<?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-6209670319051712076</id><updated>2012-02-09T12:32:39.249+05:30</updated><category term='ksspkannur'/><category term='online inauguration'/><category term='international year of chemistry'/><title type='text'>കേരള ശാസ്ത്ര സാഹിത്യ പരിഷത്ത്- കണ്ണൂര്‍</title><subtitle type='html'>ശാസ്ത്രം അധ്വാനം അധ്വാനം സമ്പത്ത്  സമ്പത്ത് ജന നന്മയ്ക്ക്</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>84</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-6985274476908523327</id><published>2012-02-09T12:32:00.000+05:30</published><updated>2012-02-09T12:32:39.274+05:30</updated><title type='text'>യൂനിറ്റ് വാര്‍ഷികങ്ങള്‍ ഫെബ്രുവരിയില്‍</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;പരിഷത്ത് യൂനിറ്റ്&amp;nbsp;വാര്‍ഷികങ്ങള്‍ ഫെബ്രുവരിയില്‍ നടക്കും.&amp;nbsp; ഫെബ്രുവരി 19, 20, 26 തീയതികളിലായാണ് സമ്മേളനങ്ങള്‍. പരിഷത്തില്‍ അംഗമാകാന്‍ ആഗ്രഹിക്കുന്നവര്‍ യൂനിറ്റ് പ്രവര്‍ത്തകരുമായി ബന്ധപ്പെടണം. &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/6209670319051712076-6985274476908523327?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/6985274476908523327/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2012/02/blog-post.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6985274476908523327'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6985274476908523327'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2012/02/blog-post.html' title='യൂനിറ്റ് വാര്‍ഷികങ്ങള്‍ ഫെബ്രുവരിയില്‍'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-5930972095658022482</id><published>2012-01-15T20:20:00.001+05:30</published><updated>2012-01-23T15:48:19.499+05:30</updated><title type='text'>വേണം മറ്റൊരു കേരളം പദയാത്രക്ക്  കണ്ണൂര്‍ ജില്ലയില്‍ ആവേശകരമായ സ്വീകരണം</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;വേണം മറ്റൊരു കേരളം&amp;nbsp;&amp;nbsp; എന്ന മുദ്രാവാക്യവുമായി കേരള ശാസ്ത്രസാഹിത്യ പരിഷത്ത് സംഘടിപ്പിക്കുന്ന സംസ്ഥാന പദയാത്രക്ക്&amp;nbsp; കണ്ണൂര്‍ ജില്ലയില്‍ ആവേശകരമായ സ്വീകരണം. പദയാത്ര ജനുവരി 16 മുതല്‍ കണ്ണൂര്‍ ജില്ലയില്‍ പര്യടനം നടത്തി . ജനുവരി 16 തിങ്കളാഴ്ച രാവിലെ പത്തു&amp;nbsp; മണിക്ക് കരിവേള്ളൂരിലും 12 മണിക്ക് പയ്യന്നൂരിലും 4മണിക്ക് പിലാത്രയിലും സ്വീകരണം ഏറ്റുവാങ്ങി 6 മണിക്ക് പഴയങ്ങടിയിലാണ് ദിവസ സമാപനം. ജനുവരി 17 രാവിലെ പത്തു&amp;nbsp; മണിക്ക് ചെറുകുന്ന് തറയിലും&amp;nbsp; 12 മണിക്ക് ഇരിനവ്‌ റോഡിലും&amp;nbsp; 4മണിക്ക് പുതിയതെരുവിലും സ്വീകരണം ഏറ്റുവാങ്ങി 6 മണിക്ക് കണ്ണൂരിലെത്തി . ജില്ല പഞ്ചായത്ത്‌ പ്രസിഡന്റ്‌ പ്രൊഫ്‌. കെ. എ സരള ഉദ്ഘാടനം ചെയ്തു. വിവിധ രാഷ്ട്രീയ കക്ഷി പ്രതിനിധികള്‍ ക്യംപൈന്‍ ആശയതെക്കുരിച്ചു പ്രതികരിച്ചു . പന്നിയന്‍ രവീന്ദ്രന്‍ (സി പി ഐ ),&amp;nbsp; എം.പ്രകാശന്‍ മാസ്റ്റര്‍ ( സി പി എം), സുരേഷ് ബാബു എളയാവൂര്‍ (കോണ്‍.ഐ), സി എ അജീര്‍ ( സി എം പി ), ബാബു ഗോപിനാഥ് ( കോന്‍ എസ ) എന്നിവര്‍ സംസാരിച്ചു. ഡോ. എ. കെ. നമ്പ്യര്‍ ആശംസ നേര്‍ന്നു. &amp;nbsp; ജനുവരി 18 രാവിലെ പത്തു&amp;nbsp; മണിക്ക് താഴെ ചൊവ്വ&amp;nbsp; 12 മണിക്ക് മുഴപ്പിലങ്ങാട്&amp;nbsp; 4മണിക്ക് ധര്‍മടം എന്നിവിടങ്ങളിലെ&amp;nbsp; സ്വീകരണം ഏറ്റുവാങ്ങി 6 മണിക്ക് തലശ്ശേരിയിലാണ് ദിവസ സമാപനം. ജനുവരി ൧൯&amp;nbsp; രാവിലെ പത്തു&amp;nbsp; മണിക്ക് മഹിപ്പലത്തിനു സംമേപം നല്‍കുന്ന സ്വീകരണത്തിന് ശേഷം കോഴിക്കോട് ജില്ലയിലേക്ക് കടക്കും. എ ഐ പി എസ എന്‍ ജെനെരല്‍ സെക്രട്ടറി ടി. ഗംഗാധരന്‍ മാസ്റ്റര്‍ നയിക്കുന്ന വടക്കന്‍ പദയാത്ര കണ്ഹന്ഗഡ് നിന്നും ജനുവരി 14നാണു ആരംഭിച്ചത്. മുപ്പതിനു ആലുവയില്‍ സമാപിക്കും.&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/6209670319051712076-5930972095658022482?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/5930972095658022482/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2012/01/16.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/5930972095658022482'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/5930972095658022482'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2012/01/16.html' title='വേണം മറ്റൊരു കേരളം പദയാത്രക്ക്  കണ്ണൂര്‍ ജില്ലയില്‍ ആവേശകരമായ സ്വീകരണം'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-8862890711290872141</id><published>2011-12-09T13:21:00.000+05:30</published><updated>2011-12-09T13:21:30.007+05:30</updated><title type='text'>മേഖല വിജ്ഞാനോത്സവം ഡിസംബറില്‍</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;മേഖല വിജ്ഞാനോത്സവം ഡിസംബറില്‍ നടക്കും. മുന്‍കൂട്ടി ചെയ്തു വരേണ്ട പ്രവര്‍ത്തനങ്ങള്‍ കാണുക. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6209670319051712076-8862890711290872141?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/8862890711290872141/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/12/blog-post.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/8862890711290872141'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/8862890711290872141'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/12/blog-post.html' title='മേഖല വിജ്ഞാനോത്സവം ഡിസംബറില്‍'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-3017730321451004793</id><published>2011-11-28T17:03:00.000+05:30</published><updated>2011-11-28T17:03:19.336+05:30</updated><title type='text'>തൊഴിലും വിദ്യാഭ്യാസവും ശില്പശാല നടത്തി</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;വേണം മറ്റൊരു കേരളം എന്ന ജനകീയ വികസന&amp;nbsp; കാമ്പയിന്റെ ഭാഗമായി സംസ്ഥാനത്ത് നടക്കുന്ന സെമിനാറുകളില്‍ ജില്ലയില്‍ നടത്താന്‍ നിശ്ചയിച്ച തൊഴിലും വിദ്യാഭ്യാസവും സെമിനാരിനു മുന്നോടിയായി ശില്പശാല നടത്തി. ഡോ. ആര്‍ വി ജി മേനോന്‍ സമീപന രേഖ അവതരിപ്പിച്ചു. ഓ.എം. ശങ്കരന്‍ അധ്യക്ഷനായി. ടി വി നാരായണന്‍ സ്വാഗതവും പി വി ദിവാകരന്‍&amp;nbsp;നന്ദിയും പറഞ്ഞു. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6209670319051712076-3017730321451004793?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/3017730321451004793/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/blog-post_28.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3017730321451004793'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3017730321451004793'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/blog-post_28.html' title='തൊഴിലും വിദ്യാഭ്യാസവും ശില്പശാല നടത്തി'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-3974410106592908417</id><published>2011-11-18T11:43:00.001+05:30</published><updated>2011-11-18T11:45:24.597+05:30</updated><title type='text'>"സ്കൂള്‍ വിദ്യാഭ്യാസ അനുഭവങ്ങള്‍ വിദേശ രാജ്യങ്ങളില്‍"  പ്രഭാഷണം നവംബര്‍ 18 നു</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;പരിഷത്ത്&amp;nbsp;&amp;nbsp;&amp;nbsp; വിദ്യാഭ്യാസ&amp;nbsp;ഗവേഷണ&amp;nbsp;വിഭാഗം&amp;nbsp;&amp;nbsp;(ഈആര്‍യു)&amp;nbsp;സംഘടിപ്പിക്കുന്ന &amp;nbsp;പ്രഭാഷണ&amp;nbsp;പരിപാടി&amp;nbsp;നവംബര്‍&lt;/div&gt;&lt;div style="text-align: justify;"&gt;18&amp;nbsp;നു നടക്കും. &amp;nbsp;"സ്കൂള്‍&amp;nbsp;വിദ്യാഭ്യാസ&amp;nbsp;അനുഭവങ്ങള്‍&amp;nbsp;വിദേശ&amp;nbsp;രാജ്യങ്ങളില്‍" &amp;nbsp;എന്ന&amp;nbsp;വിഷയത്തില്‍&amp;nbsp;എ&amp;nbsp;ഐ&amp;nbsp;പി&amp;nbsp;എസ&amp;nbsp;എന്‍&amp;nbsp;ജനറല്‍&amp;nbsp;സെക്രട്ടറി&amp;nbsp; ടി.&amp;nbsp;ഗംഗാധരന്‍&amp;nbsp;മാസ്റ്റര്‍&amp;nbsp;പ്രഭാഷണം&amp;nbsp;നടത്തും.&amp;nbsp;കണ്ണൂര്‍&amp;nbsp;&amp;nbsp;പരിഷത്ത് ഭവനില്‍ വൈകുന്നേരം അഞ്ചു മണിക്കാണ് പരിപാടി. &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/6209670319051712076-3974410106592908417?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/3974410106592908417/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/18.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3974410106592908417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3974410106592908417'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/18.html' title='&quot;സ്കൂള്‍ വിദ്യാഭ്യാസ അനുഭവങ്ങള്‍ വിദേശ രാജ്യങ്ങളില്‍&quot;  പ്രഭാഷണം നവംബര്‍ 18 നു'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-6291899654866280976</id><published>2011-11-10T14:58:00.000+05:30</published><updated>2011-11-10T14:58:49.632+05:30</updated><title type='text'>പദയാത്ര 2012 ജനുവരിയില്‍.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;"വേണം മറ്റൊരു കേരളം" കാമ്പയിന്‍ ഒന്നാം ഘട്ട സമാപനമായി സംസ്ഥാന&amp;nbsp; തലത്തില്‍ രണ്ടു പദയാത്രകള്‍ നടത്തുന്നു.&amp;nbsp; &amp;nbsp; 2012 ജനുവരിയില്‍ കാസരഗോട് ജില്ലയിലെ കാഞ്ഞങ്ങാട് നിന്നും തിരുവനന്തപുരത്ത് നിന്നും ആരംഭിക്കുന്ന പദയാത്രകള്‍&amp;nbsp; .&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/6209670319051712076-6291899654866280976?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/6291899654866280976/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/2012.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6291899654866280976'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6291899654866280976'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/2012.html' title='പദയാത്ര 2012 ജനുവരിയില്‍.'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-3353872417409889992</id><published>2011-11-10T14:52:00.000+05:30</published><updated>2011-11-10T14:52:53.603+05:30</updated><title type='text'>കലാജാഥ ഡിസംബറില്‍</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;പരിഷത്ത് സംസ്ഥാന കമ്മിറ്റി തയ്യാറാക്കുന്ന കലാജാഥ ഡിസംബറില്‍ കണ്ണൂര്‍ ജില്ലയില്‍ പര്യടനം നടത്തും. ഡിസംബര്‍ മൂന്നിന് കാസരഗോട് ജില്ലയിലെ മുന്നാടു നിന്നും ആരംഭിക്കുന്ന വടക്കന്‍ ജാഥ ഡിസംബര്‍ അഞ്ചു മുതല്‍ എട്ടു വരെ നാല് ദിവസമാണ് ജില്ലയില്‍ പരിപാടികള്‍ അവതരിപ്പിക്കുക. ഒരു ദിവസം നാല് കേന്ദ്രങ്ങള്‍. " വേണം, മറ്റൊരു കേരളം " കാമ്പയിന്റെ ഭാഗമായാണ് ഈ വര്‍ഷത്തെ കലാജാഥ . ലഘു നാടകങ്ങള്‍, സംഗീത ശില്പങ്ങള്‍, ഗാനങ്ങള്‍ തുടങ്ങിയവയാണ് ഉണ്ടാകുക. &amp;nbsp; ജാഥയില്‍ പരിപാടികളില്‍ പങ്കെടുക്കാന്‍ താല്പര്യമുള്ള കലാകാരന്‍മാര്‍ വി വി ശ്രീനിവാസന്‍ മാസ്ടരുമായി (9495938195) ബന്ധപ്പെടുക.&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/6209670319051712076-3353872417409889992?