<?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-36097625</id><updated>2012-01-31T22:53:47.829-05:00</updated><category term='Toronto'/><category term='Vitruvian Man'/><category term='Canadian poets'/><category term='poetry creative writing poetic journal poetry blog'/><category term='East York'/><category term='Arthur Rimbaud Wovels'/><category term='poem on Venice in winter'/><category term='National Day of Romania'/><category term='Philippe; Labro'/><category term='Berlin'/><category term='Bogdan Luca'/><category term='theatre'/><category term='native poetry'/><category term='Elton Glaser'/><category term='poetic dialogue in French'/><category 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term='Robert Hayden'/><category term='three reasons for reading poetry'/><category term='La mort de Don Juan'/><category term='creative writing and poetry journal'/><category term='Robin Robertson'/><category term='virtual exhibition'/><category term='hockey arena'/><category term='new Canadian poetry'/><category term='Art Toronto 2011'/><category term='one of a kind painting'/><category term='Dry-point'/><category term='Théâtre Français de Toronto'/><category term='hour-glass'/><category term='Corsons Inlet'/><category term='Griffin Poetry Prize'/><category term='Happy New Year 2011'/><category term='picto-poem'/><category term='lessons Lewis Carroll'/><category term='Divine Comedy'/><category term='inunnguaq'/><category term='National Poetry Month'/><category term='Mangurstadh'/><category term='Patrick Lane and Nichita Stanescu'/><category term='poem for children and students'/><category term='Reading Writing'/><category term='original poetry and art January 2010 to February 2010'/><category term='Poetry for the New Year'/><category term='chalk'/><category term='winter'/><category term='poetic vision'/><category term='Canadian literature'/><category term='The Annotated Bee and  Me'/><category term='Don Juan&apos;s Death'/><category term='2010 Griffin poetry prize'/><category term='creative writing'/><category term='Cyclops'/><category term='Ontario'/><category term='Inferno'/><category term='Monumental Painting at Brock University'/><category term='Cree language'/><category term='Nicolas Fargues'/><category term='Charles Tomlinson'/><category term='the poetry of Sylvia Plath'/><category term='KAnsas City'/><category term='The Eye of Poetry'/><category term='oars'/><category term='poinsettia poem poetry 2011 holiday season poem'/><category term='Tim Bowling'/><category term='Guillaume Apollinaire translated poem'/><category term='Contemporary Canadian art and poetry'/><category term='Orphic interval'/><category term='Southern Poetry Review'/><category term='Grain'/><category term='carte blanche literary magazine'/><category term='Patrick Poivre D&apos;Arvor'/><category term='Nikiforos Vretttakos'/><category term='Picador books'/><category term='twitter poetry'/><category term='qarrtsiluni'/><category term='2011 Giller Prize Esi Edugyan'/><category term='Lord George Gordon Byron'/><category term='Yours Forever'/><category term='The Likely Impossibility'/><category term='Don Mills'/><category term='Poetry and menagerie'/><category term='William L Ramsey the poet'/><category term='fireworks poem'/><category term='Théophile Gautier'/><category term='Dylan Thomas'/><category term='poetic commentary'/><category term='Seamus Heaney'/><category term='fainting in poetry'/><category term='Jumping through the hoops'/><category term='Shooting Star'/><category term='The Tollund Man'/><category term='Robert Frost'/><category term='Squarings'/><category term='poem to celebrate'/><category term='Canto V'/><category term='June 2010'/><category term='silence and poetry'/><category term='contemporary poets in Canada'/><category term='hockey puck'/><category term='poetry'/><category term='Li Po'/><category term='inuksuk'/><category term='Tennessee Williams'/><category term='Orphic Politics'/><category term='Rockhurst Review'/><category term='black swans'/><category term='Debussy music'/><category term='French baroque music'/><title type='text'>The Continuous Poem</title><subtitle type='html'>A blog on creative writing, poetry and literature written in Toronto, Canada</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default?start-index=101&amp;max-results=100'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>159</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-36097625.post-3006036283029157498</id><published>2012-01-28T23:23:00.002-05:00</published><updated>2012-01-28T23:40:17.458-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Rembrandt'/><title type='text'>Rembrandt and the darkness</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: left;"&gt;It’s been quite a while since I had the opportunity to look at a painting by Rembrandt close up and personal, but last week, quite unexpectedly, I ran into one, in an art gallery. &lt;br /&gt;&lt;br /&gt;I’ve always viewed &lt;a href="http://www.rembrandtpainting.net/rembrandt_life_and_work.htm"&gt;Rembrandt&lt;/a&gt;’s paintings with curiosity and respect, from the distance where the seemingly glacial veneer of his brush met me, halfway (or so I thought) in what appeared to be a rather forced&amp;nbsp; intellectual dialogue, akin to a conversation carried out of a social obligation. &lt;br /&gt;&lt;br /&gt;Last week, on an icy winter day, I found myself in front of the &lt;i&gt;Portrait of an anonymous musician&lt;/i&gt; and my old opinions of&lt;a href="http://www.rembrandtpainting.net/rembrandt_life_and_work.htm"&gt; Rembrand&lt;/a&gt;t slowly disintegrated.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-w0Qj95GEKT0/TyNrL0VxREI/AAAAAAAABng/Ii_ZU6QFX1s/s1600/Rembrandt+Portretul+unui+muzician+anonim.bmp" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-w0Qj95GEKT0/TyNrL0VxREI/AAAAAAAABng/Ii_ZU6QFX1s/s400/Rembrandt+Portretul+unui+muzician+anonim.bmp" width="290" /&gt;&lt;/a&gt; &lt;/div&gt;&lt;br /&gt;I was struck by the smoky, pitch-dark black of the musician’s doublet and the enigmatic aura it projects onto the viewer. Fused darkness, all encompassing, drawing us in. Inescapable.&lt;br /&gt;&lt;br /&gt;I was equally carried away by the white froth of the ruffs, working my way up towards the eyes of the musician, who gazes back at us, with a look that’s both sensual and anxious.&lt;br /&gt;&lt;br /&gt;However, the focal point of the painting appeared to me to be the paper roll with the musical notes that the musician holds carefully, as one would hold an offering.&lt;br /&gt;&lt;br /&gt;A question insinuated itself: and the musical sketch inside the paper roll, whatever became of it?&lt;br /&gt;&lt;br /&gt;It must be, I thought, an unfinished tune, to which we are compelled to come back, again and again, once we have run out of words.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;___________________________________________________________&lt;br /&gt;&lt;div&gt;&lt;span style="font-size: x-small;"&gt;Picture courtesy of Wikipedia.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-3006036283029157498?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/3006036283029157498/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=3006036283029157498' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3006036283029157498'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3006036283029157498'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2012/01/rembrandt-darkness.html' title='Rembrandt and the darkness'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-w0Qj95GEKT0/TyNrL0VxREI/AAAAAAAABng/Ii_ZU6QFX1s/s72-c/Rembrandt+Portretul+unui+muzician+anonim.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-3766891529650024033</id><published>2012-01-22T23:23:00.006-05:00</published><updated>2012-01-23T19:27:03.187-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Poetry of Li Bai'/><category scheme='http://www.blogger.com/atom/ns#' term='Li Po'/><title type='text'>Year of the dragon &amp; a marble steps complaint</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;The Chinese New Year is celebrated on January 23rd.&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;In this post we begin the year of the water dragon with a link to an amazing poem:&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: black; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;&lt;a href="http://www.chinese-poems.com/lb5.html"&gt;Marble steps complaint &lt;/a&gt;&lt;/i&gt;by Li Po/ &lt;a href="http://en.wikipedia.org/wiki/Li_Bai"&gt;Li Bai&lt;/a&gt; -(701-762)&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/--n4G2F_x-Zk/TxzS-dVYUbI/AAAAAAAABmU/62EbzYA8gCc/s1600/DSCN0657.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/--n4G2F_x-Zk/TxzS-dVYUbI/AAAAAAAABmU/62EbzYA8gCc/s320/DSCN0657.