Yih’yu l’rotzon&lt;/i&gt; — this final verse of Psalm 19 is a solemn prayer in the Judaic service&lt;/li&gt;&lt;li&gt;Abbie Betinis:&amp;nbsp; &lt;i&gt;Prayer for Peace &lt;/i&gt;— the spirit of Advent in words and music from a gifted young composer&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Variations on an Advent chorale, I:&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/b&gt; &lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;In dulci jubilo&lt;/i&gt;&amp;nbsp; — in a variety of settings by Michael Praetorius, Robert Pearsall, and J. S. Bach&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Variations on an Advent chorale, II:&lt;/b&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;Es ist ein Ros entsprungen&lt;/i&gt; (Lo, how a Rose) — Praetorius’ original and familiar setting becomes the theme of Hugo Distler’s music as choir and soloists narrate the opening verses of the Christmas story&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Variations on an Advent chorale, III:&lt;/b&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;i&gt;Puer natus in Bethlehem &lt;/i&gt;— A boy is born in Bethlehem — in which Praetorius expands this chorale into a full concertato for choir, soloists, four viols, and continuo&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Frank Martin:&amp;nbsp;&amp;nbsp; &lt;i&gt;Mass for Double Chorus&lt;/i&gt;&amp;nbsp; —&amp;nbsp; the featured work on our program&lt;/b&gt;&lt;br /&gt;Martin’s remarkable choral music, far advanced for 1922, allows the Mass to transcend its liturgical significance and draw the listener into a world of awe, mystery, and communion with universal human themes&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Garamond; font-size: 20pt;"&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;img alt="" height="640" 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" width="386" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-2961343430336244940?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/2961343430336244940/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2011/12/concerts-on-december-9-and-11.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/2961343430336244940'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/2961343430336244940'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2011/12/concerts-on-december-9-and-11.html' title='Concerts on December 9 and 11!'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-1038457322511037031</id><published>2011-09-26T10:52:00.000-04:00</published><updated>2011-09-26T10:52:23.451-04:00</updated><title type='text'>Fall 2011 Auditions</title><content type='html'>We seek 3 tenors and 2 low basses to fill out our ensemble. Sunday evening rehearsals began on Sep. 11 in Cambridge for December performances of Frank Martin’s Mass for Double Chorus and seasonal music by Praetorius, Distler, Reger, Sweelinck, Weisgall, and Betinis. Samples of our sound are posted on our &lt;a href="http://www.theorianaconsort.org/media.html"&gt;Media page&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;If you could be one of the singers we seek, we invite you to schedule an audition: please email Walter Chapin at &lt;a href="mailto:director@theorianaconsort.org"&gt;director@theorianaconsort.org&lt;/a&gt;, including a summary of your choral singing experience. For the audition you’ll join a quartet of Oriana members to read excerpts from our repertory and to sing a difficult but brief choral part that you’ll prepare 2 days in advance. Please also bring a solo of your choice.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-1038457322511037031?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/1038457322511037031/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2011/09/fall-2011-auditions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/1038457322511037031'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/1038457322511037031'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2011/09/fall-2011-auditions.html' title='Fall 2011 Auditions'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-8936551840852374140</id><published>2011-05-31T22:12:00.000-04:00</published><updated>2011-05-31T22:12:19.862-04:00</updated><title type='text'>Free concert on June 12</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-2YSo48pBDfM/TeWfbwA14iI/AAAAAAAAA48/qYrhAuqmrkc/s1600/20110612.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="296" src="http://1.bp.blogspot.com/-2YSo48pBDfM/TeWfbwA14iI/AAAAAAAAA48/qYrhAuqmrkc/s640/20110612.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Please join us at 2 pm on June 12th for a Boston Early Music Festival "Fringe" concert. Admission is free!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-8936551840852374140?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/8936551840852374140/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2011/05/free-concert-on-june-12.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/8936551840852374140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/8936551840852374140'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2011/05/free-concert-on-june-12.html' title='Free concert on June 12'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-2YSo48pBDfM/TeWfbwA14iI/AAAAAAAAA48/qYrhAuqmrkc/s72-c/20110612.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-6209120514371433659</id><published>2011-04-01T13:30:00.001-04:00</published><updated>2011-04-01T14:00:31.642-04:00</updated><title type='text'>Announcing our concerts for Spring 2011</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;strong&gt;Sunday, April 10, 2010, 5:00 pm&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.unilu.org/"&gt;University Lutheran Church&lt;/a&gt; &lt;br /&gt;&lt;a href="http://maps.google.com/maps?hl=en&amp;amp;q=University+Lutheran+Church,+66+Winthrop+St,+Cambridge,+MA&amp;amp;ie=UTF8&amp;amp;hq=University+Lutheran+Church,&amp;amp;hnear=66+Winthrop+St,+Cambridge,+MA+02138&amp;amp;z=16"&gt;66 Winthrop Street, Cambridge&lt;/a&gt; (in Harvard Square)&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;strong&gt;Friday, April 15, 2010, 8:00 pm&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.flc-boston.org/"&gt;First Lutheran Church of Boston&lt;/a&gt;&lt;br /&gt;&lt;a href="http://maps.google.com/maps?f=q&amp;amp;source=s_q&amp;amp;hl=en&amp;amp;geocode=&amp;amp;q=First+Lutheran+Church+of+Boston+299+Berkeley+St+Boston+MA&amp;amp;sll=42.34129,-71.094589&amp;amp;sspn=0.183219,0.445976&amp;amp;ie=UTF8&amp;amp;hq=First+Lutheran+Church+of&amp;amp;hnear=299+Berkeley+St,+Boston,+MA+02116&amp;amp;z=16"&gt;299 Berkeley Street, Boston&lt;/a&gt; (in the Back Bay)﻿ &lt;/div&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-XD6O0iWc_jo/TZX0gMzvfvI/AAAAAAAAA4Y/2qH0zbxxtfQ/s1600/2011-spring.