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/3353872417409889992/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/blog-post_10.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3353872417409889992'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3353872417409889992'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/blog-post_10.html' title='കലാജാഥ ഡിസംബറില്‍'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-1188979270824178665</id><published>2011-11-02T13:08:00.003+05:30</published><updated>2011-11-03T16:15:39.301+05:30</updated><title type='text'>"വേണം മറ്റൊരു കേരളം" വികസന കാമ്പയിന്  ആവേശകരമായ തുടക്കം</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-_69xF_Vlyj4/TrErqhKie1I/AAAAAAAAAKA/FIT6OKYboms/s1600/DSC_0545.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-OnvqN-gLfG8/TrDzAQ15ktI/AAAAAAAAAJ4/hkvHvu-nThI/s1600/DSCN1190.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-OnvqN-gLfG8/TrDzAQ15ktI/AAAAAAAAAJ4/hkvHvu-nThI/s320/DSCN1190.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;"വേണം മറ്റൊരു കേരളം" വികസന കാമ്പയിന്&amp;nbsp; നവംബര്‍ ഒന്നിന് പതിമൂന്നു മേഖലകളില്‍ ആവേശകരമായ തുടക്കം. തളിപറമ്പ മേഖലയില്‍ ബക്കളത്ത്&amp;nbsp; &amp;nbsp; നടന്ന ഉദ്ഘടനപരിപടിയില്‍ സംഘാടക സമിതി ചെയര്‍മാന്‍ വാടി രവീന്ദ്രന്‍ അധ്യക്ഷനായി. ബക്കളം ദാമോദരന്‍ ഉദ്ഘാടനം ചെയ്തു. എ ഐ പി എസ എന്‍&amp;nbsp; ജനറല്‍ സെക്രട്ടറി ടി ഗംഗാധരന്‍ മാസ്റ്റര്‍ കാമ്പൈന്‍ അവതരിപ്പിച്ചു.   മേഖല ഏറ്റെടുത് നടത്തുന്ന മാലിന്യ സംസ്കരണം എന്ന ഇടപെടലിനെക്കുറിച്ചു കെ ആര്‍ ആര്‍ വര്‍മ അവതരിപ്പിച്ചു.&amp;nbsp; സുരേന്ദ്രന്‍ നന്ദി പറഞ്ഞു.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-t_ud4Y2jBIU/TrEsG2DpP8I/AAAAAAAAAKI/fSaI6IoSIj4/s1600/DSC_0548.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&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/-FNCY817OJpI/TrJwgJWL9CI/AAAAAAAAAKQ/3BFOuakvpa8/s1600/kssp+1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-FNCY817OJpI/TrJwgJWL9CI/AAAAAAAAAKQ/3BFOuakvpa8/s320/kssp+1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;മാടായി മേഖലയില്‍ എരിപുരം പബ്ലിക് ലൈബ്രറിയില്‍ ജില്ല പഞ്ചായത്തു മെമ്പര്‍ എം. വി. രാജീവന്‍ ഉദ്ഘാടനം ചെയ്തു. ജില്ല സെക്രെടറി ടി. വി. നാരായണന്‍ കാമ്പൈന്‍ അവതരിപ്പിച്ചു.&lt;br /&gt;മാടായി മേഖല ഏറ്റെടുത് നടത്തുന്ന വിദ്യാഭ്യാസവും തൊഴിലും എന്ന വിഷയം പി. നാരായണന്‍ കുട്ടി അവതരിപ്പിച്ചു. എരിപുരം പബ്ലിക് ലൈബ്രറി സെക്രട്ടറി ശ്രീനിവാസന്‍ മാസ്റ്റര്‍ ആശംസ നേര്‍ന്നു. മേഖല സെക്രട്ടറി എന്‍. ഹരിദാസ്‌ സ്വാഗതവും പി.വി. പ്രദീപന്‍ നന്ദിയും പറഞ്ഞു. ശ്രീകണ്ഠപുരം മേഖലയില്‍ മലപ്പട്ടത്ത് ഡോക്ടര്‍ പി എം. സിദ്ധാര്‍ത്ഥന്‍ ഉദ്ഘാടനം ചെയ്തു. പി വി ദിവാകരന്‍ സംസാരിച്ചു. കൂടാളി മേഖലയില്‍ ചക്കരകല്ലില്‍ ഓ എം ശങ്കരന്‍ ഉദ്ഘാടനം ചെയ്തു. കെ. ബാലകൃഷ്ണന്‍ കാമ്പയിന്‍ വിശദീകരിച്ചു. പി പി ബാബു പഠന റിപ്പോര്‍ട്ട്‌ അവതരിപ്പിച്ചു. പട്ടന്‍ ഭാസ്കരന്‍ സംസാരിച്ചു.&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-t_ud4Y2jBIU/TrEsG2DpP8I/AAAAAAAAAKI/fSaI6IoSIj4/s1600/DSC_0548.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="132" src="http://3.bp.blogspot.com/-t_ud4Y2jBIU/TrEsG2DpP8I/AAAAAAAAAKI/fSaI6IoSIj4/s200/DSC_0548.JPG" width="200" /&gt;&lt;/a&gt;മാതമങ്ങലത്ത് മധു കൈതപ്രം ഉദ്ഘാടനം ചെയ്തു. കെ.വി.ജാനകി ടീച്ചര്‍, കെ. വി. സുനുകുമാര്‍, വിനോദ്കുമാര്‍ സംസാരിച്ചു. പാനൂരില്‍ പൊന്ന്യം ചന്ദ്രന്‍ ഉദ്ഘാടനം ചെയ്തു. സി.പി ഹരീന്ദ്രന്‍ പ്രഭാഷണം നടത്തി. പഞ്ചായത്ത്‌ പ്രസിഡന്റ്‌ ടി.ഹരിദാസന്‍ , മേഖല സെക്രട്ടറി കെ കെ മണിലാല്‍ തുടങ്ങിയവര്‍ സംസാരിച്ചു. തലശ്ശേരി മേഖലയില്‍ ചൊക്ളിയില്‍ കെ പി എ രഹീം ഉദ്ഘാടനം ചെയ്തു. ജില്ല പ്രസിഡന്റ്‌ കെ വി ദിലീപ്കുമാര്‍ , എ രാഘവന്‍ സംസാരിച്ചു.&amp;nbsp; കൂതുപരംബില്‍ എം പി ഭട്ടതിരിപ്പാട ഉദ്ഘാടനം ചെയ്തു. പി. ശ്രീനിവാസന്‍ , വി രാജേഷ്‌ സംസാരിച്ചു. ഇരിട്ടിയില്‍ ഡോക്ടര്‍ പി. മുരളീധരന്‍ ഉദ്ഘാടനം ചെയ്തു. അഡ്വക്കേറ്റ് വി പി തങ്കച്ചന്‍ കാമ്പയിന്‍ വിശദീകരിച്ചു. കെ സുരേഷ്, അശോകന്‍ പി ആര്‍ തുടങ്ങിയവര്‍ സംസാരിച്ചു. എടക്കാട് മേഖലയില്‍ പെരളശ്ശേരിയില്‍ എം കെ മനോഹരന്‍ ഉദ്ഘാടനം ചെയ്തു. പി കെ സുധാകരന്‍, കെ.കെ. സുഗതന്‍ സംസാരിച്ചു. മയ്യില്‍ മേഖലയില്‍ കരിങ്കല്കുഴിയില്‍ ഗംഗന്‍ അഴീകോട് ഉദ്ഘാടനം ചെയ്തു, ടി കെ ദേവരാജന്‍, പി പി കുഞ്ഞിരാമന്‍ സംസാരിച്ചു. &lt;a href="http://2.bp.blogspot.com/-_69xF_Vlyj4/TrErqhKie1I/AAAAAAAAAKA/FIT6OKYboms/s1600/DSC_0545.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="132" src="http://2.bp.blogspot.com/-_69xF_Vlyj4/TrErqhKie1I/AAAAAAAAAKA/FIT6OKYboms/s200/DSC_0545.JPG" width="200" /&gt;&lt;/a&gt;&lt;/div&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/6209670319051712076-1188979270824178665?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/1188979270824178665/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/blog-post.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1188979270824178665'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1188979270824178665'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/11/blog-post.html' title='&quot;വേണം മറ്റൊരു കേരളം&quot; വികസന കാമ്പയിന്  ആവേശകരമായ തുടക്കം'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-OnvqN-gLfG8/TrDzAQ15ktI/AAAAAAAAAJ4/hkvHvu-nThI/s72-c/DSCN1190.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2770962244469904730</id><published>2011-10-29T10:25:00.001+05:30</published><updated>2011-10-29T14:57:44.545+05:30</updated><title type='text'>വികസന കാമ്പയിന്‍ ജില്ല സംഘാടക സമിതിയായി</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;"വേണം മറ്റൊരു കേരളം" വികസന കാമ്പയിന്‍ കണ്ണൂര്‍ ജില്ലയില്‍ സന്ഘടിപ്പിക്കുന്നതിന്നു വിപുലമായ സംഘാടക സമിതി രൂപീകരിച്ചു. ഒക്ടോബര്‍ 28 നു കണ്ണൂര്‍ പരിഷത്ത് ഭവനില്‍ നടന്ന യോഗത്തില്‍ പരിഷത്ത് ജില്ലാ കമ്മിറ്റി&amp;nbsp; പ്രസിഡന്റ്‌ കെ.വി. ദിലീപ് കുമാര്‍ അധ്യക്ഷനായി. ടി. ഗംഗാധരന്‍ മാസ്റ്റര്‍ കാമ്പയിന്‍ വിശദീകരിച്ചു. പ്രവര്‍ത്തനങ്ങള്‍ പി. വി ദിവാകരനും പാനല്‍ വി.വി. ശ്രീനിവാസനും അവതരിപ്പിച്ചു. പി.വി. രത്നാകരന്‍, വിജയന്‍ മാച്ചേരി &amp;nbsp; തുടങ്ങിയവര്‍ സംസാരിച്ചു. ജില്ല സംഘാടക സമിതി ചെയര്‍ പെര്സനായി ജില്ലാ പഞ്ചായത്ത്‌ പ്രസിഡന്റ്‌ പ്രൊഫ.കെ. വി. സരളയെയും കണ്‍വീനറായി പി. വി. ദിവാകരനെയും തെരഞ്ഞെടുത്തു. എല്ലാ മേഖല കേന്ദ്രങ്ങളിലും നവംബര്‍ ഒന്നിന് കേരളപ്പിറവി ദിനത്തില്‍ ഉദ്ഘാടനം നടക്കും. വിശദാംശങ്ങള്‍ ഇവിടെ വായിക്കാം&lt;a href="http://www.scribd.com/doc/70760898/kssp"&gt;PROGRAMME  November 1&lt;/a&gt;&lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="width: 925px;"&gt;&lt;tbody&gt;&lt;tr height="27" style="height: 20.25pt;"&gt;&lt;td class="xl73" colspan="7" height="27" style="height: 20.25pt; width: 695pt;" width="925"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="37" style="height: 27.75pt; mso-height-source: userset;"&gt;&lt;td class="xl65" height="37" style="border-top: none; height: 27.75pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="33" style="height: 24.75pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="33" style="border-top: none; height: 24.75pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="38" style="height: 28.5pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="38" style="border-top: none; height: 28.5pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl68" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="38" style="height: 28.5pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="38" style="border-top: none; height: 28.5pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="40" style="height: 30.0pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="40" style="border-top: none; height: 30.0pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="29" style="height: 21.75pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="29" style="border-top: none; height: 21.75pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="29" style="height: 21.75pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="29" style="border-top: none; height: 21.75pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="29" style="height: 21.75pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="29" style="border-top: none; height: 21.75pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="39" style="height: 29.25pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="39" style="border-top: none; height: 29.25pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="44" style="height: 33.0pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="44" style="border-top: none; height: 33.0pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="28" style="height: 21.0pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="28" style="border-top: none; height: 21.0pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="42" style="height: 31.5pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="42" style="border-top: none; height: 31.5pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="33" style="height: 24.75pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="33" style="border-top: none; height: 24.75pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="47" style="height: 35.25pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="47" style="border-top: none; height: 35.25pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr height="43" style="height: 32.25pt; mso-height-source: userset;"&gt;&lt;td class="xl66" height="43" style="border-top: none; height: 32.25pt; width: 24pt;" width="32"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl67" style="border-left: none; border-top: none; width: 92pt;" width="122"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl65" style="border-left: none; border-top: none; width: 112pt;" width="149"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 101pt;" width="135"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 131pt;" width="174"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl69" style="border-left: none; border-top: none; width: 100pt;" width="133"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="xl71" style="border-left: none; border-top: none; width: 135pt;" width="180"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6209670319051712076-2770962244469904730?