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Vase with tiger and dragon - &lt;a href="http://www.gardinermuseum.on.ca/"&gt;Gardiner Museum&lt;/a&gt;, Toronto, Canada&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;table cellpadding="5"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/td&gt;&lt;td style="color: purple;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="color: purple;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="color: purple;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="color: purple; text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-bVA_t9eJOmo/TxzRllZIUgI/AAAAAAAABmM/-9OPAokpwNI/s1600/DSCN0656.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-bVA_t9eJOmo/TxzRllZIUgI/AAAAAAAABmM/-9OPAokpwNI/s320/DSCN0656.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-3766891529650024033?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/3766891529650024033/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=3766891529650024033' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3766891529650024033'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3766891529650024033'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2012/01/year-of-dragon-marble-steps-complaint.html' title='Year of the dragon &amp; a marble steps complaint'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/--n4G2F_x-Zk/TxzS-dVYUbI/AAAAAAAABmU/62EbzYA8gCc/s72-c/DSCN0657.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-6539327021675000515</id><published>2012-01-17T00:38:00.007-05:00</published><updated>2012-01-17T01:05:43.199-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='poetry in winter?'/><title type='text'>Winter and its tintinnabulations</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Ah, winter - the complicated season. &lt;/div&gt;All wrapped up in snow and nowhere to go.&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Perhaps the time has come to flip through some poems of the affable, fluid and imaginative variety.&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;And what exactly is the mark of this variety?&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Basically the kind of poetry that writes itself, finds its own rhythm, adjusts its length of verse, tweaks the appropriate figures of speech in a balanced, off-hand and self-deprecating manner, to yield a mini-masterpiece without worrying too much about footnotes. &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Might this be the one? -the opening stanza from &lt;a href="http://en.wikipedia.org/wiki/Walter_Raleigh"&gt;Sir Walter Raleigh&lt;/a&gt;’s poem &lt;i&gt;&lt;a href="http://www.luminarium.org/renlit/naturewashed.htm"&gt;Nature,That Washed Her Hands in Milk&lt;/a&gt;: &lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;“Nature, that washed her hands in milk,&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&amp;nbsp;And had forgot to dry them. &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Instead of earth took snow and silk,&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;At Love’s request to try them.”&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Or perhaps:&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;"&amp;nbsp; This morning of the small snow&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;I count the blessings, the leak in the faucet&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;which makes of the sink time, the drop&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;of water on water as sweet&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;as the Seth Thomas&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;in the old kitchen"&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;(from &lt;/span&gt;&lt;i style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Song 3&lt;/i&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; by &lt;/span&gt;&lt;a href="http://www.poetryfoundation.org/bio/charles-olson" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Charles Olson&lt;/a&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;...if not the ending of &lt;a href="http://en.wikipedia.org/wiki/A._M._Klein"&gt;A.M. Klein&lt;/a&gt;’s poem &lt;i&gt;Winter Night: Mount Royal&lt;/i&gt;?:&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;"One would say the hidden stars were bells&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;dangling between the shafts of the Zodiac.&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;One would say &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;the snowflakes falling clinked together their sparkles &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;to make these soft, these satin-muffled&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;tintinnabulations."&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;And then again?&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-6539327021675000515?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/6539327021675000515/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=6539327021675000515' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/6539327021675000515'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/6539327021675000515'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2012/01/winter-and-its-tintinnabulations.html' title='Winter and its tintinnabulations'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-8742986756753341532</id><published>2012-01-05T00:24:00.004-05:00</published><updated>2012-01-07T00:58:56.744-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='La Rochefoucauld'/><title type='text'>The common cold</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&amp;nbsp;....browsing through the book &lt;i&gt;Abimes&lt;/i&gt; (Abyss) by&lt;a href="http://continuouspoem.blogspot.com/2011/12/m-de-sainte-colombes-viol.html"&gt; Pascal Quignard&lt;/a&gt; I found the following&amp;nbsp; quote from a letter by&lt;a href="http://en.wikipedia.org/wiki/Fran%C3%A7ois_de_La_Rochefoucauld_%28writer%29"&gt; La Rochefoucauld&lt;/a&gt; to &lt;a href="http://en.wikipedia.org/wiki/Madeleine_de_Souvr%C3%A9,_marquise_de_Sabl%C3%A9"&gt;Madame de Sablé&lt;/a&gt;:&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;"The craving to write spreads out like the common cold ."&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ulrKuGrHXvo/TwffFzBINTI/AAAAAAAABj0/cPtSeeZn0IY/s1600/madame+de+sable.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-ulrKuGrHXvo/TwffFzBINTI/AAAAAAAABj0/cPtSeeZn0IY/s320/madame+de+sable.bmp" width="273" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Madeleine_de_Souvr%C3%A9,_marquise_de_Sabl%C3%A9"&gt;&amp;nbsp;Madame de Sablé&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;credit &lt;i&gt;Wikipedia&amp;nbsp;&lt;/i&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-8742986756753341532?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/8742986756753341532/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=8742986756753341532' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/8742986756753341532'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/8742986756753341532'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2012/01/common-cold_05.html' title='The common cold'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ulrKuGrHXvo/TwffFzBINTI/AAAAAAAABj0/cPtSeeZn0IY/s72-c/madame+de+sable.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-3945054857289811293</id><published>2011-12-26T18:42:00.003-05:00</published><updated>2011-12-30T14:54:51.094-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='poinsettia poem poetry 2011 holiday season poem'/><title type='text'>Poinsettia Tips</title><content type='html'>&lt;div style="color: purple; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style="font-size: large;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style="color: purple;"&gt;&amp;nbsp; Poinsettia Tips&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;span style="color: purple;"&gt;&amp;nbsp;&lt;/span&gt; &amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;i&gt; by Irina Moga &amp;nbsp;&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNoSpacing"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Unruffled by the freezing wind &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; the morning subsides at the edge of a poinsettia tip,&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; a mantle of red rims&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; arching in the onslaught of the cold. &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Bells of a warmer December, &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; a quiet toll of flurries and snow &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; creep up in the bay of its color&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; as if whispers dislodged from our words&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; turned up at the windows,&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; snowmen of sorts. &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The poinsettia tips&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; anchor the bloom - &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; a decorous ring of air &lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; in an unseen and solemn season&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; that advances and awaits,&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; advances and awaits,&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; our fever.