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="640" r6="true" src="http://4.bp.blogspot.com/-XD6O0iWc_jo/TZX0gMzvfvI/AAAAAAAAA4Y/2qH0zbxxtfQ/s640/2011-spring.jpg" width="384" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;You'll hear choral music from Austria and the USA:&lt;br /&gt;&lt;br /&gt;Aaron &lt;strong&gt;Copland&lt;/strong&gt;: &lt;em&gt;In the Beginning&lt;/em&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; The composer's inventive choral setting of the creation story from Genesis, with soloist Jennifer Webb&lt;br /&gt;&lt;br /&gt;Gustav &lt;strong&gt;Mahler&lt;/strong&gt;: concluding chorus from &lt;em&gt;Symphony No. 2&lt;/em&gt; (the "Resurrection Symphony")&lt;br /&gt;&amp;nbsp;&amp;nbsp; You'll hear the essence of how Mahler created a musical atmosphere that brought life and energy to poetic ideas (and inspired Copland to do likewise), with soloists Melanie Armstrong and Maurene Comey; Caroline Harvey accompanies&lt;br /&gt;&lt;br /&gt;Wolfgang Amadeus &lt;strong&gt;Mozart&lt;/strong&gt;: &lt;em&gt;Missa Brevis&lt;/em&gt; KV 194&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The eighteen-year-old genius wrote this delightful brief mass for Salzburg Cathedral. The quartet of solists is Elizabeth Huttner, Laura Betinis, Jake Aaron, and Patrick Nay; a period instrumental ensemble accompanies&lt;br /&gt;&lt;br /&gt;Johannes &lt;strong&gt;Brahms&lt;/strong&gt;: &lt;em&gt;Fünf Gesänge &lt;/em&gt;(Five Songs, Opus 104)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; While Brahms&amp;nbsp;(a Hamburg native) was living in Vienna, he set these poems of reflection upon one's later years&lt;br /&gt;&lt;br /&gt;Hugo &lt;strong&gt;Wolf&lt;/strong&gt;: &lt;em&gt;Sechs geistliche Lieder&lt;/em&gt; (Six spiritual songs, set to poetry of Joseph von Eichendorff)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Not religious, but certainly spiritual! These beautiful songs connect the world of nature with the human spirit&lt;br /&gt;&lt;br /&gt;Heinrich &lt;strong&gt;Isaac&lt;/strong&gt;, Ludwig &lt;strong&gt;Senfl&lt;/strong&gt;, and Wolfgang &lt;strong&gt;Grefinger&lt;/strong&gt;: Choral songs from the Renaissance&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; In these settings (including "Innsbruck, ich muss dich lassen") you'll hear Austrian choral music at its very birth!&lt;br /&gt;&lt;br /&gt;Admission at the door is still only $15; students &amp;amp; seniors, $12. Advance discount tickets ($12.50/$10) from &lt;a href="mailto:info@theorianaconsort.org"&gt;info@theorianaconsort.org&lt;/a&gt; or 617-547-1798.&lt;br /&gt;&lt;br /&gt;&lt;hr /&gt;&lt;br /&gt;We have some more engagements this spring, including a repeat performance of the above program on Saturday, April 30,&amp;nbsp;at 8 pm, at the &lt;a href="http://www.firstparish.org/cms/"&gt;First Parish Church&lt;/a&gt;, &lt;a href="http://maps.google.com/maps?hl=en&amp;amp;q=First%20Parish%20Church%2C%20Concord%2C%20MA"&gt;20 Lexington Road, Concord, MA&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;We also will be performing at a concert by the &lt;a href="http://www.wphil.org/index.htm"&gt;Waltham Philharmonic Orchestra&lt;/a&gt; on May 19th: Italian Night at the Opera!&lt;br /&gt;&lt;br /&gt;Then, on Sunday June 12th, we will be returning to the Boston Early Music Festival to give a free concert featuring Renaissance and Baroque music.&lt;br /&gt;&lt;br /&gt;We hope to see you this spring!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-6209120514371433659?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/6209120514371433659/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2011/04/announcing-our-concerts-for-spring-2011.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6209120514371433659'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6209120514371433659'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2011/04/announcing-our-concerts-for-spring-2011.html' title='Announcing our concerts for Spring 2011'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-XD6O0iWc_jo/TZX0gMzvfvI/AAAAAAAAA4Y/2qH0zbxxtfQ/s72-c/2011-spring.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-6555824540490391928</id><published>2011-01-08T20:41:00.002-05:00</published><updated>2011-01-08T20:44:29.397-05:00</updated><title type='text'>Excerpts from the 3rd Sundays @ 3 concert</title><content type='html'>&lt;iframe height="344" src="http://www.youtube.com/embed/a2rCyLnVtjE?fs=1" frameborder="0" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe height="344" src="http://www.youtube.com/embed/3cpByfSLBX4?fs=1" frameborder="0" width="425"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe height="344" src="http://www.youtube.com/embed/znLdOChQJ_4?fs=1" frameborder="0" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-6555824540490391928?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/6555824540490391928/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2011/01/excerpts-from-3rd-sundays-3-concert.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6555824540490391928'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6555824540490391928'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2011/01/excerpts-from-3rd-sundays-3-concert.html' title='Excerpts from the 3rd Sundays @ 3 concert'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/a2rCyLnVtjE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-5741996471771994704</id><published>2011-01-08T20:37:00.001-05:00</published><updated>2011-01-08T20:39:30.903-05:00</updated><title type='text'>3rd Sundays @ 3 Presents: Oriana Consort</title><content type='html'>Here is our Nov. 21, 2010 concert for those of you who missed it!&lt;br /&gt;&lt;br /&gt;&lt;iframe height="300" src="http://player.vimeo.com/video/18448999" frameborder="0" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;p&gt;&lt;a href="http://vimeo.com/18448999"&gt;http://vimeo.com/18448999&lt;/a&gt; from &lt;a href="http://vimeo.com/user3461214"&gt;Douglas McRay Daniels&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-5741996471771994704?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/5741996471771994704/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2011/01/3rd-sundays-3-presents-oriana-consort.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/5741996471771994704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/5741996471771994704'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2011/01/3rd-sundays-3-presents-oriana-consort.html' title='3rd Sundays @ 3 Presents: Oriana Consort'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-8772825781389487281</id><published>2011-01-03T11:47:00.002-05:00</published><updated>2011-01-03T11:50:17.161-05:00</updated><title type='text'>Auditions for spring 2011</title><content type='html'>&lt;p&gt;A unique opportunity to join a wonderful ensemble!&lt;/p&gt;&lt;p&gt;The Oriana Consort, a 31-voice chorale (8s-8a-7t-8b) seeks one 1st soprano and one 2nd  tenor. Sunday evening rehearsals in Cambridge begin Jan. 9 for Apr. 10 &amp;amp; 15 performances of Mozart’s Missa Brevis KV 49, Copland’s In the Beginning, Wolf’s Sechs Geistliche Lieder, Brahms’ Fünf Gesänge Op. 104, Mahler’s Der Spielmann (from Das Klagende Lied), and Renaissance works by Isaac and others.  If you’re a 1st soprano or 2nd tenor, and a good-to-excellent reader with a clear, well-produced, center-of-the-pitch voice, we invite you to audition for the satisfying experience of singing in an accomplished choral ensemble with a warm sound, eclectic repertory, enthusiastic audiences, &amp;amp; solo opportunities. (Hear us online at &lt;a href="http://www.theorianaconsort.org/media.html" target="_blank"&gt;www.theorianaconsort.org/media.html&lt;/a&gt;.) &lt;/p&gt;&lt;p&gt;To schedule a half-hour evening audition in Cambridge on Thursday Jan. 6 or Thursday Jan. 13, please email Walter Chapin at &lt;a href="mailto:director@theorianaconsort.org" target="_blank"&gt;director@theorianaconsort.org&lt;/a&gt;. For the audition you’ll join a quartet of Oriana members to read excerpts from our repertory in increasing order of difficulty, &amp;amp; to sing a difficult but brief choral part to be prepared 2 days in advance (all of which tells us how you learn new music &amp;amp; how you would blend with us). A solo is encouraged but not required.