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2770962244469904730/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_29.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2770962244469904730'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2770962244469904730'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_29.html' title='വികസന കാമ്പയിന്‍ ജില്ല സംഘാടക സമിതിയായി'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-7903699515713081512</id><published>2011-10-24T18:02:00.000+05:30</published><updated>2011-10-24T18:02:08.716+05:30</updated><title type='text'>" വേണം മറ്റൊരു കേരളം " വികസന കാമ്പയിന്‍ ഉദ്ഘാടനം നവംബര്‍ ഒന്നിന്</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;കേരള ശാസ്ത്ര സാഹിത്യ പരിഷത്തിന്റെ നേതൃത്വത്തില്‍ സംഘടിപ്പിക്കുന്ന വിപുലമായ വികസന ക്യാമ്പയിന്‍  " വേണം മറ്റൊരു കേരളം "&amp;nbsp; നവംബര്‍ ഒന്നിന് ജില്ലയില്‍ തുടക്കമാകും&lt;span&gt;&lt;/span&gt;. പതിനാലു മേഖലകളിലായി ഏറ്റെടുത്ത മേഖല കാംപയിനുകള്‍ അവതരിപ്പിച്ചു കൊണ്ടാണ് ഉദ്ഘാടനം.&amp;nbsp; &amp;nbsp; " വേണം മറ്റൊരു കേരളം " വികസന കാമ്പയിന്‍ അവതരണവും നടക്കും. സംസ്ഥാന ഉദ്ഘാടനം ഒക്ടോബര്‍ മുപ്പത്തി ഒന്നിന്&amp;nbsp; തൃശ്ശൂരില്‍ . &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/6209670319051712076-7903699515713081512?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/7903699515713081512/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_24.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7903699515713081512'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7903699515713081512'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_24.html' title='&quot; വേണം മറ്റൊരു കേരളം &quot; വികസന കാമ്പയിന്‍ ഉദ്ഘാടനം നവംബര്‍ ഒന്നിന്'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-9171653978144523378</id><published>2011-10-07T13:21:00.001+05:30</published><updated>2011-11-08T15:59:48.151+05:30</updated><title type='text'>ഇ.കെ.ജാനകി അമ്മാള്‍ ക്വിസ്. തളിപറമ്പ സര്‍ സയദ് കോളേജിനും കണ്ണൂര്‍ വനിതാ കോളേജിനും കണ്ണൂര്‍ എന്ജിനീരിംഗ് കോളേജിനും വിജയം</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-sZxs0efXRaU/TrkETq2ZEfI/AAAAAAAAAKY/iqFdYOl2ulY/s1600/IMG_0001.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-sZxs0efXRaU/TrkETq2ZEfI/AAAAAAAAAKY/iqFdYOl2ulY/s320/IMG_0001.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://4.bp.blogspot.com/-KAuNRSlY39g/TrkEh3G6H_I/AAAAAAAAAKg/SRirOdoVRfw/s1600/IMG_0009.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-KAuNRSlY39g/TrkEh3G6H_I/AAAAAAAAAKg/SRirOdoVRfw/s320/IMG_0009.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;ലോക പ്രശസ്ത സസ്യ ശാസ്ത്രജ്ഞയും ഇന്ത്യയിലെ ആദ്യത്തെ വനിതാ ഡോക്ടരറെട്ട്കാരിയുമായ&amp;nbsp; ഇ.കെ.ജാനകി അമ്മാള്‍ സ്മരണക്കായി പരിഷത് നടത്തിവരുന്ന ക്വിസ് മത്സരത്തിന്റെ ജില്ല തലം ഒക്ടോബര്‍ ഒന്നിന് നടന്നു. ടി ഗംഗാധരന്‍ മാസ്റ്റര്‍ ജാനകി അമ്മാള്‍ അനുസ്മരണ പ്രഭാഷണം നടത്തി.&amp;nbsp; കണ്ണൂര്‍ എന്ജിന്നീരിംഗ് കോളേജിലെ എ സുകേഷ് ക്വിസ് മാസ്റെര്‍ ആയി. തളിപറമ്പ സര്‍ സയദ് കോളേജിനും കണ്ണൂര്‍ വനിതാ കോളേജിനും കണ്ണൂര്‍ എന്ജിനീരിംഗ് കോളേജിനും വിജയം &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/6209670319051712076-9171653978144523378?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/9171653978144523378/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_7089.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/9171653978144523378'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/9171653978144523378'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_7089.html' title='ഇ.കെ.ജാനകി അമ്മാള്‍ ക്വിസ്. തളിപറമ്പ സര്‍ സയദ് കോളേജിനും കണ്ണൂര്‍ വനിതാ കോളേജിനും കണ്ണൂര്‍ എന്ജിനീരിംഗ് കോളേജിനും വിജയം'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-sZxs0efXRaU/TrkETq2ZEfI/AAAAAAAAAKY/iqFdYOl2ulY/s72-c/IMG_0001.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2307899638934916306</id><published>2011-10-07T13:14:00.000+05:30</published><updated>2011-10-07T13:14:46.408+05:30</updated><title type='text'>ജില്ല തല ആരോഗ്യ സംഗമം നടത്തി.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;കണ്ണൂര്‍ ജില്ല ആരോഗ്യ വിഷയ സമിതിയുടെ നേതൃത്വത്തില്‍ ജില്ല തല ആരോഗ്യ സംഗമം നടത്തി. കോഴിക്കോട് മെഡിക്കല്‍ കോളേജിലെ കംമുനിടി മെഡിസിന്‍ മേധാവി ഡോക്ടറ് ജയകൃഷ്ണന്‍ എ ഐ പി എസ എന്‍ ജനറല്‍ സെക്രട്ടറി ടി ഗംഗാധരന്‍ മാസ്റ്റര്‍ ടി.കെ.ദേവരാജന്‍ തുടങ്ങിയവര്‍ സംസാരിച്ചു. ജില്ല കണ്‍വീനര്‍ സുജിത് സ്വാഗതവും കെ.ഹരിദാസന്‍ നന്ദിയും പറഞ്ഞു.&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/6209670319051712076-2307899638934916306?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2307899638934916306/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_5041.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2307899638934916306'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2307899638934916306'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_5041.html' title='ജില്ല തല ആരോഗ്യ സംഗമം നടത്തി.'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-8822906737343850448</id><published>2011-10-07T13:08:00.000+05:30</published><updated>2011-10-07T13:08:27.234+05:30</updated><title type='text'>"വേണം മറ്റൊരു കേരളം"</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;"വേണം മറ്റൊരു കേരളം" സംസ്ഥാന തല പരിശീലനം (വടക്കന്‍ ജില്ലകള്‍) കണ്ണൂരില്‍ നടന്നു. ഒക്ടോബര്‍ 2 നു കണ്ണൂര്‍ പരിഷദ് ഭവനില്‍ നടന്ന ശില്പശാലയില്‍ കണ്ണൂര്‍ 40 കാസറഗോഡ് 4 വയനാട് 7 കോഴിക്കോട് 33 പേരാണ് പങ്കെടുത്തത്. കെ എന്‍ ഗണേഷ്, കെ ടി രാധാകൃഷ്ണന്‍ എ എം ബാലകൃഷ്ണന്‍ പി വി സന്തോഷ്‌ മോഹനന്‍ മണലില്‍ തുടങ്ങിയവര്‍ നേതൃത്വം നല്‍കി. പ്രവര്തകര്കുള്ള കൈപുസ്തകം തയ്യാറായിട്ടുണ്ട്.. &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/6209670319051712076-8822906737343850448?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/8822906737343850448/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_07.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/8822906737343850448'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/8822906737343850448'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post_07.html' title='&quot;വേണം മറ്റൊരു കേരളം&quot;'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-7754642429776948429</id><published>2011-10-07T12:22:00.002+05:30</published><updated>2011-10-07T12:30:51.653+05:30</updated><title type='text'>വിജ്ഞാനോത്സവം പഞ്ചായത്തുതലം ഒക്ടോബര്‍ 22 നു. മുന്‍കൂട്ടി ചെയ്തു വരേണ്ട പ്രവര്‍ത്തനങ്ങള്‍</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-u6jzmck_4m0/To6hZ1n3AaI/AAAAAAAAAJw/iZqdwsdSf-4/s1600/2.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;വിജ്ഞാനോത്സവം പഞ്ചായത്തുതലം ഒക്ടോബര്‍ 22 നു. മുന്‍കൂട്ടി ചെയ്തു വരേണ്ട  പ്രവര്‍ത്തനങ്ങള്‍ ഇതോടൊപ്പമുള്ള നോടിസില്‍&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-u6jzmck_4m0/To6hZ1n3AaI/AAAAAAAAAJw/iZqdwsdSf-4/s1600/2.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;കാണിച്ചിരിക്കുന്നു&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-u6jzmck_4m0/To6hZ1n3AaI/AAAAAAAAAJw/iZqdwsdSf-4/s1600/2.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;br /&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/-KniYcwnTqsY/To6hnIGuLEI/AAAAAAAAAJ0/XeyEg_3R4TE/s1600/kssp+001.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-KniYcwnTqsY/To6hnIGuLEI/AAAAAAAAAJ0/XeyEg_3R4TE/s320/kssp+001.jpg" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;a href="http://1.bp.blogspot.com/-u6jzmck_4m0/To6hZ1n3AaI/AAAAAAAAAJw/iZqdwsdSf-4/s1600/2.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-u6jzmck_4m0/To6hZ1n3AaI/AAAAAAAAAJw/iZqdwsdSf-4/s320/2.jpg" width="232" /&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/6209670319051712076-7754642429776948429?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/7754642429776948429/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/22.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7754642429776948429'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7754642429776948429'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/22.html' title='വിജ്ഞാനോത്സവം പഞ്ചായത്തുതലം ഒക്ടോബര്‍ 22 നു. മുന്‍കൂട്ടി ചെയ്തു വരേണ്ട പ്രവര്‍ത്തനങ്ങള്‍'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-KniYcwnTqsY/To6hnIGuLEI/AAAAAAAAAJ0/XeyEg_3R4TE/s72-c/kssp+001.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-1888324545235814332</id><published>2011-10-07T12:07:00.000+05:30</published><updated>2011-10-07T12:07:10.268+05:30</updated><category scheme='http://www.blogger.com/atom/ns#' term='ksspkannur'/><title type='text'>മറ്റൊരു കേരളം - വികസന ക്യാമ്പെയ് ന്‍ -  ശ്രീകണ്ഠപുരം മേഖലയില്‍ ആവേശകരമായ തുടക്കം</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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: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;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;ML&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:DoNotOptimizeForBrowser/&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:none; mso-hyphenate:none; text-autospace:ideograph-other; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:Kartika; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="Standard"&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;മറ്റൊരു കേരളം &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; font-size: 14.0pt; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;- &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;വികസന ക്യാമ്പെയ് ന്‍ &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; font-size: 14.0pt; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;-&lt;/span&gt;&lt;span lang="EN-GB" style="font-size: 14.