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-VkE-MXnBnc8/TvkCB9ZeSqI/AAAAAAAABhE/kzyoBuGRYt0/s1600/DSCN0472.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" height="208" 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" width="320" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-VkE-MXnBnc8/TvkCB9ZeSqI/AAAAAAAABhE/kzyoBuGRYt0/s1600/DSCN0472.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-3945054857289811293?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/3945054857289811293/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=3945054857289811293' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3945054857289811293'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3945054857289811293'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/12/poinsettia-tips.html' title='Poinsettia Tips'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-1085295959349917042</id><published>2011-12-15T23:54:00.012-05:00</published><updated>2011-12-17T18:42:50.709-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Sainte Colombe'/><category scheme='http://www.blogger.com/atom/ns#' term='pascal quignard'/><title type='text'>Monsieur de Sainte Colombe’s Viol</title><content type='html'>&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Pascal_Quignard"&gt;Pascal Quignard&lt;/a&gt;’s &lt;i&gt;&lt;a href="http://www.amazon.com/All-Worlds-Mornings-Graywolf-Discovery/dp/1555972039/ref=sr_1_1?s=books&amp;amp;ie=UTF8&amp;amp;qid=1324010825&amp;amp;sr=1-1"&gt;All The World’s Mornings&lt;/a&gt; &lt;/i&gt;is a perfect read: a novella, which one can move through in an hour’s time, carried away by the story and by the oddity of its characters.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Monsieur de Sainte Colombe, the book main’s character, is &lt;/span&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Pascal_Quignard"&gt;Pascal Quignard&lt;/a&gt;’s&lt;/span&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; &lt;a href="http://www.medieval.org/emfaq/misc/tlmdm.htm"&gt;fictional rendition&lt;/a&gt; of the real &lt;a href="http://en.wikipedia.org/wiki/Monsieur_de_Sainte-Colombe"&gt;Monsieur de Sainte Colombe&lt;/a&gt;, a seventeenth century French composer and viol virtuoso whose mastery of the instrument is thus described:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;“One of his pupils…declared that he contrived to imitate all the inflexions of the human voice: from the sigh of a young lady to the sob of an old man, from the war cry of Henri de Navarre to the soft breathing of a child trying to draw something, from the distracted groan sometimes produced by sexual pleasure to the almost voiceless gravity, deprived of nearly all force and harmony, of a man lost in prayer.”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Monsieur de Sainte Colombe’s personality is as out of his ordinary as his musical gift. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;This gift appears to mark the lives of others and offers us titillating scenes in the novel: Monsieur Caignet, the king’s emissary, invites Monsieur de Sainte Colombe to perform for the king at Versailles; the offer is quickly turned down. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;The king’s envoy does not leave the musician’s household right away however; he secretively spies on Monsieur de Sainte Colombe and draws a few conclusions:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;“He spoke to the king, reporting the reasons the musician had put forward and conveyed to him the marvelous and complex impression that had been made upon him by the music he had listened to in that secret hiding place.”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;The ‘listening in’ theme (woven throughout lines of the novel), reminds us of the scene in the garden from the &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/La_Princesse_de_Cl%C3%A8ves"&gt;Princess of Clèves&lt;/a&gt;&lt;/i&gt; and makes one wonder whether this is a literary device intentionally (and successfully) re-used in &lt;i&gt;All the World’s Mornings&lt;/i&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Unless perhaps listening in on one another was a reflex of the Baroque era itself, as customary as parting in enmity after moments of tension (but still adhering to some semblance of etiquette):&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;“Monsieur de Sainte Colombe was shoving M. Caignet towards the house as he was speaking.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;They took their leave of one another with formal bows. “&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;The title of the novella comes from a sentence at the beginning of chapter XXVI: “All the world’s mornings are gone without recall.”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;And, to end this post, another quote from this interesting book:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;“What are you seeking, Monsieur, in music?”&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;“I am seeking regrets and tears.”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/QjWdJFwgVCk" width="330"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/-QDN2l203e8" width="330"&gt;&lt;/iframe&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-1085295959349917042?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/1085295959349917042/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=1085295959349917042' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/1085295959349917042'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/1085295959349917042'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/12/m-de-sainte-colombes-viol.html' title='Monsieur de Sainte Colombe’s Viol'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/QjWdJFwgVCk/default.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-1017121876238458075</id><published>2011-12-13T20:08:00.008-05:00</published><updated>2012-01-17T00:59:14.988-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='poetry'/><title type='text'>"A Scattering" by Christopher Reid</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;The finalists for the 2011 &lt;a href="http://www.costabookawards.com/"&gt;Costa Book Awards&lt;/a&gt; have been announced.&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;Perhaps a good time to be reminded that &lt;a href="http://en.wikipedia.org/wiki/Christopher_Reid"&gt;Christopher Reid&lt;/a&gt;’s poetry book, &lt;a href="http://www.amazon.co.uk/Scattering-Christopher-Reid/dp/0955455367"&gt;&lt;i&gt;A Scattering&lt;/i&gt;&lt;/a&gt; won the Costa 2009 Poetry and 2009 Book of the Year Awards.&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;i&gt;&lt;a href="http://www.guardian.co.uk/books/2010/jan/05/costa-poetry-award-a-scattering-christopher-reid"&gt;A Scattering&lt;/a&gt;&lt;/i&gt; is a book of transformation through mourning, a collection of poems dedicated to the author’s wife, Lucinda.&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;The poems in this collection are a fascinating mixture of light and shadow, courageously undertaking a voyage that resonates, alas, only too well, with the myth of Orpheus and Euridice – pain, beauty and loss intricately intertwined:&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;“The seed-case you picked up and showed me, remember,&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; on the tip of your finger?&lt;br /&gt;Like a fractional coin, the mite&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; of a mite, dropped and forgotten and yet &lt;br /&gt;so pleasingly fashioned - spiral-&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; compact against spiral – &lt;br /&gt;it seemed a talisman, fit emblem of an island &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; where labyrinths and lucky finds abound.”&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;(From &lt;i&gt;The Flowers of Crete)&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;The elegance of the books stems, among others, from the simplicity with which its author gathers seemingly irrelevant details, in balanced overtones, that unveil for us the grace of a moment.&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;A highly effective poetic formula of ‘ less is more’ punctuated with rhetorical questions that keep the reader engaged:&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;“What do we gain by it –&lt;br /&gt;blind to the tiger’s leap,&lt;br /&gt;voiceless under the avalanche?&lt;br /&gt;Somebody must know.”&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;(From &lt;i&gt;A Reasonable Thing to Ask)&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="320" src="http://www.youtube.com/embed/1jw-54QxUDQ" width="320"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-1017121876238458075?