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-8772825781389487281?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/8772825781389487281/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2011/01/auditions-for-spring-2011.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/8772825781389487281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/8772825781389487281'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2011/01/auditions-for-spring-2011.html' title='Auditions for spring 2011'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-9042908918004005447</id><published>2010-04-01T21:29:00.003-04:00</published><updated>2010-04-01T21:44:32.854-04:00</updated><title type='text'>Spring 2010 concerts!</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_41vrOFd0f2w/S7VL5N0xfOI/AAAAAAAAA3Y/nrOVbDie6qk/s1600/10spring.jpg"&gt;&lt;img style="MARGIN: 0px 0px 10px 10px; WIDTH: 192px; FLOAT: right; HEIGHT: 320px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5455349969964858594" border="0" alt="" src="http://1.bp.blogspot.com/_41vrOFd0f2w/S7VL5N0xfOI/AAAAAAAAA3Y/nrOVbDie6qk/s320/10spring.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;Please save the dates!&lt;br /&gt;&lt;br /&gt;Sunday, April 11, 3:30 pm&lt;br /&gt;&lt;a href="http://maps.google.com/maps?hl=en&amp;amp;q=Harvard-Epworth%20Church"&gt;Harvard-Epworth United Methodist Church&lt;br /&gt;1555 Massachusetts Ave.&lt;br /&gt;Cambridge, MA&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Saturday, April 17, 8 pm&lt;br /&gt;&lt;a href="http://maps.google.com/maps?ie=UTF8&amp;amp;hl=en&amp;amp;cid=17311348054921640170&amp;amp;sll=42.3536,-71.0751&amp;amp;sspn=0,0&amp;amp;hq=&amp;amp;hnear=&amp;amp;z=16&amp;amp;iwloc=A"&gt;First Church in Boston&lt;br /&gt;66 Marlborough St.&lt;br /&gt;Boston, MA&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Come hear the Oriana Consort’s twenty-nine voices and ten soloists sing these Choral Celebrations from France -- in chants, motets, choral songs, and Requiems:&lt;br /&gt;&lt;br /&gt;Gabriel Fauré’s immortal “Requiem”&lt;br /&gt;accompanied by Balint Karosi, organ&lt;br /&gt;&lt;br /&gt;another Requiem, centuries older, by the early Renaissance composer Antoine Brumel&lt;br /&gt;composed about 1500—a fascinating blend of Gregorian chant and choral polyphony!&lt;br /&gt;&lt;br /&gt;Maurice Duruflé’s “Quatre motets sur des thèmes grégoriens”&lt;br /&gt;Duruflé, in the 20th century, based each motet on a Gregorian chant—just as Brumel did in the 16th!&lt;br /&gt;&lt;br /&gt;the “Trois Chansons” of Claude Debussy&lt;br /&gt;three celebrations of life—the only a cappella choral music the composer of “Claire de Lune” ever wrote!&lt;br /&gt;&lt;br /&gt;the “Trois Chansons” of Maurice Ravel&lt;br /&gt;three celebrations of life—the only a cappella choral music the composer of “Boléro” ever wrote!&lt;br /&gt;&lt;br /&gt;the solemnity of this choral music of Francis Poulenc will draw you in:&lt;br /&gt;-- two penitential motets: “Tristis est anima mea” and “Vinea mea electa”&lt;br /&gt;-- “Seigneur, je vous en prie”, from Poulenc’s settings of prayers of St. Francis of Assisi&lt;br /&gt;&lt;br /&gt;Here’s what reviewers have been saying about us recently:&lt;br /&gt;&lt;br /&gt;"The consort sang on an exalted level here ... a wonderfully conceived (and enthusiastically received) program, affording many soloists a chance to shine."&lt;br /&gt;&lt;br /&gt;"Oriana’s renaissance sound was particularly resonant ..."&lt;br /&gt;&lt;br /&gt;"... light, practically vibrato-less voices ... delicate phrasing and balance ... a fascinating collection of seldom-heard music."&lt;br /&gt;&lt;br /&gt;Admission at the door: still only $15 — seniors and students $12.00&lt;br /&gt;Call 617-547-1798 for advance discount tickets at $12.50 and $10.00&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-9042908918004005447?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/9042908918004005447/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2010/04/spring-2010-concerts.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/9042908918004005447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/9042908918004005447'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2010/04/spring-2010-concerts.html' title='Spring 2010 concerts!'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_41vrOFd0f2w/S7VL5N0xfOI/AAAAAAAAA3Y/nrOVbDie6qk/s72-c/10spring.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-4700999701726444396</id><published>2010-01-02T19:55:00.002-05:00</published><updated>2010-01-02T20:00:38.108-05:00</updated><title type='text'>Auditions for Spring 2010</title><content type='html'>&lt;p&gt;The 28-voice Oriana Consort seeks two first tenors, one second tenor, and one baritone. If you are a good-to-excellent reader with a clear, well-produced, center-of-the-pitch voice in one of these ranges, we invite you to audition for the satisfying experience of singing in an experienced ensemble with a warm sound, eclectic repertory, solo opportunties, and enthusiastic audiences. Hear our group by visiting the &lt;a href="http://www.theorianaconsort.org/audio.html" target="new"&gt;Audio&lt;/a&gt; page. &lt;/p&gt;&lt;p&gt;Sunday evening rehearsals in Cambridge begin January 10, 2010 for April 11 &amp;amp; 17 performances of Fauré’s &lt;em&gt;Requiem&lt;/em&gt; (with Balint Karosi as organ accompanist); both Debussy’s and Ravel’s &lt;em&gt;Trois Chansons&lt;/em&gt;; and selections from Poulenc’s &lt;em&gt;Quatre motets / pénitence&lt;/em&gt;, Duruflé’s &lt;em&gt;Quatre motets / grégoriens&lt;/em&gt;, and Antoine Brumel’s &lt;em&gt;Requiem&lt;/em&gt; (c. 1500). To schedule a half-hour evening audition in Cambridge ideally on January 4 or 6, please &lt;a href="http://theorianaconsort.org/contact.html" target="new"&gt;contact director Walter Chapin&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;During the audition you’ll join a quartet of Consort members in reading excerpts from our repertory in increasing order of difficulty, and in singing a difficult but brief part to be prepared two days in advance. This tells us how you learn new music and how you would blend with us. We encourage you to bring a solo, but this is not required.&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-4700999701726444396?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/4700999701726444396/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2010/01/auditions-for-spring-2010.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/4700999701726444396'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/4700999701726444396'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2010/01/auditions-for-spring-2010.html' title='Auditions for Spring 2010'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-2789337709670915189</id><published>2010-01-01T20:00:00.000-05:00</published><updated>2010-01-02T20:12:50.282-05:00</updated><title type='text'>Thank you for attending our winter concerts!</title><content type='html'>We were delighted by our enthusiastic audiences in December! Here are some comments we heard:&lt;br /&gt;&lt;br /&gt;“A stellar, stellar, stellar, performance --- it was awesome, really --- so professional”.