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Standard"&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;ശ്രീകണ്ഠപുരം മേഖലയില്‍ ആവേശകരമായ തുടക്കം&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; font-size: 14.0pt; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;-&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;സംഘാടകസമിതിയായി&lt;/span&gt;&lt;span lang="EN-GB" style="font-size: 14.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Standard"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="Standard"&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;നവംമ്പര്‍ &lt;/span&gt;&lt;span lang="EN-GB"&gt;1&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt; മുതല്‍ ആരംഭിക്കുന്ന വികസന ക്യാമ്പെയ് ന്‍ പ്രവര്‍ത്തനങ്ങള്‍ക്ക് ശ്രീകണ്ഠപുരം മേഖലയില്‍ ആവേശകരമായ തുടക്കമായി&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;.&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;മേഖല ശില്പശാലയും സംഘാടകസമിതി രൂപീകരണവും ഒക്ടോ &lt;/span&gt;&lt;span lang="EN-GB"&gt;5&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt; ന് റോയല്‍ മിനി ഹാളില്‍ നടന്നു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;.&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;മേഖല ശില്പശാലയില്‍ എല്ലാ യൂണിററില്‍ നിന്നും പ്രവര്‍ത്തകര്‍ പങ്കെടുത്തു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;ജില്ലാ പ്രസിഡണ്ട് കെ വി ദിലീപന്‍ മാസ്ററര്‍ ക്യാമ്പെയ് ന്റെ ആശയതലവും ജില്ലാ ജോ&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;.&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;സിക്രട്ടറി സി മുരളീധരന്‍ പ്രവര്‍ത്തനപരിപാടിയും വിശദീകരിച്ചു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;പ‍ഞ്ചായത്ത് വിജ്ഞാനോല്‍സവം&lt;/span&gt;&lt;span lang="EN-GB"&gt;, &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;മാസിക പ്രചരണം&lt;/span&gt;&lt;span lang="EN-GB"&gt;, &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;പ്രീ പബ്ലിക്കേഷന്‍ എന്നിവയുടെ ആസൂത്രണവും നടന്നു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="Standard"&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;തുടര്‍ന്ന് നടന്ന സംഘാടകസമിതി രൂപീകരണ യോഗത്തില്‍ മേഖല പ്രസിഡണ്ട് ര‍ഞ്ജിത് കുമാര്‍ അധ്യക്ഷത വഹിച്ചു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;കെ വി ബിജുമോന്‍ &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;(&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;പ്രസിഡണ്ട് &lt;/span&gt;&lt;span lang="EN-GB"&gt;, &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;ശ്രീകണ്ഠപുരം ഗ്രാമപ‍ഞ്ചായത്ത്&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;) &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;കെ മിനേഷ് &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;(&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;പ്രസിഡണ്ട് &lt;/span&gt;&lt;span lang="EN-GB"&gt;, &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;ചെങ്ങളായി ഗ്രാമപ‍ഞ്ചായത്ത്&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;) &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;എന്നിവര്‍ സംസാരിച്ചു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;മേഖല സിക്രട്ടരി ബിജു നിടുവാലൂര്‍ സ്വാഗതം പറഞ്ഞു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;കെ കെ രവി വിശദീകരിച്ചു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="Standard"&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;ബ്ലോക്ക് പ‍ഞ്ചായത്ത് പ്രസിഡണ്ട്&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;പ്രൊഫ&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;സി എച്ച് മേമി ചെയര്‍മാനും&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;കെ കെ രവി കണ്‍വീനറുമായി സംഘാടകസമിതി രൂപീകരിച്ചു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;മനോഹരന്‍ മാസ്ററര്‍&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;(&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;പ്രാദേശികപഠനം&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;) &lt;/span&gt;&lt;span lang="EN-GB"&gt;, &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;നാരായണന്‍ മാസ്ററര്‍ &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;(&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;പുസ്തക പ്രചരണം&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;)&lt;/span&gt;&lt;span lang="EN-GB"&gt;, &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;സോമസൂന്ദരന്‍ &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;(&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;കലാജാഥ&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;)&lt;/span&gt;&lt;span lang="EN-GB"&gt;, &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;ശശീന്ദ്രന്‍ &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;(&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;പദയാത്ര&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;) &lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;എന്നിവരെ കണവീനര്‍മാരായും തെരഞ്ഞടുത്തു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;ക്യാമ്പെയ് ന്‍&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;മേഖല ഉല്‍ഘാടനം നവംമ്പര്‍ &lt;/span&gt;&lt;span lang="EN-GB"&gt;1&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;Kartika&amp;quot;,&amp;quot;serif&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt; ന് മലപ്പട്ടത്ത് വെച്ച് നടത്താന്‍ തീരുമാനിച്ചു&lt;/span&gt;&lt;span lang="ML" style="font-family: &amp;quot;DejaVu Sans&amp;quot;; mso-ascii-font-family: &amp;quot;Liberation Serif&amp;quot;; mso-hansi-font-family: &amp;quot;Liberation Serif&amp;quot;;"&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="Standard"&gt;&lt;br /&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/6209670319051712076-1888324545235814332?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/1888324545235814332/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1888324545235814332'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1888324545235814332'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/10/blog-post.html' title='മറ്റൊരു കേരളം - വികസന ക്യാമ്പെയ് ന്‍ -  ശ്രീകണ്ഠപുരം മേഖലയില്‍ ആവേശകരമായ തുടക്കം'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-7184888438662940537</id><published>2011-09-29T10:25:00.004+05:30</published><updated>2011-09-29T15:05:03.854+05:30</updated><title type='text'>പാടിക്കുന്ന് സംരക്ഷിക്കുക</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: left;"&gt;കണ്ണൂര്‍ ജില്ലയില്‍ കൊളച്ചേരി പഞ്ചായത്തില്‍ പാടികുന്നിലുള്ള നീരുറവയും സസ്യ വൈവിധ്യവും സംരക്ഷിക്കാന്‍ നടപടികള്‍ സ്വീകരിക്കണം എന്ന് കേരള ശാസ്ത്ര സാഹിത്യ പരിഷത്ത് ആവശ്യപ്പെട്ടു. കരിങ്കല്കുഴിയില്‍ നടന്ന പൊതുയോഗത്തില്‍ പഞ്ചായത്ത്‌ പ്രസിഡന്റ്‌ കെ.കെ.മുസ്തഫ, പരിഷത്ത് ജില്ല സെക്രട്ടറി ടി വി നാരായണന്‍, സി.പി.എം, കോണ്‍.ഐ,&amp;nbsp; സി.പി.ഐ, എ ഐ വൈ എഫ് തുടങ്ങിയ സംഘടന നേതാക്കള്‍ സംസാരിച്ചു. സംസ്ഥാന സെക്രട്ടറി വി വി ശ്രീനിവാസന്‍ പഠന റിപ്പോര്‍ട്ട്‌ അവതരിപ്പിച്ചു. കെ.രാമകൃഷ്ണന്‍ സ്വാഗതം പറഞ്ഞു മേഖല പ്രസിഡന്റ്‌ എ ഗോവിന്ദന്‍ അധ്യക്ഷനായി. &amp;nbsp; ജൈവ വൈവിധ്യ ബോര്‍ഡിനും ജില്ല കളക്ടര്‍ക്കും&amp;nbsp; പരിഷത്ത് നിവേദനം നല്‍കി. &lt;a href="http://www.scribd.com/doc/66768826/Paadikkunnu-Case"&gt;വിശദമായ കുറിപ്പ് ഇവിടെ വായിക്കാം. &lt;/a&gt;http://www.scribd.com/doc/66768826/Paadikkunnu-Case&lt;/div&gt;&lt;/div&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/6209670319051712076-7184888438662940537?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/7184888438662940537/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/blog-post_29.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7184888438662940537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7184888438662940537'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/blog-post_29.html' title='പാടിക്കുന്ന് സംരക്ഷിക്കുക'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-1334125922038924486</id><published>2011-09-13T16:04:00.002+05:30</published><updated>2011-09-13T16:13:03.190+05:30</updated><title type='text'>ജില്ല പ്രവര്‍ത്തക യോഗം 18 നു</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;ജില്ല പ്രവര്‍ത്തക യോഗം 18 നും ജില്ല കമ്മറ്റി 15നു വൈകുന്നേരം 4 മണിക്കും കണ്ണൂര്‍ പരിഷത്ത് ഭവനില്‍ നടക്കും. കത്ത് വായിക്കാന്‍ ഇവിടെ ക്ലിക്കുക. &lt;span style="font-size: large;"&gt;&lt;a href="http://www.scribd.com/doc/64792736/pravarthakasamgamam" style="color: red;"&gt;http://www.scribd.com/doc/64792736/pravarthakasamgamam&lt;/a&gt;&lt;/span&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/6209670319051712076-1334125922038924486?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/1334125922038924486/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/18_13.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1334125922038924486'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1334125922038924486'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/18_13.html' title='ജില്ല പ്രവര്‍ത്തക യോഗം 18 നു'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-4284816583119895266</id><published>2011-09-06T13:58:00.000+05:30</published><updated>2011-09-06T13:58:24.550+05:30</updated><title type='text'>രസതന്ത്ര വണ്ടി തയ്യാറാവുന്നു.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&amp;nbsp;&amp;nbsp; അന്താരാഷ്ട്ര രസതന്ത്ര വര്‍ഷം 2011&amp;nbsp; ആചരിക്കുന്നതിന്റെ&amp;nbsp; ഭാഗമായി കുട്ടികളില്‍ ശാസ്ത്ര ബോധവും ശാസ്ത്രത്തിന്റെ രീതിയും വളര്‍ത്താന്‍ രസതന്ത്രവണ്ടി തയ്യാറാവുന്നു. ഒക്ടോബര്‍ രണ്ടാം വാരത്തിലാണ് ജില്ലയില്‍ വണ്ടി പ്രചരണം നടത്തുക. ശാസ്ത്ര പരീക്ഷണങ്ങള്‍, പാട്ടുകള്‍, പാവ നാടകം എന്നിവയാണ് മുഖ്യ ആകര്‍ഷണം.