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/1017121876238458075/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=1017121876238458075' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/1017121876238458075'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/1017121876238458075'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/12/scattering-by-christopher-reid.html' title='&quot;A Scattering&quot; by Christopher Reid'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/1jw-54QxUDQ/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-754197948897456152</id><published>2011-12-09T22:55:00.002-05:00</published><updated>2011-12-09T23:19:16.932-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='poetry'/><title type='text'>Poetic renovations</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-HfBWaNN2alc/TuLXsa8H-EI/AAAAAAAABfc/7dQ3j5lEhBo/s1600/paintroller.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-HfBWaNN2alc/TuLXsa8H-EI/AAAAAAAABfc/7dQ3j5lEhBo/s320/paintroller.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;A very cool online &lt;a href="http://projectrebuild.ca/index.php"&gt;poetry project&lt;/a&gt; is &lt;i&gt;&lt;a href="http://projectrebuild.ca/index.php"&gt;Project Rebuild&lt;/a&gt; &lt;/i&gt;whose initiator is poet &lt;i&gt;&lt;a href="http://talonbooks.com/authors/sachiko-murakami"&gt;Sachiko Murakami&lt;/a&gt;&lt;/i&gt;, a finalist for the Governor General's Award for Poetry.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;The rules of this poetry project are simple: "renovate" one of the houses by posting your own poem. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;I gave it a try to with a short poem:&amp;nbsp;&lt;i&gt; &lt;/i&gt;&lt;a href="http://projectrebuild.ca/poem.php?id=363"&gt;&lt;i&gt;Stories&lt;/i&gt;.&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;(It is my own version of a poem, that was previously &lt;a href="http://didiodatoc.blogspot.com/2010/10/translation-of-irina-mogas-poem.html"&gt;translated from French&lt;/a&gt; - much to my delight). &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;The formatting of the poem did not come out as I meant it to, so, I will try again with a different poem.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Soon. &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-754197948897456152?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/754197948897456152/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=754197948897456152' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/754197948897456152'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/754197948897456152'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/12/poetic-renovations.html' title='Poetic renovations'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-HfBWaNN2alc/TuLXsa8H-EI/AAAAAAAABfc/7dQ3j5lEhBo/s72-c/paintroller.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-7045912322077737510</id><published>2011-12-01T23:59:00.008-05:00</published><updated>2011-12-02T19:56:32.639-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='poetry and mathematics'/><category scheme='http://www.blogger.com/atom/ns#' term='Poem by Ion Barbu translated into English'/><title type='text'>Ion Barbu and the poetry of Riemannian geometry</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-nQ2q27NcO3k/TthX67NBbiI/AAAAAAAABe0/qUSO678UO_A/s1600/Ion+Barbu.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-nQ2q27NcO3k/TthX67NBbiI/AAAAAAAABe0/qUSO678UO_A/s200/Ion+Barbu.bmp" width="155" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Ion_Barbu"&gt;Ion Barbu&lt;/a&gt; - pen name for Dan Barbilian - (1895 –1961) was one of Romania's intriguing personalities: a superbly gifted mathematician and a poet.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;His contribution to the theory of mathematics, while significant, is probably less known than his poetry.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt; &lt;a href="http://en.wikipedia.org/wiki/Ion_Barbu"&gt;Ion Barbu&lt;/a&gt;'s poems, wrapped up in a tight metaphoric cloud continue to escape any attempt of extracting meaning from his verses - his is a poetry often called&amp;nbsp; 'modernist' and 'hermetic'.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;In some of &lt;a href="http://en.wikipedia.org/wiki/Ion_Barbu"&gt;Ion Barbu&lt;/a&gt;'s&amp;nbsp; poems, such as the one rendered below, mathematical terms appear: "groups", "sum", "inferred", "inverted". The concepts created with these words however, lead us not to equations, but to metaphors. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Some poets wrote of Elysian fields; &lt;a href="http://en.wikipedia.org/wiki/Ion_Barbu"&gt;Ion Barbu&lt;/a&gt;'s poetry talks of spaces described by the &lt;a href="http://en.wikipedia.org/wiki/Riemannian_geometry"&gt;Riemannian geometry&lt;/a&gt;.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Here is my translation of one of Ion Barbu's &lt;/span&gt;&lt;span style="font-size: small;"&gt;poems:&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: purple; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;[Out of an hour glass, inferred…]&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: purple; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: purple; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; by Ion Barbu &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Out of an hour glass, inferred, the depth of this calm highpoint&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Seeped through a mirror inside redeemed azure&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Cuts out from groups of water, through drowned celestial herds,&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;A secondary game, more pure yet.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Latent nadir! The poet raises the sum of&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Scattered harps, lost in inverted flights,&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;And songs subside: secretive, as only seas can be,&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Floating off jelly fish beneath green bells.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;and the original:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;div style="color: purple;"&gt;&lt;b&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;[Din ceas, dedus...]&lt;/span&gt;  &lt;span style="font-size: small;"&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; de Ion Barbu&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  Din ceas, dedus adâncul acestei calme creste, &lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; Intrată prin oglindă în mântuit azur,&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; Tăind pe înecarea cirezilor agreste,&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; În grupurile apei, un joc secund, mai pur.&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  Nadir latent! Poetul ridică însumarea&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; De harfe resfirate ce-n zbor invers le pierzi &lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; Şi cântec istoveşte: ascuns, cum numai marea &lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt; Meduzele când plimbă sub clopotele verzi.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-7045912322077737510?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/7045912322077737510/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=7045912322077737510' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/7045912322077737510'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/7045912322077737510'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/12/ion-barbu-and-poetry-of-riemannian.html' title='Ion Barbu and the poetry of Riemannian geometry'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-nQ2q27NcO3k/TthX67NBbiI/AAAAAAAABe0/qUSO678UO_A/s72-c/Ion+Barbu.bmp' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-6481055212908780205</id><published>2011-11-28T22:58:00.011-05:00</published><updated>2011-11-29T00:32:56.088-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Nassim Nicholas Taleb'/><title type='text'>The Black Swan: The Impact of the Highly Improbable by Nassim Nicholas Taleb</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;…is an interesting read, that requires, among others, patience&amp;nbsp; to deal with what appear to be superfluous repetitions at times, after key concepts have been advanced.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-x1Rul3K-4cw/TtRcr64v2PI/AAAAAAAABes/Ya-1C4cO-4o/s1600/black+swan+2.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-x1Rul3K-4cw/TtRcr64v2PI/AAAAAAAABes/Ya-1C4cO-4o/s320/black+swan+2.bmp" width="212" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Nassim_Nicholas_Taleb"&gt;Nassim Nicholas Taleb&lt;/a&gt; (NNB, as the author likes to refer to himself in some instances)&amp;nbsp; has prefaced each of the chapters in the book with intriguing summaries that mimic techniques employed by French writers.