&lt;br /&gt;&lt;br /&gt;“Thank you for this memorable evening, a gift to set the whole season in the right perspective. What wonderful programming. I’m coming to hear it again.”&lt;br /&gt;&lt;br /&gt;“The concert was outstanding ... Vivaldi was the &lt;em&gt;pièce de resistance&lt;/em&gt; ... wonderful voices for the solos ...”&lt;br /&gt;&lt;br /&gt;“Thank you for bringing such glorious music into our lives.”&lt;br /&gt;&lt;br /&gt;“We just loved the concert ... we were blown away ... a lively and delightful group of singers ...”&lt;br /&gt;&lt;br /&gt;“How professional the group was ... what great blend.”&lt;br /&gt;&lt;br /&gt;“Eric Whitacre’s stunning Lux aurumque, with haunting suspensions and a deeply melismatic bass, create[d] an aura of profound peace and wonder. The consort sang on an exalted level here ... This was a wonderfully conceived (and enthusiastically received) program, affording many soloists within the consort a chance to shine. What better balm for a cold winter night?” -- &lt;a href="http://classical-scene.com/2009/12/20/oriana-delivers-balm-on-cold-winters-night/" target="new"&gt;Full review&lt;/a&gt; by Janice Weber, in The Boston Musical Intelligencer&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-2789337709670915189?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/2789337709670915189/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2010/01/thank-you-for-attending-our-winter.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/2789337709670915189'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/2789337709670915189'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2010/01/thank-you-for-attending-our-winter.html' title='Thank you for attending our winter concerts!'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-3545924111241879967</id><published>2009-11-30T21:27:00.006-05:00</published><updated>2009-11-30T21:47:19.514-05:00</updated><title type='text'>Announcing The Oriana Consort's winter concerts</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_41vrOFd0f2w/SxSATroQYFI/AAAAAAAAAkE/8cp6KBnuCUQ/s1600/09fallflyer.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 240px; FLOAT: left; HEIGHT: 400px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5410090127996248146" border="0" alt="" src="http://1.bp.blogspot.com/_41vrOFd0f2w/SxSATroQYFI/AAAAAAAAAkE/8cp6KBnuCUQ/s400/09fallflyer.jpg" /&gt;&lt;/a&gt;Please save one of these dates:&lt;br /&gt;&lt;br /&gt;Sunday, Dec. 6, 2009; 5 pm&lt;br /&gt;&lt;a href="http://www.unilu.org/" target="_blank"&gt;University Lutheran Church&lt;/a&gt;&lt;br /&gt;&lt;a href="http://maps.google.com/maps?hl=en&amp;amp;q=University+Lutheran+Church,+66+Winthrop+St,+Cambridge,+MA&amp;amp;ie=UTF8&amp;amp;hq=University+Lutheran+Church,&amp;amp;hnear=66+Winthrop+St,+Cambridge,+MA+02138&amp;amp;z=16" target="_blank"&gt;66 Winthrop Street&lt;br /&gt;Cambridge, MA&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Friday, Dec. 18, 2009; 8 pm&lt;br /&gt;&lt;a href="http://www.flc-boston.org/" target="_blank"&gt;First Lutheran Church of Boston&lt;/a&gt;&lt;br /&gt;&lt;a href="http://maps.google.com/maps?f=q&amp;amp;source=s_q&amp;amp;hl=en&amp;amp;geocode=&amp;amp;q=First+Lutheran+Church+of+Boston+299+Berkeley+St+Boston+MA&amp;amp;sll=42.34129,-71.094589&amp;amp;sspn=0.183219,0.445976&amp;amp;ie=UTF8&amp;amp;hq=First+Lutheran+Church+of&amp;amp;hnear=299+Berkeley+St,+Boston,+MA+02116&amp;amp;z=16" target="_blank"&gt;Berkeley &amp;amp; Marlborough Streets&lt;br /&gt;Boston, MA&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;Come and hear the Oriana Consort’s 29 voices sing &lt;strong&gt;New Songs for Midwinter&lt;/strong&gt; -- music for choir and soloists drawn from from five centuries of our heritage. Our December 6th concert will be held at &lt;strong&gt;&lt;a href="http://theorianaconsort.org/locations.html" target="new"&gt;new concert location&lt;/a&gt; in Cambridge&lt;/strong&gt;, the University Lutheran Church in Harvard Square.&lt;/p&gt;&lt;p&gt;17th century: You’ll hear the bright optimism that flows from Henry Purcell’s &lt;em&gt;O Sing unto the Lord a new song&lt;/em&gt;, accompanied by a string ensemble with an authentic seventeenth-century sound. &lt;/p&gt;&lt;p&gt;18th century: Antonio Vivaldi explores the full range of human emotion in his &lt;em&gt;Gloria in excelsis Deo&lt;/em&gt;! Our Baroque-era strings accompany here also, augmented by trumpet and oboe. &lt;/p&gt;&lt;p&gt;16th century: Hear a kaleidoscopic variety of choral colors and textures in Hans Leo Hassler’s &lt;em&gt;Cantate Domino canticum novum&lt;/em&gt; and &lt;em&gt;Verbum caro factum est&lt;/em&gt;! &lt;/p&gt;&lt;p&gt;20th century: Claude Debussy wrote for choral voices in a way that no other composer ever had. You’ll hear his innovations in his setting of the 15th-century poem &lt;em&gt;Yver, vous n’estes qu’un villain&lt;/em&gt; -- Winter, you’re only a villain. This is followed immediately by... &lt;/p&gt;&lt;p&gt;21st century: Abbie Betinis’ &lt;em&gt;Cedit, Hyems&lt;/em&gt;, her inventive setting of two poems (a millenium apart in age) that chase winter away and bring on Advent. An eerie flute dances with the choral voices! &lt;/p&gt;&lt;p&gt;21st century: Hear a choir make sounds that seem to be not of this world in Eric Whitacre’s captivating &lt;em&gt;Lux Aurumque&lt;/em&gt; -- to be followed by... &lt;/p&gt;&lt;p&gt;20th century: Kenneth Leighton’s setting of the 17th-century poem &lt;em&gt;A Hymn of the Nativity&lt;/em&gt; by Richard Crashaw—seldom performed and heard by few.&lt;/p&gt;&lt;p&gt;As always, you will hear your favorite Oriana soloists.&lt;/p&gt;&lt;p&gt;Admission at the door is $15 (Seniors and students $12.00).  Call 617-547-1798 for advance discount tickets at $12.50 &amp;amp; $10.00. &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-3545924111241879967?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/3545924111241879967/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/11/announcing-oriana-consorts-winter.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/3545924111241879967'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/3545924111241879967'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/11/announcing-oriana-consorts-winter.html' title='Announcing The Oriana Consort&apos;s winter concerts'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_41vrOFd0f2w/SxSATroQYFI/AAAAAAAAAkE/8cp6KBnuCUQ/s72-c/09fallflyer.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-461406592998019873</id><published>2009-11-20T22:24:00.003-05:00</published><updated>2009-11-20T22:32:48.429-05:00</updated><title type='text'>New concert location!</title><content type='html'>We have a &lt;a href="http://www.theorianaconsort.org/locations.html" target="new"&gt;new concert location in Cambridge&lt;/a&gt;! Our December 6th concert will be our first performance at the University Lutheran Church in Harvard Square.&lt;br /&gt;&lt;br /&gt;See UniLu's "&lt;a href="http://www.unilu.org/about/where.htm" target="new"&gt;Where we are&lt;/a&gt;" page for detailed directions and parking tips.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-461406592998019873?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/461406592998019873/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/11/new-concert-location.