&amp;nbsp;&amp;nbsp; രസതന്ത്രവണ്ടിയില്‍ യാത്ര ചെയ്യാന്‍ താല്പര്യമുള്ളവരും പാട്ട്, പാവനാടകം തുടങ്ങിയവയില്‍ കഴിവുള്ളവരുമായ യുവതീ യുവാക്കള്‍ ഈ ഫോണ്‍ നമ്പരില്‍ ബന്ധപ്പെടുക. 9447007325&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/6209670319051712076-4284816583119895266?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/4284816583119895266/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/blog-post_06.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/4284816583119895266'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/4284816583119895266'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/blog-post_06.html' title='രസതന്ത്ര വണ്ടി തയ്യാറാവുന്നു.'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2875073390733890337</id><published>2011-09-06T13:48:00.000+05:30</published><updated>2011-09-06T13:48:28.338+05:30</updated><title type='text'>"വേണം, മറ്റൊരു കേരളം" ജില്ല പ്രവര്‍ത്തക യോഗം 18 നു</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&amp;nbsp;കേരള ശാസ്ത്ര സാഹിത്യ പരിഷത്തിന്റെ നേതൃത്വത്തില്‍ കേരളത്തില്‍ അതി വിപുലമായ വികസന കാംപൈന്‍ ആരംഭിക്കുന്നു. ഇന്നത്തെ വികസന സമീപനത്തില്‍ കാതലായ മാറ്റങ്ങള്‍ ഉണ്ടാക്കുന്നതിനു ജനകീയ ഇടപെടലുകള്‍ ആവശ്യമാണ്. &amp;nbsp; "വേണം, മറ്റൊരു കേരളം" എന്ന ഈ കാംപൈന്‍ വിജയിപ്പിക്കുന്നതിന്നു ജില്ല പ്രവര്‍ത്തക യോഗം 18 നു ചേരും. തുടര്‍ന്നു എല്ലാ മേഖലകളിലും കണ്‍വന്ഷന്‍ വിളിച്ചു ചേര്‍ക്കും.&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/6209670319051712076-2875073390733890337?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2875073390733890337/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/18.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2875073390733890337'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2875073390733890337'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/18.html' title='&quot;വേണം, മറ്റൊരു കേരളം&quot; ജില്ല പ്രവര്‍ത്തക യോഗം 18 നു'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2663805421287958925</id><published>2011-09-06T13:36:00.000+05:30</published><updated>2011-09-06T13:36:50.354+05:30</updated><title type='text'>ബാലവേദി ജില്ല തല ഓണോത്സവം പിണറായിയില്‍</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&amp;nbsp;കണ്ണൂര്‍ ജില്ല കമ്മിറ്റിയുടെ നേതൃത്വത്തില്‍ ബാലവേദി ജില്ല തല ഓണോത്സവം പിണറായിയില്‍ നടന്നു. സെപ്റ്റംബര്‍4 നു കാവുമ്പായി നാരായണന്‍ ഉദ്ഘാടനം ചെയ്തു. 6 നു സമാപിച്ചു. കെ പി രാമകൃഷ്ണന്‍, എം. കെ. പ്രമോദ് ബാബു, പി പി സുനില്‍, മനോജ്‌, ബിജു നിടുവലൂര്‍, എംസി ശ്രീധരന്‍ തുടങ്ങിയവര്‍ നേതൃത്വം നല്‍കി. &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/6209670319051712076-2663805421287958925?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2663805421287958925/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/blog-post.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2663805421287958925'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2663805421287958925'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/09/blog-post.html' title='ബാലവേദി ജില്ല തല ഓണോത്സവം പിണറായിയില്‍'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-3130393634611795103</id><published>2011-08-12T13:58:00.000+05:30</published><updated>2011-08-12T13:58:39.565+05:30</updated><title type='text'>ജെന്ടെര്‍ വിഷയ സമിതി ഓഗസ്റ്റ്‌ 13 നു</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&amp;nbsp;കണ്ണൂര്‍ ജില്ല ജെന്ടെര്‍ വിഷയ സമിതി ഓഗസ്റ്റ്‌ 13 നു കണ്ണൂര്‍ പരിഷദ് ഭവനില്‍ നടക്കും &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/6209670319051712076-3130393634611795103?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/3130393634611795103/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/08/13.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3130393634611795103'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3130393634611795103'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/08/13.html' title='ജെന്ടെര്‍ വിഷയ സമിതി ഓഗസ്റ്റ്‌ 13 നു'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-7985323147550332952</id><published>2011-07-27T19:06:00.006+05:30</published><updated>2011-08-01T15:45:52.582+05:30</updated><category scheme='http://www.blogger.com/atom/ns#' term='international year of chemistry'/><title type='text'>പി സി റെ അനുസ്മരണം ആഗസ്ത് 3 നു മൂന്നു കോളേജുകളില്‍</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt;നോട്ടീസ് കാണുവാന്‍ ഇവിടെ&amp;nbsp; ക്ലിക്കുക&lt;/span&gt;&lt;/span&gt;&amp;nbsp; &lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.scribd.com/doc/61353890/pc-ray"&gt;http://www.scribd.com/doc/61353890/pc-ray&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;ഇന്ത്യന്‍ രാസ വ്യവസായത്തിന്റെ&amp;nbsp; പിതാവ് എന്നറിയപ്പെടുന്ന പി സി റെ യെ അനുസ്മരിച്ചു പരിപാടികള്‍ നടത്താന്‍ ശാസ്ത്ര സാഹിത്യ പരിഷത്ത് തീരുമാനിച്ചു.&amp;nbsp; അനുസ്മരണം ആഗസ്ത് 3 നു മൂന്നു കോളേജുകളില്‍ . മട്ടന്നൂര്‍ പഴശ്ശിരാജാ എന്‍ എസ എസ് കോളേജിലും തലശ്ശേരി ബ്രെന്നന്‍ കോളേജിലും പയ്യന്നൂര്‍ കൊലെജിലുമാണ് സെമിനാറുകള്‍. പയ്യന്നൂരില്‍ പ്രൊഫ. കെ പാപ്പൂട്ടിയും മട്ടന്നൂരില്‍ പ്രൊഫ. എന്‍. കെ. ഗോവിന്ദനും സംസാരിക്കും.തലശ്ശേരി ബ്രെന്നന്‍ കോളേജില്‍ വി വി ശ്രീനിവാസന്‍ അനുസ്മരണ പ്രഭാഷണം നടത്തും. കണ്ണൂര്‍ എഞ്ചിനീയറിംഗ് കോളേജിലെ അസി. പ്രൊഫ. എ സുകേഷ് ക്ലാസ്സെടുക്കും.&amp;nbsp;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;TO &lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt;KNOW MORE ABOUT PC RAY&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt;&lt;a href="http://www.ias.ac.in/resonance/Jan2001/pdf/Jan2001p3-5.PDF"&gt;http://www.ias.ac.in/resonance/Jan2001/pdf/Jan2001p3-5.PDF&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://en.wikipedia.org/wiki/Prafulla_Chandra_Roy"&gt;http://en.wikipedia.org/wiki/Prafulla_Chandra_Roy &amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&amp;nbsp; &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/6209670319051712076-7985323147550332952?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/7985323147550332952/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/07/3.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7985323147550332952'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7985323147550332952'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/07/3.html' title='പി സി റെ അനുസ്മരണം ആഗസ്ത് 3 നു മൂന്നു കോളേജുകളില്‍'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-8630961390615433708</id><published>2011-07-27T18:56:00.000+05:30</published><updated>2011-07-27T18:56:45.973+05:30</updated><title type='text'>ബയോ ഗ്യാസ് പ്ലാന്റ് പരിശീലനം മയ്യില്‍</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;ഐ ആര്‍ ടി സി വികസിപ്പിച്ച ബയോ ഗ്യാസ് പ്ലാന്റ്&amp;nbsp; നിര്‍മ്മാണവുമായി ബന്ധപ്പെട്ടു പ്രവര്‍ത്തകര്‍ക്കുള്ള പരിശീലനം ജൂലൈ ൩൦, ൩൧ തീയതികളില്‍ മയ്യില്‍ നടക്കും. &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/6209670319051712076-8630961390615433708?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/8630961390615433708/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/07/blog-post_27.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/8630961390615433708'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/8630961390615433708'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/07/blog-post_27.html' title='ബയോ ഗ്യാസ് പ്ലാന്റ് പരിശീലനം മയ്യില്‍'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-6183088341068925312</id><published>2011-07-05T13:06:00.005+05:30</published><updated>2011-07-13T13:33:21.062+05:30</updated><title type='text'>രസതന്ത്ര വര്‍ഷം ക്ലാസ്സുകള്‍ക്കു ഉപയോഗിക്കാന്‍ സ്ലൈഡ്</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: left;"&gt;&amp;nbsp;രസതന്ത്ര വര്‍ഷം ക്ലാസ്സുകള്‍ക്കു ഉപയോഗിക്കാന്‍&lt;br /&gt;&lt;span style="color: red;"&gt;അടുക്കളയിലെ രസതന്ത്രം&lt;/span&gt; സ്ലൈഡ് ഇവിടെയുള്ള&amp;nbsp;ലിങ്കില്‍&amp;nbsp;&amp;nbsp;ഞെക്കുക.. &amp;nbsp; &amp;nbsp;&lt;span style="color: red;"&gt;&amp;nbsp;&lt;a href="http://www.scribd.com/doc/59337601/Adukkalayile-Rasathanthram"&gt;www.scribd.com/doc/59337601/Adukkalayile-Rasathanthram&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;"krishiyile rasathanthram" &lt;/b&gt;&lt;/span&gt;സ്ലൈഡ്&amp;nbsp;ഇവിടെയുള്ള&amp;nbsp;ലിങ്കില്‍&amp;nbsp;&amp;nbsp;ഞെക്കുക..&amp;nbsp;&lt;span class="Apple-style-span" style="color: red;"&gt;&lt;a href="http://www.scribd.com/doc/59579504/Krishiyile-Rasathantram"&gt;http://www.scribd.com/doc/59579504/Krishiyile-Rasathantram&lt;/a&gt;&lt;/span&gt;&lt;/div&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/6209670319051712076-6183088341068925312?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/6183088341068925312/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/07/blog-post.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6183088341068925312'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6183088341068925312'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/07/blog-post.html' title='രസതന്ത്ര വര്‍ഷം ക്ലാസ്സുകള്‍ക്കു ഉപയോഗിക്കാന്‍ സ്ലൈഡ്'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2309218343028376642</id><published>2011-06-29T11:50:00.002+05:30</published><updated>2011-07-05T19:29:37.002+05:30</updated><title type='text'>രസതന്ത്ര വര്‍ഷം ക്ലാസുകള്‍ ജൂലൈ 2 നു  തുടങ്ങും.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-dydIbVjXVhM/Tg6sB6ImiOI/AAAAAAAAAJg/MxGo7CpKB24/s1600/IMG_0134.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-dydIbVjXVhM/Tg6sB6ImiOI/AAAAAAAAAJg/MxGo7CpKB24/s320/IMG_0134.