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;The preamble of Chapter One, "The Apprenticeship of an empirical skeptic" reads:&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;"Anatomy of a Black Swan - The triplet of capacity - Reading books backwards - The rear view mirror - Everything becomes explainable - Always talk to the driver (with caution) - History doesn't crawl, it jumps - "it was so unexpected" - Sleeping for twelve hours."&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;The Prologue of the book introduces us to the &lt;i&gt;Black Swan&lt;/i&gt; - an event with three main attributes:&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;"it is an outlier"&amp;nbsp; (an event "outside of the realm of regular expectations")&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;"it carries an extreme impact" &lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt; " in spite of its outlier status human nature makes us concoct explanations for its occurrence after the fact."&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;To the writer of these notes, the book's intent is, apart from dwelling in the realm of &lt;i&gt;black swans&lt;/i&gt;, to invite the reader into a journey in which preconceived ideas and mannerisms are tossed aside in favor of doubt, humility and creative thinking.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;It's an area where the author both succeeds and - at times - fails. The few low points appear to stem from an overdose of irony which feels out of place with the out-of-the-box thinking suggested by the author:&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;"Traditionally, bankers of the lending variety have been pear-shaped, clean-shaven, and dress in possibly the most comforting and boring manner."&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;The wealth of information to be found in the book fortunately masks some of the &lt;a href="http://www.guardian.co.uk/books/2007/may/12/society"&gt;faux-pas&lt;/a&gt; that may grate at our sensitivities.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Here are some of my take-aways from this book.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;I enjoyed these lines on my first go-around of the chapters and felt compelled to go back to them later:&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;"There are two varieties of rare events: a) the&lt;i&gt; narrated&lt;/i&gt; Black Swans, those that are present in the current discourse, and b) those that nobody talks about since they escape models. "&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;"Some blindness to the odds… is necessary for entrepreneurs to function."&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;"To be able to focus is a great virtue if you are a watch repairman, a brain surgeon or a chess player. But the last thing you need to do when you deal with uncertainty is to "focus"…"&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;"Prediction, not narration is the real test of our understanding of the world."&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;"Just as we tend to generalize some matters but not others, so there seem to be "basins of attraction" directing us to certain beliefs. Some ideas will prove contagious, but not others..."&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;And - at the end of this post -&amp;nbsp; the question of whether the book &lt;i&gt;&lt;a href="http://www.amazon.ca/Black-Swan-Impact-Highly-Improbable/dp/1400063515#reader_1400063515"&gt;The Black Swan: The Impact of the Highly Improbable&lt;/a&gt;&lt;/i&gt; may become such a "basin of attraction", should perhaps be posed.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-6481055212908780205?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/6481055212908780205/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=6481055212908780205' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/6481055212908780205'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/6481055212908780205'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/11/black-swan-impact-of-highly-improbable.html' title='The Black Swan: The Impact of the Highly Improbable by Nassim Nicholas Taleb'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-x1Rul3K-4cw/TtRcr64v2PI/AAAAAAAABes/Ya-1C4cO-4o/s72-c/black+swan+2.bmp' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-1729460420985009895</id><published>2011-11-09T23:46:00.002-05:00</published><updated>2011-11-10T00:02:21.054-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2011 Giller Prize Esi Edugyan'/><title type='text'>Esi Edugyan - 2011 Giller Prize winner</title><content type='html'>&lt;span style="font-size: small;"&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://2.bp.blogspot.com/-vuHKuEgVURM/TrtRqe1BJII/AAAAAAAABeQ/vFP0518DpTE/s1600/esi+edugyan.bmp" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-vuHKuEgVURM/TrtRqe1BJII/AAAAAAAABeQ/vFP0518DpTE/s1600/esi+edugyan.bmp" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Canadian writer Esi Edugyan, 33, wins the 2011 &lt;a href="http://www.scotiabankgillerprize.ca/"&gt;Giller Prize&lt;/a&gt; with her second novel &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;a href="http://www.amazon.ca/Half-Blood-Blues-Esi-Edugyan/dp/0887627412/ref=sr_1_1?ie=UTF8&amp;amp;qid=1320894132&amp;amp;sr=8-1"&gt;Half-Blood Blues&lt;/a&gt;&lt;/i&gt;, a book described at &lt;a href="http://www.amazon.ca/Half-Blood-Blues-Esi-Edugyan/dp/0887627412/ref=sr_1_1?ie=UTF8&amp;amp;qid=1320894132&amp;amp;sr=8-1%20"&gt;amazon.ca&lt;/a&gt; as "an entrancing, electric story about jazz, race, love and loyalty, and  the sacrifices we ask of ourselves, and demand of others, in the name of  art."&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Articles in the Globe and Mail about &lt;a href="http://www.theglobeandmail.com/news/arts/books/the-giller-prize/"&gt;Esi Edugyan and her book&lt;/a&gt; and the other &lt;a href="http://www.theglobeandmail.com/news/arts/books/the-giller-prize/panel-who-should-win-the-giller-and-who-will/article2225884/"&gt;2011 Giller Prize finalists&lt;/a&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="340" src="http://www.youtube.com/embed/ZqIYE6IO3bg" width="340"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-1729460420985009895?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/1729460420985009895/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=1729460420985009895' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/1729460420985009895'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/1729460420985009895'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/11/esi-edugyan-giller-prize-winner-2011.html' title='Esi Edugyan - 2011 Giller Prize winner'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-vuHKuEgVURM/TrtRqe1BJII/AAAAAAAABeQ/vFP0518DpTE/s72-c/esi+edugyan.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-3319572974733165592</id><published>2011-11-07T23:30:00.005-05:00</published><updated>2011-11-08T00:14:26.102-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='The Wrecking Light'/><category scheme='http://www.blogger.com/atom/ns#' term='Robin Robertson'/><title type='text'>Robin Robertson – Three Poetic Themes in "The Wrecking Light"</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Fzkz8M2ozDM/TrirqYOjwZI/AAAAAAAABdw/ln1vDiRbNuU/s1600/robin.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-Fzkz8M2ozDM/TrirqYOjwZI/AAAAAAAABdw/ln1vDiRbNuU/s200/robin.JPG" width="131" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Robin_Robertson"&gt;Robin Robertson&lt;/a&gt;’s most recent poetry book &lt;i&gt;&lt;a href="http://www.amazon.com/Wrecking-Light-Robin-Robertson/dp/0547483333"&gt;The Wrecking Light&lt;/a&gt;&lt;/i&gt;, (Anansi Press, 2010) was short-listed for the &lt;a href="http://en.wikipedia.org/wiki/T._S._Eliot_Prize"&gt;T.S. Eliot poetry prize&lt;/a&gt; and the &lt;a href="http://costabookawards.com/"&gt;Costa Book Awards&lt;/a&gt; for Poetry .&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;The sonata-like structure of the book (made of three sections I- &lt;i&gt;Silvered Water&lt;/i&gt;, II- &lt;i&gt;Broken Water&lt;/i&gt;,&amp;nbsp; III- &lt;i&gt;Unspoken Water&lt;/i&gt; and the &lt;i&gt;Notes and Acknowledgements&lt;/i&gt; ) provides some disparate clues as to how the poetic matter appears to be orchestrated inside this volume.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;I would suggest that reading thorough the &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Notes and Acknowledgements&lt;/i&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; first may be a good way to pick up on some of the threads of the book.