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/461406592998019873'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/461406592998019873'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/11/new-concert-location.html' title='New concert location!'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-6895056813135379105</id><published>2009-11-16T11:15:00.003-05:00</published><updated>2009-11-16T11:25:06.848-05:00</updated><title type='text'>Upcoming concert: Jen and A Joyful Noyse, "In Joyful Anticipation"</title><content type='html'>Jen and a small group of very talented singers will be presenting some rare baroque music for Advent.&lt;br /&gt;&lt;br /&gt;In Joyful Anticipation: Music for the Advent season by Pfleger, Durante, and Telemann&lt;br /&gt;Sunday, November 29th, 4:00 PM&lt;br /&gt;&lt;a href="http://www.hancockchurch.org/index.php?option=com_content&amp;amp;view=article&amp;amp;id=83&amp;amp;Itemid=72" target="new"&gt;Hancock Church, 1912 Mass. Ave., Lexington&lt;/a&gt;&lt;br /&gt;$10 donation requested for the Church Music Fund&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-6895056813135379105?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/6895056813135379105/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/11/upcoming-concert-jen-and-joyful-noyse.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6895056813135379105'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6895056813135379105'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/11/upcoming-concert-jen-and-joyful-noyse.html' title='Upcoming concert: Jen and A Joyful Noyse, &quot;In Joyful Anticipation&quot;'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-6395711632825971093</id><published>2009-07-25T23:51:00.005-04:00</published><updated>2009-07-26T00:00:19.980-04:00</updated><title type='text'>Auditions for 2009-2010 season</title><content type='html'>The Oriana Consort seeks one 2nd alto, two tenors (1st or 2nd), one baritone, &amp;amp; one low bass for our &lt;a href="http://www.theorianaconsort.org/season.html" target="new"&gt;2009-2010 season&lt;/a&gt;.  We want to replace two singers who have withdrawn, and add three more.&lt;br /&gt;&lt;br /&gt;Sunday evening rehearsals in Cambridge begin Sep. 13 for Nov. &amp;amp; Dec. performances of Vivaldi’s &lt;span style="font-style: italic;"&gt;Gloria&lt;/span&gt;, Purcell’s &lt;span style="font-style: italic;"&gt;O Sing unto the Lord&lt;/span&gt; (both with period-instrument ensemble), and a cappella works by Hassler, Debussy, Leighton, Betinis, and Whitacre.  If you’re a good-to-excellent reader with a clear, well-produced, center-of-the-pitch voice in one of these ranges, we invite you to audition for the satisfying experience of singing in an accomplished ensemble with a warm sound, eclectic repertory, solo opportunities, and enthusiastic audiences.  &lt;a href="http://www.theorianaconsort.org/audio.html" target="new"&gt;Visit our website&lt;/a&gt; to hear audio samples.&lt;br /&gt;&lt;br /&gt;Please &lt;a href="http://www.theorianaconsort.org/contact.html" target="new"&gt;contact director Walter Chapin&lt;/a&gt; to arrange a half-hour Thursday evening audition in Cambridge on July 30, August 20, or September 10; additional dates can be scheduled if necessary.&lt;br /&gt;&lt;br /&gt;During the audition we will ask you to sing with several Consort members reading excerpts from our repertory in increasing order of difficulty, and sing a brief but difficult choral part to be prepared two days in advance.  We don’t expect perfection, but we do want to know how you learn a new piece and blend with others. Please bring a solo (though this is not an absolute requirement).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-6395711632825971093?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/6395711632825971093/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/07/auditions-for-2009-2010-season.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6395711632825971093'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6395711632825971093'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/07/auditions-for-2009-2010-season.html' title='Auditions for 2009-2010 season'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-7523206892334613549</id><published>2009-05-28T23:10:00.004-04:00</published><updated>2009-07-26T00:02:12.666-04:00</updated><title type='text'>New sound clips added to website</title><content type='html'>Our &lt;a href="http://www.theorianaconsort.org/"&gt;website&lt;/a&gt; has been updated! Some &lt;a href="http://www.theorianaconsort.org/audio.html"&gt;new sound clips&lt;/a&gt; are available -- listen to hear a preview of our June 13th concert. Walter's &lt;a href="http://www.theorianaconsort.org/files/2009-program.pdf"&gt;program notes&lt;/a&gt; are up, too.&lt;br /&gt;&lt;br /&gt;Post a comment here or send a note if you find any glitches. Thank you!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-7523206892334613549?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/7523206892334613549/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/05/new-sound-clips-added-to-website.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7523206892334613549'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7523206892334613549'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/05/new-sound-clips-added-to-website.html' title='New sound clips added to website'/><author><name>les</name><uri>http://www.blogger.com/profile/18369645845297139702</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-971203900185800717</id><published>2009-05-18T22:13:00.003-04:00</published><updated>2009-05-18T22:15:37.939-04:00</updated><title type='text'></title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_41vrOFd0f2w/ShIWPA9XZ_I/AAAAAAAAATk/w54TVc8Rlos/s1600-h/FringeFlyer.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 248px; height: 400px;" src="http://4.bp.blogspot.com/_41vrOFd0f2w/ShIWPA9XZ_I/AAAAAAAAATk/w54TVc8Rlos/s400/FringeFlyer.jpg" alt="" id="BLOGGER_PHOTO_ID_5337352955598694386" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-size:+2;"&gt;Join Us! &lt;/span&gt;&lt;/strong&gt;On Saturday June 13, at 12:45 pm, the Consort will present a special FREE concert to conclude our 2008-2009 season. This concert is associated with the &lt;a href="http://www.bemf.org/" target="new"&gt;Boston Early Music Festival&lt;/a&gt; and takes place at the &lt;a href="http://www.flc-boston.org/contacts-directions.htm" target="_blank"&gt;First Lutheran Church,         299 Berkeley Street, Boston&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Vocal soloists include consort members Melanie Armstrong, Laura Betinis, James Croft, Gary Gengo, Elizabeth Huttner, and Jennifer Webb. Accompanists include Mai-Lan Broekman, &lt;em&gt;viola da gamba &amp;amp; violone&lt;/em&gt;; Hendrik  Broekman, &lt;em&gt;chamber organ&lt;/em&gt;; Audrey Cienniwa, &lt;em&gt;Baroque ’cello&lt;/em&gt;, Laura Gulley &amp;amp;  Nicole Casinghino, &lt;em&gt;violin&lt;/em&gt;; Elizabeth  Westner &amp;amp; Harold Lieberman, &lt;em&gt;viola&lt;/em&gt;;  Scott Ketcham, &lt;em&gt;recorders&lt;/em&gt;. Email &lt;a href="mailto:info@theorianaconsort.org"&gt;info@theorianaconsort.org&lt;/a&gt; for more information.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-971203900185800717?