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;അന്താരാഷ്ട്ര രസതന്ത്ര വര്‍ഷം ആചരിക്കുന്നതിന്റെ ഭാഗമായി ജില്ലയില്‍ വിപുലമായി ശാസ്ത്ര ക്ലാസുകള്‍ നടത്താന്‍ കേരള ശാസ്ത്ര സാഹിത്യ പരിഷത്ത് ജില്ല കമ്മറ്റി തീരുമാനിച്ചു. ജില്ല തല റിസോര്‍സ്&amp;nbsp; പരിശീലനം കണ്ണൂര്‍ മുനിസിപല്‍ ഹൈസ്കൂളില്‍ നടന്നു. പരിഷത്ത് ജില്ല സെക്രട്ടറി ടി.വി.നാരായണന്‍ ( രസതന്ത്ര വര്‍ഷത്തിന്റെ പ്രസക്തി ) കണ്ണൂര്‍ എന്ജിനീയരിംഗ് കോളേജിലെ സുകേഷ് (അടുക്കളയിലെ രസതന്ത്രം, ഉപഭോഗ വസ്തുക്കളുടെ ശാസ്ത്രം) കേന്ദ്രിയ വിദ്യാലയത്തിലെ ടി. ഗോപാലന്‍ മാസ്ടര്‍ (മനുഷ്യ ശരീരത്തിലെ രസതന്ത്രം), മനോജ്കുമാര്‍ പി വി, സനല്‍കുമാര്‍&amp;nbsp; (കൃഷിയിലെ രസതന്ത്രം) എന്നിവര്‍ ക്ലാസ്സെടുത്തു.&amp;nbsp; സംശയങ്ങള്‍ക്കുള്ള മറുപടി പറഞ്ഞത് പ്രൊഫ.പി. ഗോവിന്ദന്‍ (റിട്ട.പ്രൊഫ. ബ്രെന്നന്‍ കോളേജു തലശ്ശേരി.)&amp;nbsp;&amp;nbsp; ക്ലാസ്സുകളുടെ ജില്ല തല ഉദ്ഘാടനം &amp;nbsp; ജൂലൈ 2 നു നടക്കും. മേഖല തല ഉദ്ഘാടനങ്ങള്‍ ജൂലൈ 3 നു നടക്കും. ജില്ലയിലാകെ ആയിരം ക്ലാസ്സുകള്‍ തുടര്‍ന്നു നടക്കും.&amp;nbsp; &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Y49CCAuL2wk/Tg6sUNgrOUI/AAAAAAAAAJk/KcACyh-Ehnw/s1600/IMG_0143.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="150" src="http://1.bp.blogspot.com/-Y49CCAuL2wk/Tg6sUNgrOUI/AAAAAAAAAJk/KcACyh-Ehnw/s200/IMG_0143.JPG" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&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/6209670319051712076-2309218343028376642?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2309218343028376642/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/2.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2309218343028376642'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2309218343028376642'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/2.html' title='രസതന്ത്ര വര്‍ഷം ക്ലാസുകള്‍ ജൂലൈ 2 നു  തുടങ്ങും.'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-dydIbVjXVhM/Tg6sB6ImiOI/AAAAAAAAAJg/MxGo7CpKB24/s72-c/IMG_0134.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-3218400787300554463</id><published>2011-06-24T16:03:00.001+05:30</published><updated>2011-07-02T11:09:24.956+05:30</updated><title type='text'>വിഷയസമിതി സംഗമം 26 നു</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-h2IKkmGAPP4/Tg6tHj7nqRI/AAAAAAAAAJo/u1a3DIAlNrk/s1600/IMG_0129.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://3.bp.blogspot.com/-h2IKkmGAPP4/Tg6tHj7nqRI/AAAAAAAAAJo/u1a3DIAlNrk/s200/IMG_0129.JPG" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;കേരള ശാസ്ത്ര സാഹിത്യ പരിഷത്ത് ജില്ല കമ്മറ്റി സംഘടിപ്പിക്കുന്ന വിഷയസമിതി സംഗമം ജൂണ്‍ 26 നു നടന്നു . ജനറല്‍ സെക്രട്ടറി ടി പി ശ്രീശങ്കര്‍ ഉദ്ഘാടനം ചെയ്തു . ആരോഗ്യം, പരിസരം, വിദ്യാഭ്യാസം, ജെന്റെര്‍ എന്നീ നാല് വിഷയ സമിതികളുടെ കൂടിച്ചേരല്‍ അതതു മേഖലകളിലെ വിദഗ്ധര്‍, പ്രവര്‍ത്തകര്‍ തുടങ്ങിയവര്‍ പങ്കെടുത്തു.&amp;nbsp; രാവിലെ ൧൦ മണിക്ക് കണ്ണൂര്‍ മുനിസിപല്‍ ഹൈ സ്കൂളിലാണ് പരിപാടി. സംസ്ഥാന വിഷയ സമിതികളില്‍ നിന്നും വി.ഹരിലാല്‍ (പരിസരം), മനോജ്‌ (ആരോഗ്യം), ഓ.എം.ശങ്കരന്‍, പി.വി.പുരുഷോത്തമന്‍ (വിദ്യാഭ്യാസം) തുടങ്ങിയവര്‍ നേതൃത്വം നല്‍കി. &lt;/div&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/6209670319051712076-3218400787300554463?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/3218400787300554463/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/26.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3218400787300554463'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3218400787300554463'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/26.html' title='വിഷയസമിതി സംഗമം 26 നു'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-h2IKkmGAPP4/Tg6tHj7nqRI/AAAAAAAAAJo/u1a3DIAlNrk/s72-c/IMG_0129.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-5460231764638813982</id><published>2011-06-23T15:26:00.002+05:30</published><updated>2011-06-24T15:57:18.938+05:30</updated><title type='text'>രസതന്ത്ര വര്‍ഷം  അധ്യാപക പരിശീലനം</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&amp;nbsp;&lt;/div&gt;രസതന്ത്ര വര്‍ഷം&amp;nbsp; 2011 ആചരിക്കുന്നതിന്റെ ഭാഗമായി അധ്യാപക പരിശീലനം&amp;nbsp; നടത്തി. പരിഷത്ത് കണ്ണൂര്‍ ജില്ല പഠന കേന്ദ്രം, സയന്‍സ്ക്ലബ്&amp;nbsp; അസോസിയേഷന്‍, കൃഷ്ണമേനോന്‍ സ്മാരക വനിതാ കോളേജ് എന്നിവര്‍ സംയുക്തമായി സംഘടിപ്പിച്ച ഏകദിന ശില്പശാല വനിതാ കോളേജ് പ്രിന്‍സിപ്പല്‍ പ്രൊഫ്‌. പ്രദീപ്‌ ഉദ്ഘാടനം ചെയ്തു. വിദ്യാഭ്യാസ ഡപുടി ഡയരക്ടര്‍ പി കെ അയ്യപ്പന്‍ അധ്യക്ഷനായി. അടുക്കളയിലെ രസതന്ത്രം എന്ന വിഷയം കോഴിക്കോട് സര്‍വകലാശാലയിലെ പ്രൊഫ്‌. പി.&amp;nbsp; മുഹമ്മദ്‌ ഷാഫി യും മനുഷ്യ ശരീരത്തിലെ രസതന്ത്രം എന്ന വിഷയം കണ്ണൂര്‍ കേന്ദ്രിയ വിദ്യാലയത്തിലെ ടി ഗോപാലന്‍ മാസ്ടരും ഉപഭോഗ വസ്തുക്കളിലെ രസതന്ത്രം എന്ന വിഷയം പ്രൊഫ്‌. എന്‍. കെ. ഗോവിന്ദനും അവതരിപ്പിച്ചു. &lt;/div&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/6209670319051712076-5460231764638813982?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/5460231764638813982/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/blog-post.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/5460231764638813982'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/5460231764638813982'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/blog-post.html' title='രസതന്ത്ര വര്‍ഷം  അധ്യാപക പരിശീലനം'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-1758926416976166882</id><published>2011-06-14T16:15:00.000+05:30</published><updated>2011-06-14T16:15:34.062+05:30</updated><title type='text'>വിക്കിപീഡിയ സംഗമം നടത്തി</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;വിക്കിപീഡിയ പ്രവര്‍ത്തകരുടെ നാലാമത് സംഗമം ജൂണ്‍ ൧൧ നു കണ്ണൂരില്‍ നടന്നു. ജില്ല ലൈബ്രറി കൌണ്‍സില്‍, പരിഷത്ത് ജില്ല പഠന കേന്ദ്രം എന്നിവരാണ് സംഘാടകര്‍  . മുതിര്‍ന്ന പരിഷത്ത്&amp;nbsp; പ്രവര്‍ത്തകനും കേരള സര്‍വകലാശാല മുന്‍ വൈസ് ചന്സില്ലരുമായ ബി. ഇക്ബാല്‍ ഉദ്ഘാടനം ചെയ്തു.&amp;nbsp; സിദ്ധാര്‍ത്ഥന്‍ സ്വാഗതം പറഞ്ഞു. പരിഷത്ത് ജില്ല സെക്രട്ടറി ടി വി നാരായണന്‍ , ലൈബ്രറി കൌന്‍സില്‍ ജില്ല സെക്രട്ടറി പി കെ ബൈജു സംസാരിച്ചു. ഷിജു അലക്സ്‌, അനൂപ്‌,&amp;nbsp; ബിശാക ദത്ത , ഹിഷാം മുണ്ടോള്‍ തുടങ്ങിയവര്‍ സംസാരിച്ചു. മലയാളത്തിലെ തെരഞ്ഞെടുത്ത പുസ്തകങ്ങള്‍ സമാഹരിച്ചു തയ്യാറാക്കിയ വിക്കി&amp;nbsp; ഗ്രന്ഥശാല സി ഡി പ്രകാശനം ചെയ്തു.&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/6209670319051712076-1758926416976166882?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/1758926416976166882/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/blog-post_14.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1758926416976166882'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1758926416976166882'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/blog-post_14.html' title='വിക്കിപീഡിയ സംഗമം നടത്തി'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2908908451146206446</id><published>2011-06-04T14:56:00.005+05:30</published><updated>2011-06-14T16:16:53.855+05:30</updated><title type='text'>ജൂണ്‍ 5 പരിസര ദിനം</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-o1LOymPRS9Q/Te3wV6h9mNI/AAAAAAAAAJE/VrqIt6nAWcM/s1600/IMG_0224%255B1%255D.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-o1LOymPRS9Q/Te3wV6h9mNI/AAAAAAAAAJE/VrqIt6nAWcM/s320/IMG_0224%255B1%255D.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;ജൂണ്‍ 5 പരിസര ദിനം&lt;br /&gt;&lt;br /&gt;ലോക പരിസര ദിനമായ ജൂണ്‍ 5 നു  ജില്ലയിലെ നൂറു കേന്ദ്രങ്ങളില്‍ വിവിധ പ്രവര്‍ത്തനങ്ങള്‍ നടക്കും. യൂനിടു  പ്രവര്‍ത്തകരും ബാലവേദി കൂട്ടുകാരും ചേര്‍ന്ന് റാലി, മരം നടല്‍,  ക്ലാസ്സുകള്‍, പ്രദര്‍ശനങ്ങള്‍ തുടങ്ങിയവ ആസൂത്രണം ചെയ്തിരിക്കുന്നു. വിശദ  വിവരങ്ങള്‍ക്ക് അടുത്തുള്ള പരിഷത്ത് യൂനിട്ടുമായി ബന്ധപ്പെടുക. &lt;b&gt;Please visit:&lt;br /&gt;&lt;a href="http://www.kssp.in/"&gt;www.kssp.in&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-SzYcLqNFZYE/Te3wvepJ8YI/AAAAAAAAAJM/AbIGH_ZV2Q4/s1600/IMG_0226%255B1%255D.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-SzYcLqNFZYE/Te3wvepJ8YI/AAAAAAAAAJM/AbIGH_ZV2Q4/s320/IMG_0226%255B1%255D.JPG" width="320" /&gt;&lt;/a&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/6209670319051712076-2908908451146206446?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2908908451146206446/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/5.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2908908451146206446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2908908451146206446'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/5.html' title='ജൂണ്‍ 5 പരിസര ദിനം'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-o1LOymPRS9Q/Te3wV6h9mNI/AAAAAAAAAJE/VrqIt6nAWcM/s72-c/IMG_0224%255B1%255D.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-6980966375153208242</id><published>2011-06-04T14:33:00.003+05:30</published><updated>2011-06-04T14:43:38.521+05:30</updated><title type='text'>ലോകപരിസ്ഥിതി ദിനം ക്ലാസിനുള്ള കുറിപ്പ്</title><content type='html'>&lt;b&gt;കേരള ശാസ്ത്രസാഹിത്യ പരിഷത്ത് - കണ്ണൂര്‍&lt;br /&gt;ജൂണ്‍ 5 - ലോകപരിസ്ഥിതി ദിനം&lt;br /&gt;ക്ലാസിനുള്ള കുറിപ്പ്&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;ഈ വര്‍ഷത്തെ പരിസ്ഥിതിദിന സന്ദേശം " വനം - പ്രകൃതി ഒരുക്കിയ&lt;br /&gt;സേവനം" ( Forest- Nature at your service ) എന്നതാണ്.&lt;br /&gt;2011 അന്താരാഷ്ട്ര വനവര്‍ഷമായി ആചരിക്കുന്നതുകൊണ്ടുതന്നെ ഈയൊരു&lt;br /&gt;സന്ദേശത്തിന് പ്രസക്തിയുണ്ട്. ഐക്യരാഷ്ട്രസഭയുടെ കീഴിലുള്ള UNEP&lt;br /&gt;(United Nations Environment Programme) ആണ് ഓരോ വര്‍ഷവും പരിസ്ഥിതിദിന സന്ദശം ആവിഷ്ക്കരിക്കുന്നത്. UNEP യുടെ നേതൃത്വത്തില്‍ ഈ വര്‍ഷം നടക്കുന്ന പരിസ്ഥിതി ദിനാചരണത്തിന്റെ  &lt;br /&gt;ആതിഥേയരാജ്യം ഇന്ത്യയാണ്. ആദ്യമായാണ് നമ്മുടെ രാജ്യം പരിസ്ഥിതി ദിനാചരണത്തിന്റെ ആതിഥേയരാജ്യം ആകുന്നത്. ന്യൂ‍‍ഡല്‍ഹിയിലും ബങ്കുളൂരുവിലും പരിസ്ഥിതി ദിനാചരണപ്രവര്‍ത്തനങ്ങള്‍ക്ക്&lt;br /&gt;ഇതിനകം തുടക്കം കുറിച്ചിട്ടുണ്ട്.&lt;br /&gt;എന്തുകൊണ്ട് വനസംരക്ഷണം?