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;br /&gt;Silvered Water&lt;/i&gt;, notes the author, hints at a Scottish tradition: “placing a silver coin in a bowl of water or throwing it into a well is a traditional Scottish blessing, or preparation for a wish.”&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;This first section of the book renders a point of equilibrium – a glittery yet stifling surface caught under the magnifying glass of a second, from which an unraveling is about to begin:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;"The sun’s hinge on the burnt horizon&lt;br /&gt;has woken the sealed lake,&lt;br /&gt;leaving a sleeve of sound. No wind,&lt;br /&gt;just curved plates of air&lt;br /&gt;re-shaping under the trap-ice,&lt;br /&gt;straining to give; the groans and rumbles&lt;br /&gt;like someone shifting heavy tables far below.”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;From &lt;a href="http://www.amazon.com/Wrecking-Light-Robin-Robertson/dp/0547483333"&gt;&lt;i&gt;Signs on a White Field&lt;/i&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;The long prose-like poem &lt;i&gt;Leaving &lt;a href="http://en.wikipedia.org/wiki/St_Kilda,_Scotland"&gt;St. Kilda&lt;/a&gt;&lt;/i&gt; ends the first part of &lt;a href="http://www.amazon.com/Wrecking-Light-Robin-Robertson/dp/0547483333"&gt;&lt;i&gt;The Wrecking Light&lt;/i&gt;&lt;/a&gt; with a haunting scenery, reminiscent of&amp;nbsp; &lt;a href="http://en.wikipedia.org/wiki/John_Glenday"&gt;John Glenday&lt;/a&gt;’s &lt;a href="http://continuouspoem.blogspot.com/2010/08/mangurstadh-poetic-geography-and-poetry.html"&gt;poems&lt;/a&gt;:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;“all eyes hold the gaze of the rocks &lt;br /&gt;as the boat turns east – as if &lt;br /&gt;to look away would break the spell –“&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;From &lt;i&gt;Leaving &lt;a href="http://en.wikipedia.org/wiki/St_Kilda,_Scotland"&gt;St. Kilda&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;And the breaking of the spell does indeed happen in part two of the book, &lt;i&gt;Broken Water&lt;/i&gt;.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;This section of &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://www.amazon.com/Wrecking-Light-Robin-Robertson/dp/0547483333"&gt;&lt;i&gt;The Wrecking Light&lt;/i&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;, includes poetry whose goal appears to be the piercing of the harmonious shield painstakingly constructed in&lt;i&gt; Silvered Light&lt;/i&gt;. It is a section that includes a few poems rewritten by Robin Robertson based on texts from Ovid, Baudelaire and Neruda.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Robin Robertson’s rendition of Neruda’s &lt;i&gt;Ode to a Large Tuna in the Market&lt;/i&gt; is overflowing with images and rhythm:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;“Only you:&lt;br /&gt;dark bullet&lt;br /&gt;barreled&lt;br /&gt;from the depths&lt;br /&gt;carrying only &lt;br /&gt;your one wound&lt;br /&gt;but renewed&lt;br /&gt;always resurgent”&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;From &lt;i&gt;Ode to a Large Tuna in the Market&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;Past the turbulence of &lt;i&gt;Broken Water&lt;/i&gt;, we enter the calming fjords of the last section in the book: &lt;i&gt;Unspoken Water&lt;/i&gt;, whose title is, once more, explained in &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Notes and Acknowledgements&lt;/i&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;: “In Scotland, this is traditionally regarded as a powerful charm against the Evil Eye and for healing the sick."&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;Thus we find ourselves in the redeeming territory of half-uttered spells, full circle from where we have started off – an invisible concept of a &lt;i&gt;home&lt;/i&gt; (as in the poems &lt;i&gt;The Wood of Lost Things&lt;/i&gt; and &lt;i&gt;Landfall&lt;/i&gt;.)&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;“…nothing but the names&lt;br /&gt;of the places I came from, years ago;&lt;br /&gt;and you pull me from the waves, &lt;br /&gt;drawing me out like a skelf, &lt;br /&gt;as I would say:&lt;br /&gt;a splinter.”&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;From &lt;i&gt;Landfall&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;There is, of course, no&amp;nbsp; conclusion to a poetry book, especially a well-written one, such as &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://www.amazon.com/Wrecking-Light-Robin-Robertson/dp/0547483333"&gt;&lt;i&gt;The Wrecking Light&lt;/i&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;But there is perhaps a quote from one of &lt;a href="http://www.openlettersmonthly.com/interview-with-poet-robin-robertson/"&gt;Robin Robertson's interviews&lt;/a&gt; that might be borrowed&amp;nbsp; in lieu of a conclusion to this post: ‘Writers write for the void.”&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-3319572974733165592?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/3319572974733165592/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=3319572974733165592' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3319572974733165592'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/3319572974733165592'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/11/robin-robertson-three-poetic-themes-in.html' title='Robin Robertson – Three Poetic Themes in &quot;The Wrecking Light&quot;'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Fzkz8M2ozDM/TrirqYOjwZI/AAAAAAAABdw/ln1vDiRbNuU/s72-c/robin.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-8744013106949378819</id><published>2011-11-01T00:16:00.000-04:00</published><updated>2011-11-01T00:16:26.786-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Art Toronto 2011'/><title type='text'>Art Toronto 2011</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;The international art fair &lt;a href="http://www.tiafair.com/"&gt;Art Toronto 2011&lt;/a&gt; was held between October 28&lt;sup&gt;th&lt;/sup&gt; and October 31&lt;sup&gt;st&lt;/sup&gt;, 2011 at the Metro Toronto Convention Center.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://tiafair.com/galleries/"&gt;Canadian and international galleries&lt;/a&gt; brought to the show contemporary art that simply dazzled through its variety and accomplishments.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;It was an opportunity to view up close and personal the seminal work of established artists such as &lt;a href="http://www.jeremyannear.com/"&gt;Jeremy Annear&lt;/a&gt; and &lt;a href="http://www.greatatlantic.co.uk/davidandrew/index.html"&gt;David Andrew&amp;nbsp; &lt;/a&gt;(&lt;a href="http://www.messums.com/"&gt;Messum’s Gallery&lt;/a&gt;), &lt;a href="http://www.soileyli-mayry.com/gallery.html"&gt;So&lt;span style="line-height: 115%;"&gt;í&lt;/span&gt;le Yl&lt;span style="line-height: 115%;"&gt;í&lt;/span&gt;-M&lt;span style="line-height: 115%;"&gt;ä&lt;/span&gt;yry&lt;/a&gt; (&lt;a href="http://www.walterwickisergallery.com/"&gt;Walter Wikiser Gallery&lt;/a&gt;), &lt;a href="http://continuouspoem.blogspot.com/2011/01/sculptures-of-keld-moseholm.html"&gt;Keld Moseholm&lt;/a&gt; (&lt;a href="http://www.brunodahl.dk/"&gt;Bruno Dahl Gallery&lt;/a&gt;) and to discover new artists such as &lt;a href="http://www.galeriakreisler.com/"&gt;Rámon Urbán&lt;/a&gt;, &lt;a href="http://www.kostuikgallery.com/index.php?mpage=artist&amp;amp;id=35&amp;amp;series=12"&gt;Jenaki Lennie&lt;/a&gt;, &lt;a href="http://www.scottish-gallery.co.uk/artist/calum_mcclure/"&gt;Calum McClure&lt;/a&gt; and &lt;a href="http://www.bau-xi.com/dynamic/artist.asp?ArtistID=220731"&gt;Nicole Katsuras&lt;/a&gt; through other vibrant gallery exhibits.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Here are some images from Art Toronto 2011:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Z9svjhQJB9g/Tq9qGvWjfPI/AAAAAAAABcY/wE1EhxBDqAM/s1600/DSCN0299.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-Z9svjhQJB9g/Tq9qGvWjfPI/AAAAAAAABcY/wE1EhxBDqAM/s320/DSCN0299.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-k6IUv7ufWuA/Tq9h0ypL5SI/AAAAAAAABbA/QxBHPymlsXo/s1600/DSCN0038.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Ndu9c-6obls/Tq9oNvoJfGI/AAAAAAAABcA/ET70KMX-f7A/s1600/DSCN0067.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-Ndu9c-6obls/Tq9oNvoJfGI/AAAAAAAABcA/ET70KMX-f7A/s320/DSCN0067.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-k6IUv7ufWuA/Tq9h0ypL5SI/AAAAAAAABbA/QxBHPymlsXo/s1600/DSCN0038.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-k6IUv7ufWuA/Tq9h0ypL5SI/AAAAAAAABbA/QxBHPymlsXo/s1600/DSCN0038.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zTv_s0RL8FE/Tq9koNoQv7I/AAAAAAAABbI/H5Ak_nVCzK4/s1600/DSCN0048.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-zTv_s0RL8FE/Tq9koNoQv7I/AAAAAAAABbI/H5Ak_nVCzK4/s320/DSCN0048.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-gPIBPMsHut4/Tq9lXHcmwdI/AAAAAAAABbQ/Heyih0-VoV8/s1600/DSCN0192.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-gPIBPMsHut4/Tq9lXHcmwdI/AAAAAAAABbQ/Heyih0-VoV8/s320/DSCN0192.