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/971203900185800717/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/05/join-us-on-saturday-june-13-at-1245-pm.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/971203900185800717'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/971203900185800717'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/05/join-us-on-saturday-june-13-at-1245-pm.html' title=''/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_41vrOFd0f2w/ShIWPA9XZ_I/AAAAAAAAATk/w54TVc8Rlos/s72-c/FringeFlyer.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-6754832570242730090</id><published>2009-05-07T11:24:00.002-04:00</published><updated>2009-05-07T11:31:37.356-04:00</updated><title type='text'>Jen appears with A Joyful Noyse in Lexington, May 17</title><content type='html'>Come see Jen perform in Neapolitan Delights: Music from 18th-Century Naples!&lt;br /&gt;&lt;br /&gt;Sunday, May 17, 2009&lt;br /&gt;3:00pm - 5:00pm&lt;br /&gt;&lt;a href="http://www.hancockchurch.org/directions.html" target="new"&gt;Hancock United Church of Christ&lt;br /&gt;1912 Mass. Ave, Lexington, MA&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-6754832570242730090?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/6754832570242730090/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/05/jen-appears-with-joyful-noyse-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6754832570242730090'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/6754832570242730090'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/05/jen-appears-with-joyful-noyse-in.html' title='Jen appears with A Joyful Noyse in Lexington, May 17'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-7809306963973687259</id><published>2009-04-10T16:49:00.004-04:00</published><updated>2009-04-10T17:02:54.133-04:00</updated><title type='text'>Concert reviews available online</title><content type='html'>A review by David Griesinger of the March 29 concert was published at &lt;a href="http://classical-scene.com/2009/03/30/some-gems-some-rough-edges/" rel="nofollow" target="new"&gt;The Boston Musical Intelligencer&lt;/a&gt;. David praised the group's "delicate phrasing and balance" and called the program a "fascinating collection of seldom-heard music."&lt;br /&gt;&lt;br /&gt;Sudeep Agarwala reviewed the April 3 concert in &lt;a href="http://tech.mit.edu/V129/N18/oriana.html" target="new"&gt;The Tech&lt;/a&gt;. He felt the Consort's Renaissance sound was "refreshingly fluid and graceful," the ensemble work demonstrated "incredible talent," and the contemporary pieces showed "exuberance ... with impeccable blend and solid intonation."&lt;br /&gt;&lt;br /&gt;Thank you to the reviewers who attended our concerts and took the time to write such thoughtful pieces!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-7809306963973687259?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/7809306963973687259/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/04/concert-reviews-available-online.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7809306963973687259'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7809306963973687259'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/04/concert-reviews-available-online.html' title='Concert reviews available online'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-5419613208368578426</id><published>2009-04-03T13:56:00.006-04:00</published><updated>2009-04-06T22:45:02.910-04:00</updated><title type='text'>Our final concert of the season!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_41vrOFd0f2w/SdZPDqRat-I/AAAAAAAAAS0/alPQfj12DiI/s1600-h/spring09flyer.jpg"&gt;&lt;img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 245px; height: 400px;" src="http://1.bp.blogspot.com/_41vrOFd0f2w/SdZPDqRat-I/AAAAAAAAAS0/alPQfj12DiI/s400/spring09flyer.jpg" alt="" id="BLOGGER_PHOTO_ID_5320526934090364898" border="0" /&gt;&lt;/a&gt;We are looking forward to seeing you at our final concert of the season.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Friday April 3, 2009, 8:00 p.m.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;First Lutheran Church of Boston&lt;/span&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.flc-boston.org/contacts-directions.htm" target="new"&gt;Berkeley and Marlborough Streets, Boston&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;First Lutheran is a wonderful space for music. We love to perform there -- when you hear us, you'll know why!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-5419613208368578426?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/5419613208368578426/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/04/our-final-concert-of-season.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/5419613208368578426'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/5419613208368578426'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/04/our-final-concert-of-season.html' title='Our final concert of the season!'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_41vrOFd0f2w/SdZPDqRat-I/AAAAAAAAAS0/alPQfj12DiI/s72-c/spring09flyer.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-7533485156202960655</id><published>2009-03-25T20:41:00.013-04:00</published><updated>2009-03-25T21:09:34.473-04:00</updated><title type='text'>Thank you, Hingham!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_41vrOFd0f2w/ScrSCq561fI/AAAAAAAAARc/4TN8bty0r-w/s1600-h/002.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 250px;" src="http://1.bp.blogspot.com/_41vrOFd0f2w/ScrSCq561fI/AAAAAAAAARc/4TN8bty0r-w/s400/002.jpg" alt="" id="BLOGGER_PHOTO_ID_5317293253383083506" border="0" /&gt;&lt;/a&gt;We had a lovely afternoon performing at the Old Ship Church in Hingham on Sunday. Thank you so much to all who attended and gave us such a warm reception, and to the Candlelight Concert committee and church staff.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_41vrOFd0f2w/ScrSdX2gaTI/AAAAAAAAARs/JDZ6-k_cViU/s1600-h/011.jpg"&gt;&lt;img style="cursor: pointer; width: 200px; height: 200px;" src="http://2.bp.blogspot.com/_41vrOFd0f2w/ScrSdX2gaTI/AAAAAAAAARs/JDZ6-k_cViU/s200/011.jpg" alt="" id="BLOGGER_PHOTO_ID_5317293712124963122" border="0" /&gt;&lt;/a&gt;   &lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_41vrOFd0f2w/ScrTAOpsLPI/AAAAAAAAAR8/uUaCWziIV0I/s1600-h/006.jpg"&gt;&lt;img style="cursor: pointer; width: 200px; height: 200px;" src="http://1.bp.blogspot.com/_41vrOFd0f2w/ScrTAOpsLPI/AAAAAAAAAR8/uUaCWziIV0I/s200/006.jpg" alt="" id="BLOGGER_PHOTO_ID_5317294310950710514" border="0" /&gt;&lt;/a&gt;   &lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_41vrOFd0f2w/ScrTRzb10aI/AAAAAAAAASE/37vLh5QEIqY/s1600-h/015.jpg"&gt;&lt;img style="cursor: pointer; width: 200px; height: 200px;" src="http://1.bp.blogspot.com/_41vrOFd0f2w/ScrTRzb10aI/AAAAAAAAASE/37vLh5QEIqY/s200/015.jpg" alt="" id="BLOGGER_PHOTO_ID_5317294612882510242" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_41vrOFd0f2w/ScrTkjcpIDI/AAAAAAAAASM/iUtMJH9szr4/s1600-h/005.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 250px;" src="http://4.bp.blogspot.com/_41vrOFd0f2w/ScrTkjcpIDI/AAAAAAAAASM/iUtMJH9szr4/s400/005.jpg" alt="" id="BLOGGER_PHOTO_ID_5317294935008419890" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt;photos courtesy of Sarah Chapin&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;/span&gt;We look forward to seeing you at our next concert, this Sunday March 29, 2009, at 5:00 p.m., at the  Swedenborg Chapel on &lt;a href="http://www.swedenborgchapel.org/index_directions.html" target="new"&gt;Kirkland and Quincy Streets, Cambridge&lt;/a&gt;. Tickets will be available at the door.