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-0myg8wpAt28/Tq9l2FIm65I/AAAAAAAABbY/xAXMdNfHc3U/s1600/DSCN0055.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-0myg8wpAt28/Tq9l2FIm65I/AAAAAAAABbY/xAXMdNfHc3U/s320/DSCN0055.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://2.bp.blogspot.com/-AHpYD_TVbgs/Tq9mN7WT-nI/AAAAAAAABbg/B4WChdsnnXA/s1600/DSCN0056.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-AHpYD_TVbgs/Tq9mN7WT-nI/AAAAAAAABbg/B4WChdsnnXA/s320/DSCN0056.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://1.bp.blogspot.com/-lDVfIO9PaKY/Tq9mtwip4QI/AAAAAAAABbo/vtqXXEtU8MI/s1600/DSCN0101.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-lDVfIO9PaKY/Tq9mtwip4QI/AAAAAAAABbo/vtqXXEtU8MI/s320/DSCN0101.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-IwG6UMmALYg/Tq9o4GcCvUI/AAAAAAAABcI/hmMuebbD3ks/s1600/DSCN0121.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-IwG6UMmALYg/Tq9o4GcCvUI/AAAAAAAABcI/hmMuebbD3ks/s320/DSCN0121.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-yrkDZZvPpRw/Tq9neKGoUgI/AAAAAAAABb4/anH9TKlPhC4/s1600/DSCN0036.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oJQ0xn6qWKo/Tq9r_47i1nI/AAAAAAAABco/ACtR5Ax2Lcs/s1600/DSCN0313.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-no4YT0i7ZxQ/Tq9sZ-zM5hI/AAAAAAAABcw/RECZreRglAE/s1600/DSCN0324.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-no4YT0i7ZxQ/Tq9sZ-zM5hI/AAAAAAAABcw/RECZreRglAE/s320/DSCN0324.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oJQ0xn6qWKo/Tq9r_47i1nI/AAAAAAAABco/ACtR5Ax2Lcs/s1600/DSCN0313.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oJQ0xn6qWKo/Tq9r_47i1nI/AAAAAAAABco/ACtR5Ax2Lcs/s1600/DSCN0313.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oJQ0xn6qWKo/Tq9r_47i1nI/AAAAAAAABco/ACtR5Ax2Lcs/s1600/DSCN0313.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oJQ0xn6qWKo/Tq9r_47i1nI/AAAAAAAABco/ACtR5Ax2Lcs/s1600/DSCN0313.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-oJQ0xn6qWKo/Tq9r_47i1nI/AAAAAAAABco/ACtR5Ax2Lcs/s320/DSCN0313.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-oJQ0xn6qWKo/Tq9r_47i1nI/AAAAAAAABco/ACtR5Ax2Lcs/s1600/DSCN0313.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-6T_ps99phdc/Tq9vLZ6D_HI/AAAAAAAABdQ/dgG5TtbV8Fw/s1600/DSCN0162.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-6T_ps99phdc/Tq9vLZ6D_HI/AAAAAAAABdQ/dgG5TtbV8Fw/s1600/DSCN0162.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-6T_ps99phdc/Tq9vLZ6D_HI/AAAAAAAABdQ/dgG5TtbV8Fw/s320/DSCN0162.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-6T_ps99phdc/Tq9vLZ6D_HI/AAAAAAAABdQ/dgG5TtbV8Fw/s1600/DSCN0162.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-UG1DbNNBSbE/Tq9uyd92Q4I/AAAAAAAABdI/tKAcvYLxfj8/s1600/DSCN0199.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-QX_z-wx85D0/Tq9xWxwLcbI/AAAAAAAABdY/tnP9oA5exYY/s1600/DSCN0345.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-QX_z-wx85D0/Tq9xWxwLcbI/AAAAAAAABdY/tnP9oA5exYY/s320/DSCN0345.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ceHoGnLOwHo/Tq9tjfuGoSI/AAAAAAAABc4/ucE_f_Dw_sU/s1600/DSCN0336.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-vx4G6y4WqL0/Tq9x7moxgoI/AAAAAAAABdg/le8-V3vCcsM/s1600/DSCN0334.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-vx4G6y4WqL0/Tq9x7moxgoI/AAAAAAAABdg/le8-V3vCcsM/s320/DSCN0334.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ceHoGnLOwHo/Tq9tjfuGoSI/AAAAAAAABc4/ucE_f_Dw_sU/s1600/DSCN0336.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-8744013106949378819?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/8744013106949378819/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=8744013106949378819' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/8744013106949378819'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/8744013106949378819'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/11/art-toronto-2011.html' title='Art Toronto 2011'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Z9svjhQJB9g/Tq9qGvWjfPI/AAAAAAAABcY/wE1EhxBDqAM/s72-c/DSCN0299.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-2112518011799313288</id><published>2011-10-27T01:17:00.004-04:00</published><updated>2011-10-27T19:19:23.872-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Philippe; Labro'/><title type='text'>The art of the novel: People (Les Gens) by Philippe Labro</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;i style="color: purple;"&gt;&lt;b&gt;People&lt;/b&gt;&lt;/i&gt;&amp;nbsp; (&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;i&gt;Les gens&lt;/i&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;), published in 2009 by Editions Gallimard,&amp;nbsp; is one of &lt;a href="http://en.wikipedia.org/wiki/Philippe_Labro"&gt;Philippe Labro&lt;/a&gt;’s recent novels.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;A prolific writer, journalist and iconic media figure, &lt;a href="http://en.wikipedia.org/wiki/Philippe_Labro"&gt;Labro&lt;/a&gt; was born in 1936 in Montauban, France.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;i style="color: purple;"&gt;&lt;b&gt;People&lt;/b&gt;&lt;/i&gt; is a good read, a book that charms through its intellectual vivacity and the intersecting stories of three main characters whose destinies make us turn page after page. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Maria, an orphan girl of sixteen is able to escape a dire existence through both grit and chance and in the process crosses paths with Caroline, an elegant and sensitive woman in her late twenties and with Marcus, a grotesque character whose portrayal is steeped in derision and sarcasm.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt; &lt;a href="http://en.wikipedia.org/wiki/Philippe_Labro"&gt;Labro&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;’s inventive, ultra-rich vocabulary and the author’s kaleidoscopic view of the world blend into a creation that echoes Balzac’s &lt;a href="http://www.cs.cmu.edu/%7Espok/metabook/humancomedy.html"&gt;&lt;i&gt;Human Comedy&lt;/i&gt;&lt;/a&gt;, in its cross-section of mentalities, social milieus and values. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Such an exploration is the almost cinematic treatment of what appears to be a tour of guest tables at the Gretzkis dinner party, during which one of the guest addresses another: “Have the kindness to let my generation now become infamous, sir. Yours has been long at it.”&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;There is indeed a generational gap that is surreptitiously surfacing in the novel at times: quotations which have run their course and turned into clichés, picture-perfect establishment characters such as Liv Nielsen contrasted to her creative team hard at work texting one another during meetings. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Arguably, the structure of the novel itself, with the centrifugal mechanism that aggregates the three narrative threads as the novel marches towards its ending, is a somewhat older (albeit trusted) technique leveraged in this new French novel. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;It’s a book I have enjoyed reading; &lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;a href="http://en.wikipedia.org/wiki/Philippe_Labro"&gt;Labro&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;’s observations, buttressed by brilliant interludes made my time spent reading worthwhile: the Caroline-David amorous episode, the descriptions of Paris, and quotable passages:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;“The speed with which a rumor propagates usually depends on the nature of its contents.”&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Criticism of high flying professional circles which become disconnected from reality through aggrandized self-image is delivered through a comparison to the altitude sickness experienced by a group of Japanese alpinists during the ascent of Mount Everest in 1996:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;“Naturally, they have become almost crazy due to altitude sickness.” &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;A specialist of this activity drew the following conclusion:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;“Altitude sickness signals the end of morality – and the end of morality is the end of true alpinism.”&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;iframe frameborder="0" height="330" src="http://www.dailymotion.com/embed/video/x9xsea" width="330&amp;quot;"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/x9xsea_les-gens-de-philippe-labro-sur-web_creation" target="_blank"&gt;Les gens de Philippe Labro sur&amp;nbsp; Web Tv Culture&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-2112518011799313288?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/2112518011799313288/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=2112518011799313288' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/2112518011799313288'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/2112518011799313288'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/10/art-of-novel-people-les-gens-by.html' title='The art of the novel: People (Les Gens) by Philippe Labro'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-163698644739744607</id><published>2011-10-15T00:08:00.003-04:00</published><updated>2011-10-19T21:57:09.684-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Théophile Gautier'/><title type='text'>The man in the scarlet vest and his symphony in white major</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;The French writer &lt;a href="http://en.wikipedia.org/wiki/Theophile_Gautier"&gt;&lt;b style="font-weight: normal;"&gt;Théophile Gautier&lt;/b&gt;&lt;/a&gt; (1811-1872) was known for his rather unconventional way of dressing: he wore a scarlet vest during the opening night of the play &lt;a href="http://en.wikipedia.org/wiki/Hernani_%28drama%29"&gt;Hernani&lt;/a&gt; by &lt;a href="http://en.wikipedia.org/wiki/Victor_Hugo"&gt;Victor Hugo&lt;/a&gt;, an attire with which his name became associated.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Theophile_Gautier"&gt;Gautier&lt;/a&gt;'s poetry&amp;nbsp; is steeped in an air of silvery, cool shimmer: fused metaphors and similes which can perhaps be best described using the title of one of his own poems:&lt;a href="http://poesie.webnet.fr/lesgrandsclassiques/poemes/theophile_gautier/symphonie_en_blanc_majeur.html"&gt; a symphony in white major&lt;/a&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Here is my translation of the opening stanza of the &lt;b style="font-weight: normal;"&gt;sonnet &lt;/b&gt;&lt;i&gt;&lt;a href="http://poesie.webnet.fr/lesgrandsclassiques/poemes/theophile_gautier/adieux_a_la_poesie.html"&gt;Adieux à la poésie&lt;/a&gt;&lt;/i&gt; (&lt;i&gt;A farewell to poetry&lt;/i&gt;) by &lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;b style="font-weight: normal;"&gt;&lt;a href="http://en.wikipedia.org/wiki/Theophile_Gautier"&gt;Théophile Gautier&lt;/a&gt;:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; A farewell to poetry&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Come, fallen angel, pull back your petal-pink wing;&lt;/span&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;toss out your white dress, and its glittering rays;&lt;/span&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;from the height of the sky where your blossom swayed&lt;/span&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US"&gt;you plummeted, as a star would, into a page of prose.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-SohfJCRg2j0/TpkESpcGlGI/AAAAAAAABUw/grYc3ekJ4lE/s1600/gautier2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-SohfJCRg2j0/TpkESpcGlGI/AAAAAAAABUw/grYc3ekJ4lE/s400/gautier2.JPG" width="341" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://2.bp.blogspot.com/-oQ_8CW85snU/TpkCZEW3YmI/AAAAAAAABUo/Q2FVeKWbc6c/s1600/gautier.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-weight: normal;"&gt;Théophile&lt;b&gt; &lt;/b&gt;Gautier (approx 1869) - credit &lt;/span&gt;&lt;a href="http://en.wikipedia.org/wiki/Theophile_Gautier" style="font-weight: normal;"&gt;Wikipedia&lt;/a&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-163698644739744607?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/163698644739744607/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=163698644739744607' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/163698644739744607'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/163698644739744607'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/10/man-in-scarlet-vest-and-his-symphony-in.html' title='The man in the scarlet vest and his symphony in white major'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-SohfJCRg2j0/TpkESpcGlGI/AAAAAAAABUw/grYc3ekJ4lE/s72-c/gautier2.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-7136564359575432946</id><published>2011-10-12T00:45:00.000-04:00</published><updated>2011-10-12T00:45:31.723-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='quote'/><category scheme='http://www.blogger.com/atom/ns#' term='chaos theory'/><category scheme='http://www.blogger.com/atom/ns#' term='poetry'/><category scheme='http://www.blogger.com/atom/ns#' term='Camil Petrescu'/><title type='text'>Chaos theory, the butterfly effect &amp; an ounce of lucidity</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-YXdVJxFo4Y8/TpUXFZjPTOI/AAAAAAAABUg/8j1iqUYHLug/s1600/butterfly2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="250" src="http://4.bp.blogspot.com/-YXdVJxFo4Y8/TpUXFZjPTOI/AAAAAAAABUg/8j1iqUYHLug/s400/butterfly2.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Apud &lt;i&gt;&lt;a href="http://en.wikipedia.org/wiki/Butterfly_effect"&gt;wikipedia&lt;/a&gt;&lt;/i&gt;:&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;"In &lt;a href="http://en.wikipedia.org/wiki/Chaos_theory" title="Chaos theory"&gt;chaos theory&lt;/a&gt;, the butterfly effect is the sensitive dependence on initial conditions, where a small change at one place in a nonlinear system  can result in large differences to a later state. The effect derives  its name from the theoretical example of a hurricane's formation being  contingent on whether or not a distant butterfly had flapped its wings  several weeks before."&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt; 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mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;}&lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-size: small;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;Perhaps the concept noted above can also become a description of the frame of mind that may arise from reading a few metaphors laid out in a wet puzzle, amid rain drops, in the progressive and infinitesimally golden fall colors.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;A widely quoted sentence in Romanian literature belongs to the novelist Camil Petrescu: “every ounce of lucidity is paired up with an ounce of suffering.”&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;To paraphrase the above quote, I’d like to suggest that every ounce of lucidity is paired up with an ounce of poetry.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;A page of poetry transforms us, gradually, through successive openings and closings into something new: a larva, a pupa and, finally,a putative butterfly, held captive by an exodus of wings at the edge of our awareness.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/36097625-7136564359575432946?l=continuouspoem.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://continuouspoem.blogspot.com/feeds/7136564359575432946/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=36097625&amp;postID=7136564359575432946' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/7136564359575432946'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/36097625/posts/default/7136564359575432946'/><link rel='alternate' type='text/html' href='http://continuouspoem.blogspot.com/2011/10/chaos-theory-butterfly-effect-ounce-of.html' title='Chaos theory, the butterfly effect &amp; an ounce of lucidity'/><author><name>Irina M.</name><uri>http://www.blogger.com/profile/16131377251099664742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://1.bp.blogspot.com/-Rhh5i6Zwb-0/TZ56y9bdk8I/AAAAAAAABNE/R6l8URGr9QQ/s220/frunze%2Bde%2Bartar.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-YXdVJxFo4Y8/TpUXFZjPTOI/AAAAAAAABUg/8j1iqUYHLug/s72-c/butterfly2.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-36097625.post-5313396319916286288</id><published>2011-10-05T00:27:00.002-04:00</published><updated>2011-10-05T00:29:41.191-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Poetry of Newfoundland and Labrador'/><title type='text'>Poetry, Newfoundland and Labrador and "where the whales dive"</title><content type='html'>&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span lang="EN-US"&gt;&lt;a href="http://www.amazon.ca/Coastlines-Poetry-Atlantic-Ross-Leckie/dp/0864923139"&gt;&lt;i&gt;Coastlines – The Poetry of Atlantic Canada&lt;/i&gt;&lt;/a&gt; , published by Goose Lane Editions in 2002 - is a high caliber &lt;a href="http://www.quillandquire.com/reviews/review.cfm?review_id=2938"&gt;poetry anthology&lt;/a&gt; edited by &lt;a href="http://waterfrontviews.acadiau.ca/flash/compton/compton_bio.htm"&gt;Anne Compton&lt;/a&gt;, &lt;a href="http://national-random-acts-of-poetry.blogspot.com/2008/09/laurence-hutchman.html"&gt;Laurence Hutchman&lt;/a&gt;, &lt;a href="http://www.unb.ca/fredericton/arts/departments/english/people/leckie.html"&gt;Ross Leckie&lt;/a&gt; and &lt;a href="http://www.heritage.nf.ca/arts/robinmcgrath.html"&gt;Robin McGrath&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span lang="EN-US"&gt;Its preface carefully explores the concept of poetry within a regional space and notes that the anthology is &lt;i&gt;in nuce&lt;/i&gt; an opportunity to celebrate the current Atlantic poetry renaissance.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNo