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-7533485156202960655?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/7533485156202960655/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/thank-you-hingham.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7533485156202960655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7533485156202960655'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/thank-you-hingham.html' title='Thank you, Hingham!'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_41vrOFd0f2w/ScrSCq561fI/AAAAAAAAARc/4TN8bty0r-w/s72-c/002.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-7210201288803720419</id><published>2009-03-07T23:09:00.006-05:00</published><updated>2009-03-08T13:12:13.744-04:00</updated><title type='text'>Announcing The Oriana Consort's spring concerts</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_41vrOFd0f2w/SbNFP196HVI/AAAAAAAAAPQ/bsn5PYrE5Wk/s1600-h/spring09flyer.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 245px; height: 400px;" src="http://3.bp.blogspot.com/_41vrOFd0f2w/SbNFP196HVI/AAAAAAAAAPQ/bsn5PYrE5Wk/s400/spring09flyer.jpg" alt="" id="BLOGGER_PHOTO_ID_5310664524087041362" border="0" /&gt;&lt;/a&gt;Please save one of these dates:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Sunday March 22, 2009, 4:00 p.m.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Old Ship Church (Candlelight Concert Series)&lt;/span&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.google.com/maps?hl=en&amp;amp;safe=off&amp;amp;q=first%2bparish%2bold%2bship%2bin%2bhingham&amp;amp;fb=1&amp;amp;cid=0,0,15616709600244867257&amp;amp;near=hingham,%2bma&amp;amp;ie=utf8&amp;amp;om=1&amp;amp;z=17&amp;amp;iwloc=a" target="new"&gt;90 Main Street, Hingham&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Sunday March 29, 2009, 5:00 p.m.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Swedenborg Chapel&lt;/span&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.swedenborgchapel.org/index_directions.html" target="new"&gt;Kirkland and Quincy Streets, Cambridge&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Friday April 3, 2009, 8:00 p.m.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;First Lutheran Church of Boston&lt;/span&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.flc-boston.org/contacts-directions.htm" target="new"&gt;Berkeley and Marlborough Streets, Boston&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Come hear the Oriana Consort’s 26 voices sing &lt;span style="font-style: italic;"&gt;Miracles of Spring: Choral music for Easter and Passover from the 16th, 17th, 18th, and 20th centuries&lt;/span&gt;!&lt;br /&gt;&lt;br /&gt;The program includes Easter and Passover music in a variety of styles from four centuries of our musical heritage.&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;J.S. Bach’s cantata &lt;span style="font-style: italic;"&gt;Christ lag in Todesbanden&lt;/span&gt; (&lt;span style="font-style: italic;"&gt;Christ lay in the bonds of death&lt;/span&gt;, 18th century; this and the following work are accompanied by an ensemble of period instruments, played by outstanding instrumentalists of greater Boston’s early music community)&lt;/li&gt;&lt;li&gt;Michel Richard De Lalande’s motet &lt;span style="font-style: italic;"&gt;De profundis&lt;/span&gt; (&lt;span style="font-style: italic;"&gt;From the depths&lt;/span&gt;, Psalm 129/130, late 17th century)&lt;/li&gt;&lt;li&gt;Arvo Pärt’s choral songs &lt;span style="font-style: italic;"&gt;The Woman with the Alabaster Box &lt;/span&gt;(1997) and &lt;span style="font-style: italic;"&gt;Which is the Son Of ...&lt;/span&gt; (2000)&lt;/li&gt;&lt;li&gt;Peter Philips’ &lt;span style="font-style: italic;"&gt;Surgens Jesus Dominus &lt;/span&gt;(an a cappella motet in late 16th-century style)&lt;/li&gt;&lt;li&gt;Five songs for Passover by Yehezkel Braun (1982; on texts from the Haggadah)&lt;/li&gt;&lt;li&gt;Frank Ticheli’s &lt;span style="font-style: italic;"&gt;There Will Be Rest&lt;/span&gt; (1999; on a poem by Sara Teasdale)&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;And you’ll hear lots of Oriana soloists!&lt;br /&gt;&lt;br /&gt;Admission to the Hingham concert is free of charge.&lt;br /&gt;&lt;br /&gt;Cambridge &amp;amp; Boston admission is $15 (Seniors and students $12.00).&lt;br /&gt;&lt;br /&gt;Call 617-547-1798 for advance discount tickets at $12.50 &amp;amp; $10.00.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-7210201288803720419?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/7210201288803720419/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/announcing-oriana-consorts-spring.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7210201288803720419'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7210201288803720419'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/announcing-oriana-consorts-spring.html' title='Announcing The Oriana Consort&apos;s spring concerts'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_41vrOFd0f2w/SbNFP196HVI/AAAAAAAAAPQ/bsn5PYrE5Wk/s72-c/spring09flyer.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-8751640422548042179</id><published>2009-03-05T19:33:00.001-05:00</published><updated>2009-03-05T19:35:35.959-05:00</updated><title type='text'>Concert featuring Caroline on Friday Mar. 6</title><content type='html'>Caroline plays a Kurt Weill piano piece at The Longy School of Music’s “March Musical Madness”, described as follows on Longy’s website:&lt;br /&gt;&lt;br /&gt;Friday, March 6th, 7:30pm, The Charles Hotel, Harvard Square&lt;br /&gt;Longy at the Regattabar: “March Musical Madness”&lt;br /&gt;Tickets $20 --- &lt;a href="http://www.regattabarjazz.com/"&gt;www.regattabarjazz.com&lt;/a&gt; --- 617-395-7757&lt;br /&gt;&lt;br /&gt;Come to this popular jazz club for a wildly eclectic evening of “March Musical Madness” -- featuring Longy alumni with “crazy” performance schedules worldwide, conservatory students about to “dive off the deep end” into their music careers, and spectacular Preparatory students who at a young age are already “mad for music.”&lt;br /&gt;&lt;br /&gt;Featuring works by Ronn Fontana, Bela Bartok, Tony Solitro, Frank Bridge, Umberto Giordano, Pietro Mascagni, Salverio Mercadante, Kurt Weill and George Gershwin.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-8751640422548042179?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/8751640422548042179/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/concert-featuring-caroline-on-friday.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/8751640422548042179'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/8751640422548042179'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/concert-featuring-caroline-on-friday.html' title='Concert featuring Caroline on Friday Mar. 6'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-7257060916586654220</id><published>2009-03-04T21:18:00.002-05:00</published><updated>2009-03-04T21:26:12.814-05:00</updated><title type='text'>Allegra Martin's interview with Walter Chapin</title><content type='html'>Allegra Martin interviewed our very own Walter Chapin on her blog, &lt;a href="http://currentconductor.blogspot.com/"&gt;A choral musician's blog&lt;/a&gt;. The interview includes lots of interesting tidbits about Walter and the history of the Oriana Consort. Thank you Allegra!&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://currentconductor.blogspot.com/2009/02/interview-with-walter-chapin-part-i.html"&gt;Interview with Walter Chapin, part 1&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://currentconductor.blogspot.com/2009/02/interview-with-walter-chapin-part-2.html"&gt;Interview with Walter Chapin, part 2&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://currentconductor.blogspot.com/2009/02/interview-with-walter-chapin-part-3.html"&gt;Interview with Walter Chapin, part 3&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://currentconductor.blogspot.com/2009/02/interview-with-walter-chapin-part-4.html"&gt;Interview with Walter Chapin, part 4&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://currentconductor.blogspot.com/2009/02/interview-with-walter-chapin-part-5.html"&gt;Interview with Walter Chapin, part 5&lt;/a&gt;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-7257060916586654220?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/7257060916586654220/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/allegra-martins-interview-with-walter.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7257060916586654220'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/7257060916586654220'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/allegra-martins-interview-with-walter.html' title='Allegra Martin&apos;s interview with Walter Chapin'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-293045113329534575</id><published>2009-03-02T10:38:00.002-05:00</published><updated>2009-03-02T10:42:08.519-05:00</updated><title type='text'>Elisabeth's recital, March 13</title><content type='html'>Former member Elisabeth Hon Hunt is singing in her final recital at MIT!&lt;br /&gt;&lt;br /&gt;MIT Advanced Music Performance Recital&lt;br /&gt;&lt;br /&gt;Elisabeth Hon Hunt, soprano&lt;br /&gt;Pei-Shan Lee, piano&lt;br /&gt;Daryush Mehta, clarinet&lt;br /&gt;&lt;br /&gt;Richard Strauss:  Großmächtige Prinzessin from "Ariadne auf Naxos"&lt;br /&gt;Claude Debussy:  Sept poèmes de Banville&lt;br /&gt;Franz Schubert:  Der Hirt auf dem Felsen&lt;br /&gt;&lt;br /&gt;Friday, March 13, 2009&lt;br /&gt;5:00 PM&lt;br /&gt;Killian Hall&lt;br /&gt;MIT&lt;br /&gt;&lt;br /&gt;Free admission&lt;br /&gt;&lt;br /&gt;Map:  &lt;a href="http://whereis.mit.edu/map-jpg?selection=14&amp;amp;Buildings=go" onmousedown="'UntrustedLink.bootstrap($(this)," target="_blank" rel="nofollow"&gt;http://whereis.mit.edu/map-jpg?selection=14&amp;amp;Buildings=go&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-293045113329534575?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/293045113329534575/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/elisabeths-recital-march-13.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/293045113329534575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/293045113329534575'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/elisabeths-recital-march-13.html' title='Elisabeth&apos;s recital, March 13'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-3066917519251035629</id><published>2009-03-01T15:27:00.000-05:00</published><updated>2009-03-01T15:31:15.638-05:00</updated><title type='text'>Join our group on Facebook</title><content type='html'>Facebook provides tools to help us easily promote events to our friends. Join our Facebook group at &lt;a href="http://www.facebook.com/group.php?gid=49522756390"&gt;http://www.facebook.com/group.php?gid=49522756390&lt;/a&gt; and invite your friends to our spring concerts!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-3066917519251035629?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/3066917519251035629/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/join-our-group-on-facebook.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/3066917519251035629'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/3066917519251035629'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/join-our-group-on-facebook.html' title='Join our group on Facebook'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-4725652481436862956</id><published>2009-03-01T15:25:00.000-05:00</published><updated>2009-03-01T15:26:46.793-05:00</updated><title type='text'>Kathy, Kate, Jen sing with Joyful Noyse on March 7</title><content type='html'>On March 7th, at 7:30 PM, the Sanctuary of Hancock Church, 1912 Mass. Ave., Lexington, will be filled with the warm glow of candlelight and the emotive music of Marc-Antoine Charpentier as A Joyful Noyse presents a program of meditative music appropriate for the Lenten season.  There is no admission charge.&lt;br /&gt;&lt;br /&gt;Kathy L., Kate, and Jen will take part.&lt;br /&gt;&lt;br /&gt;The program will include Charpentier’s liturgical suite Pour un reposoir (H. 508), with plainchant interpolations, Alma redemptoris Mater (H. 21 &amp;amp; H. 44), Prelude, Kyrie and Agnus Dei from Messe des Morts (H. 10), Pie Jesu from Messe des Morts (H. 7), Litanies de la Vierge (H. 85), selections from Concert in D minor (H. 545) and Stabat Mater (H. 15).&lt;br /&gt;&lt;br /&gt;Hancock Church is right at Monument Square on Mass Ave.  The acoustics are terrific.  It's a really special concert with some of our favorite period instrumentalists to boot!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-4725652481436862956?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/4725652481436862956/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/kathy-kate-jen-sing-with-joyful-noyse.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/4725652481436862956'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/4725652481436862956'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/kathy-kate-jen-sing-with-joyful-noyse.html' title='Kathy, Kate, Jen sing with Joyful Noyse on March 7'/><author><name>The Oriana Consort</name><uri>http://www.blogger.com/profile/06197943876302324768</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='9' src='http://1.bp.blogspot.com/_41vrOFd0f2w/Sa81r5nU_fI/AAAAAAAAAOs/QYgldml9wrI/S220/logo.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-269045103783566091.post-5316574251060943883</id><published>2009-03-01T14:06:00.001-05:00</published><updated>2009-03-01T14:07:58.910-05:00</updated><title type='text'>Welcome to our blog</title><content type='html'>Welcome to The Oriana Consort's blog. We intend to use this space for general announcements, information about upcoming concerts, and publicity of member's other musical pursuits.&lt;br /&gt;&lt;br /&gt;Enjoy!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/269045103783566091-5316574251060943883?l=orianaconsort.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://orianaconsort.blogspot.com/feeds/5316574251060943883/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/welcome-to-our-blog.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/5316574251060943883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/269045103783566091/posts/default/5316574251060943883'/><link rel='alternate' type='text/html' href='http://orianaconsort.blogspot.com/2009/03/welcome-to-our-blog.html' title='Welcome to our blog'/><author><name>les</name><uri>http://www.blogger.com/profile/18369645845297139702</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>