&lt;br /&gt;• ലോകത്തുള്ള ശുദ്ധജലത്തിന്റെ മുക്കാല്‍ ഭാഗത്തിന്റെയും ഉറവിടം വനമാണ്.&lt;br /&gt;• വനങ്ങള്‍ അന്തരീക്ഷത്തിലെ കാര്‍ബണ്‍ഡയോക്സയിഡിനെ സ്വീകരിച്ച് ആഗോളതാപനത്തിന്റെ തോത് കറയ്ക്കുന്നു.&lt;br /&gt;• കരയിലെ ജൈവവൈവിധ്യത്തിന്റെ 80% ല്‍ കൂടുതലും വനത്തിലാണ്.&lt;br /&gt;• മിക്ക പുഴകളുടെയും ഉത്ഭവസ്ഥാനം വനങ്ങളാണ്.&lt;br /&gt;• 300 മില്യണ്‍ ജനങ്ങള്‍ പൂര്‍ണമായും വനത്തെ ആശ്രയിച്ച് ജീവിക്കുന്നു.&lt;br /&gt;• വനങ്ങള്‍ ഒരു പ്രദേശത്തെ  സൂക്ഷ്മകാലാവസ്ഥയെ സ്വാധീനിക്കുന്നു - മഴ കൂടുതല്‍ ലഭ്യമാക്കുന്നു.&lt;br /&gt;• വെള്ളപ്പൊക്കത്തെയും കൊടുങ്കാറ്റിനെയും തട‍ഞ്ഞുനിര്‍ത്തുന്നു.&lt;br /&gt;• &lt;br /&gt;•  &lt;br /&gt;വനനശീകരണം!!!!&lt;br /&gt;• ഓരോ വര്‍ഷവും 5.2 മില്യണ്‍ ഹെക്ടര്‍ വനം നശിപ്പിക്കപ്പെടുന്നു (UNEP Report)&lt;br /&gt;• ഓരോ സെക്കന്റിലും ഒന്നര ഏക്കര്‍ മഴക്കാടുകള്‍ ഇല്ലാതാവുന്നു.&lt;br /&gt;• &lt;br /&gt;വനനശീകരണം- പ്രത്യാഘാതം:&lt;br /&gt;• ആഗോളതാപനം - ധ്രുവപ്രദേശത്തെ മ‍ഞ്ഞുരുകി കടല്‍ ജലനിരപ്പ് ഉയരുന്നു- തീരപ്രദേശം കടലിനടി&lt;br /&gt;യിലാവുന്നു. പര്‍വതങ്ങളിലെ ഹിമത്തിന്റെ അളവ് കുറയുന്നു - ഗംഗ പോലുള്ള നദികള്‍ വേനല്‍കാല&lt;br /&gt;ത്ത് വറ്റുന്നു - രൂക്ഷമായ ഭക്ഷ്യക്ഷാമം.&lt;br /&gt;• ശുദ്ധജല ക്ഷാമം - ( ഇന്ന് ഓരോ ദിവസവും 5000 ജനങ്ങള്‍ മലിനജലം കുടിക്കേണ്ടി വരുന്നതിനാല്‍ കൊല്ലപ്പെടുന്നുണ്ട്.)&lt;br /&gt;• പുഴകള്‍ വറ്റിവരളുന്നു.&lt;br /&gt;•  &lt;br /&gt;•   &lt;br /&gt;കേരളത്തിലെ വനങ്ങള്‍&lt;br /&gt;കാലാവസ്ഥ, സമുദ്രനിരപ്പില്‍ നിന്നുള്ള ഉയരം, ഭൂമധ്യരേഖയില്‍ നിന്നുള്ള അകലം, മനുഷ്യന്റെ ഇടപെടല്‍ എന്നിവയാണ് ഒരു പ്രത്യേകസ്ഥലത്തെ വനത്തിന്റെ സ്വഭാവവിശേഷം നിര്‍ണയിക്കുന്നത്. ഇതിന്റെ അടിസ്ഥാനത്തില്‍ ഇന്ത്യയിലെ വനങ്ങളെ ആറ് വിശാലമേഖലകളായി തിരിച്ചിട്ടുണ്ട്.&lt;br /&gt;1. ഉഷ്ണമേഖലയിലെ നനവാര്‍ന്ന വനങ്ങള്‍&lt;br /&gt;2. ഉഷ്ണമേഖലയിലെ ശുഷ്കവനങ്ങള്‍&lt;br /&gt;3. പര്‍വത മിതോഷ്ണമേഖലാവനങ്ങള്‍&lt;br /&gt;4. പര്‍വത മിതശീതോഷ്ണമേഖലാവനങ്ങള്‍&lt;br /&gt;5. സബ് ആല്‍പയിന്‍ വനങ്ങള്‍&lt;br /&gt;6. ആല്‍പയിന്‍ സ്ക്രബ്&lt;br /&gt;ഈ 6 മേഖലകളെ 16 ഗ്രൂപ്പുകളായും വിവിധ ഉപഗ്രൂപ്പുകളായും തരം തിരിച്ചിട്ടുണ്ട്. ഒന്നാമത്തെ മേഖലയില്‍പെട്ട വനങ്ങളാണ് കേരളത്തില്‍ ഭൂരിഭാഗവും.&lt;br /&gt;കേരളത്തിലെ വനങ്ങളെ പ്രധാനമായും താഴെകൊടുത്ത രീതിയില്‍ തരം തിരിക്കാം.&lt;br /&gt;1. നിത്യഹരിത വനങ്ങള്‍&lt;br /&gt;2. അര്‍ധ നിത്യഹരി വനങ്ങള്‍&lt;br /&gt;3.ആര്‍ദ്ര ഇലപൊഴിയും വനങ്ങള്‍&lt;br /&gt;4. ശുഷ്ക ഇലപൊഴിയും വനങ്ങള്‍&lt;br /&gt;5. പുല്‍മേടുകളും ചോലക്കാടുകളും&lt;br /&gt;&lt;a href="http://www.unep.org"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6209670319051712076-6980966375153208242?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/6980966375153208242/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/5-forest-nature-at-your-service.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6980966375153208242'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6980966375153208242'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/5-forest-nature-at-your-service.html' title='ലോകപരിസ്ഥിതി ദിനം ക്ലാസിനുള്ള കുറിപ്പ്'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-1217300977691637436</id><published>2011-06-04T07:31:00.000+05:30</published><updated>2011-06-04T07:31:33.244+05:30</updated><title type='text'>Classification of kerala forests</title><content type='html'>Classification of Kerala Forests&lt;br /&gt;Semi-evergreen forests&lt;br /&gt;Semi-evergreen forests (west coast semi-evergreen forests) are generally considered as a transitional stage between evergreen and moist deciduous forests. It is also found in localities where the evergreen forests are subjected to high disturbances. These forests occur between 600 to 800 m and in some places it extends up to 900 m. Animal species such as lion tailed macaque, Nilgiri langur, Nilgiri marten, small Travancore flying squirrel, brown mongoose, Malabar civet, and many birds such as the great Indian hornbill and the Bourdillon's great eared night jar occupy specific niches in these forests. &lt;br /&gt;The floristic composition is an admixture of both evergreen and deciduous species in the top storey. The prominent evergreen species are Artocarpus heterophyllus, Bischofia javanica, Calophyllum elatum, Euvodia lunuankenda, Hopea ponga, Mangifera indica, Mesua ferrea and Myristica dactyloides. The deciduous floral elements include Acrocarpus fraxinifolius, Bombax ceiba, Chukrasia tabularis, Dalbergia latifolia, Grewia tiliaefolia, Lagerstroemia microcarpa, Pterospermum sp., Terminalia bellirica and Toona ciliata. The species occurring in the lower layer are the same as seen in the evergreen forests.&lt;br /&gt;Southern Hill top Tropical Evergreen Forest&lt;br /&gt;It is an inferior variety of the typical evergreen forest, reaching to a maximum height of only 10 m. &lt;br /&gt;Distribution: This type of forest abounds in the Andamans and Western Ghats. They are usually seen on the slopes and tops of hills.&lt;br /&gt;Locality factors: High winds, less favourable soil and climatic conditions restrict the formation of a climax. Rainfall is usually high, over 4500 mm and humidity is high even during periods of scanty rainfall.&lt;br /&gt;Floristics: Top canopy trees &amp; Second storey trees - Artocarpus heterophyllus, Canarium strictum, Cedrela toona, Cullenia exarillata, Dysoxylum malabaricum, Elaeocarpus seratus, Eugenia species, Holigarna beddomei, Mesua ferrea.&lt;br /&gt;Bamboos :– Ochlandra travancorica&lt;br /&gt;Shrubs: Pandanus spp, Strobilanthes spp&lt;br /&gt;Climbers: – Calamus spp&lt;br /&gt;West coast tropical evergreen Forest &lt;br /&gt;These are dense evergreen forests with lofty trees of 45 m or more height. A large number of species occur mixed together. This makes the canopy extremely dense. Ferns, mosses, aroids and orchids are seen in plenty. The undergrowth consists of cane, creeping bamboo, and palms. With the increase in elevation and rainfall, the height of the forest diminishes, though it remains dense and evergreen, changing into the stunted wet sub-tropical forest.&lt;br /&gt;Distribution: Enjoys a wide distribution over the Western Ghats&lt;br /&gt;Locality Factors : It is seen in an altitudinal range of about 250-1200 m.The rainfall varies from 1500-5000mm. &lt;br /&gt;Floristics: These forests are characteristic in having a high proportion of Mesua ferrea, Palaquium ellipticum, Cullenia exarillata and Calophyllum elatum. The absence of Hopea parviflora and Dipterocarpus indicus needs mention. &lt;br /&gt;Top canopy trees: Artocarpus hirsutus, Bischofia javarnica, Canarium strictum, Calophyllum elatum, and Dysoxylum malabaricum&lt;br /&gt;Second storey trees: Actinodaphne hookeri, Cinnamomum zeylanicum, Euphoria longana, Myristica beddomei, Vateria indica.&lt;br /&gt;Shrubs: Leea indica, Pandanus spp, Strobilanthes spp, Rubiaceae&lt;br /&gt;No grass in undistributed forest.&lt;br /&gt;Climbers :– Climbers on the whole are not woody&lt;br /&gt;Wet evergreen and semi-evergreen climax forests&lt;br /&gt;In Kerala, wet evergreen forests are mostly confined to the windward side of the WG, where the rainfall is above 2000mm. By taking into account the distribution pattern of certain charactristic species, which reflect the climatic variations, the forests are further subdivided into eight main floristic types and three facies. All these types are classified according to low (0-800m), medium (800-1450m) and high (1400-1800m). The medium elevation forests in some places may appear at lower elevation (650 m ) due to local variations in the moisture and exposure.&lt;br /&gt;Deciduous Forest&lt;br /&gt;Based on the moisture regime, moist deciduous forests are divided into primary/climax or secondary moist deciduous forests. The primary moist deciduous forests generally occupy the rainfall zone of 1500 to 1800 mm, as a transition between wet evergreen and dry deciduous forests. The secondary moist deciduous forests occur within the potential area of wet evergreen formations, where the rainfall is more than 2000 mm. Although the floristic composition is almost similar in both the types, the relative dominance of certain species varies.&lt;br /&gt;Secondary Dry Deciduous Forests&lt;br /&gt;These are inferior climax forests predominated by poorly shaped, small sized trees. Sandal is also seen in such forests.&lt;br /&gt;Distribution: They are seen distributed in dry deciduous forests and intruding into the drier parts of moist deciduous forests. &lt;br /&gt; Locality Factors: The soil surface is hard and impervious due to exposure and trampling effected by heavy grazing, fuel and timber collection. &lt;br /&gt;Floristic: Top canopy trees – Bombax ceiba, Grewia tiliaefolia, Schleichera oleosa, Tectona grandis&lt;br /&gt;Second storey – Feronia limonia, Santalum album Shrubs – Dodonaea viscosa, Lantana camara&lt;br /&gt;&lt;br /&gt;Southern Dry Deciduous Forests &lt;br /&gt;The sub group differs from the dry teak forest species-wise, though typical plants like Boswellia are conspicuous. Heavy grazing invigorates growth of thorny species. Bamboo is mostly absent and of poor quality, if present. Climbers are rarely seen.&lt;br /&gt;Distribution: It occurs throughout peninsular India, especially in drier localities.&lt;br /&gt;Locality factors: The rainfall varies from 875 mm –1125mm on dry sites and soils. The shallow soiled, well-drained hillsides and the undulating grounds have identical forests, making it difficult to establish the relation of site and climate to the forest in situ. &lt;br /&gt;Floristic: Diospyros tomentosa, Chloroxylon swietenia, Hardwickia binata, Boswellia serrata&lt;br /&gt;Primary moist deciduous forests (Lagerstroemia microcarpa – Tectona grandis – Dillenia pentagyna type – LTD)&lt;br /&gt;Primary deciduous forests are found in isolated patches between the Anamalai and Wayanad plateaus. Denser part of this type is the form of woodland and savanna woodland. Dillenia pentagyna and Tabernaemontana heyneana are characteristic species of this type. Lagerstroemia microcarpa and Tectona grandis, together with other species such as Anogeissus latifolia, Dalbergia paniculata, Pterocarpus marsupium, Terminalia paniculata, Hymenodictyon excelsum, Haldina cordifolia are common.&lt;br /&gt;Secondary moist deciduous forests:&lt;br /&gt;In kerala secondary forests cover larger areas than the primary type, mostly in the form of dense forests and woodland to savanna woodland. Especially on the steep slopes, they are found as tree savanna. Floristically, there are similar to primary moist deciduous however, some deciduous species like Dillenia pentagyna, Tabernaemontana heyneana, Strychnos nux-vomica, and Xylia xylocarpa, are relatively more common than in the primary forests. Tectona grandis, which is extensively planted, has also been found mixed with other species in dense formations. In the dense forests often there is dominance of evergreen species like Ixora brachiata, Olea dioica, Persea macrantha, Dimocarpus longan, Flacourtia montana etc.&lt;br /&gt;Dry Deciduous forests&lt;br /&gt;With in the given rainfall regime, dry deciduous forests in Kerala State are rare. They are confined to northern slope of Anamalai in Chinnar Wild life Sanctuary, eastern part of Mannarkad Division, and South Wayanad Wildlife Sanctuary where the rainfall is less than 1200 mm. The physiognomic structure of these dry deciduous forests is highly variable, due to impoverishment of soil, especially on steep slopes, and also due to anthropogenic pressures including fire and grazing. Three types of dry deciduous forests have been recognized.&lt;br /&gt;Albizia amara –Acacia spp. Gyrocarpus asiaticus type (AAG)&lt;br /&gt;This type is found only in Chinnar Wild life Sanctuary, up to 650 m. On the lower slopes, Acacia chundra and A.leucophloea are characteristic species, particularly in the scrub woodland and thickets. Albizia amara, Erythroxylum monogynum, Dichrostachys cinerea and Chloroxylon swietenia, and Hardwickia binata are the other common species of this type.&lt;br /&gt;On the slopes, especially on skeletal soils, tree savannas are the prominent formations. In such habitat Gyrocarpus asiaticus, with metallic-coloured bark, is the characteristic species, along with other slope-loving species, like Cochlospermum religiosum, Givotia rottleriformis, Sterculia urens and Commiphora caudate.&lt;br /&gt;Anogeissus latifolia – Pterocarpus marsupium – Terminalia spp. type (APT)&lt;br /&gt;This type is found above 600 m in Mannarkad Division (northern part) and Chinnar WLS. As it is generally found on slopes, physiognomy varies from savanna woodland to tree savanna. Apart from the species mentioned in this type Dalbergia paniculata, D.latifolia, Emblica officinalis, Kydia calycina and Grewia tiliifolia are also common. &lt;br /&gt;Anogeissus latifolia – Tectona grandis – Terminalia spp.type (ATT) &lt;br /&gt;This type is found only in the South Wayanad WLS. It is generally represented by dense forest and woodland to savanna woodland. Compared to adjacent primary moist deciduous forests, here the species like Dillenia pentagyna, Alstonia scholaris, Callicarpa tomentosa disappear and the species mentioned in the type become dominant. Other common species include Diospyros melanoxylon, Madhuca latifolia, Emblica officinalis, Lagerstroemia parviflora Careya arborea etc. In some poorly drained low-lying areas Shorea roxburghii become conspicuous.&lt;br /&gt;Grass lands&lt;br /&gt;In Kerala grasslands are generally found above 1500 m. The grasslands, which are also called as ‘shrub-savanna’ are characterised by herbaceous and shrubby species mixed with grasses. &lt;br /&gt;The grasslands below 1800 m that are adjacecnt to medium or high elevation evergreen forests, are often found with sparse trees, represented by Wendlandia thrysoidea, Glochidion spp. Terminalia chebula, Emblica officinalis, Careya arborea, Briedelia crenulata; in some places a dwarf palm. Phoenix is found in patches. At this elevation range, grasses are tall, and reach the height up to 1.5 m. They are commonly represented by Androprogon lividus, Arundinella purpurea, Agrostis peninsularis, Chrysopogon zeylanicus, Eulalia phaeothrix, Sehima nervosum, Heteropogon contortus, Eulalia sp, Themeda sp, Ischaemum indicum, and Tripogon bromoides. In cattle grazed and frequently burnt areas, unpalatable Cymbopogon flexuous and Pteridium, a fern are frequent. &lt;br /&gt;The grasses in this zone are mixed with other herbs like Crotalaria, Desmodium, Hypericum, Knoxia, Leucas, Lobelia, Osbeckia etc. Phlebophyllum kunthianum, a monocarpic shrub species, often dominates the grass land landscape. &lt;br /&gt;At above 1800 m, especially in the Anamalai region (Eravikulam and Munnar) grasslands are more specialised. During the colder months, the minimum temperature often goes below zero degree centigrade. In this zone grass layer is less than 1m and is represented by Andropogon foulkesii, Anthistiria ciliata, Arundinella spp., Arundinaria villosa, Bothriochloa pertusa, Chrysopogon orientalis, Cymbopogon spp.,Eragrostis nigra, Eulalia spp., Heteropogon contortus , Isachne spp., Themeda spp., Tripogon bromoides and Zenkeria elegans. &lt;br /&gt;Among Shrubby elements Berberis tinctoria, Gaultheria frangrantissima, Hypericum mysorense, Lobelia excelsa, Oldenlandia stylosa, Osbeckia wightianum, Pteridium aquiilnum, Rubus fairholmianus, Phlebophyllum kunthianus are particularly frequent. Rhododendron arboreum var. nilagiricum in the form of small tree is also sporadically seen in grasslands. &lt;br /&gt;The common herbaceous elements among grasses include Anaphalis spp., Campanula fulgens, Cassia spp., Crotalaria notonii, Cyanotis spp.,Indigofera pedicellata, Justicia simplex,Knoxia mollis, Leucas suffruticosa, Lilium neilgherrense, Oldenlandia articularis Polygala sibirica, Striga asiatica, Viola patrinii,and Wahlenbergia gracilis. In the swampy pockets Commelina spp., Centella asiatica, Drosera peltata, Fimbristylis uliginosa etc are common. . &lt;br /&gt;Mangroves&lt;br /&gt;Mangroves are wetland ecosystems formed by the assemblage of specialized plants and animals adapted to semi saline swamps along coasts.  Mangrove forests of Kerala are highly localized, but the species diversity of these mangroves and its associates are comparatively rich. It is confined to the upper reaches of estuaries, lagoons, backwaters and creeks. In Kerala mangroves are distributed in all the districts except Idukki, Pathanamthitta, Palakkad and Wayanad. Maximum extent is reported from Kannur district. The total extent of mangrove forests in the state is estimated to be less than 50km2 (Mohanan 1997) . Mangroves play an important role in the economy of coastal people through various ways. Mangroves provide excellent habitat for migratory birds, serve as breeding ground for many species of fishes and prawns helps in controlling pollution, rutting of husks etc.&lt;br /&gt;The important mangrove plants are&lt;br /&gt;Acanthus cillicifolius, Acrostichum aurem, Aegiceras corniculatum, Avicennia officinalis, A, rina, Azima tetracantha, Bruguiera gymnorrhiza, B. cylindrica, B sexangula, Excoecaria agallocha, E indica, Kandelia candel, Rhizophora apiculate, R mucronata, Sonneratia caseolaris, Calophyllum etc.  Some of these species that disappeared from the Kerala coast are Azima tetracantha an Ceriops tagal, Heritiera littoralis and Flagellaria indica have discourteous distribution. Calamus rotang and Syzygium travancoricum are some of the rare and endangered species found in the mangroves.&lt;br /&gt;The major threats to the mangrove forests are land reclamation for urbanization, intensive aquaculture felling of mangrove trees for fuel and fodder, unsustainable land use, ambiguity in ownership etc.&lt;br /&gt;Detailed Information&lt;br /&gt;&lt;br /&gt;Cullenia exarillata- Mesua ferrea- Palaqium ellipticum – Gluta travancorica type (CMPG) &lt;br /&gt;This type is confined to south of the Ariankavu Pass, between 8º20’N and 8º 50’ N. It is mainly defined by the altitudinal preference of Cullenia exarillata. This speceies is commonly found between 700 and 1400 m and seldom descends to 550 m in some moist valleys. Its latitudinal distribution goes up to 11º 55’N (Wayanad plateau.) Mesua ferrea and Palaqium ellipticum are widely distributed in both the low and medium elevation forests, however they tend to become more dominant at medium elevation. Gluta travancorica, a common canopy species is endemic to the south of the Ariankavu pass. The association of this species with the other three species (CMP) makes them a distinct medium elevation type. &lt;br /&gt;There are certain species, which are either exclusive to the CPMG type or rarely found in the other medium elevation type north of Ariankavu pass. They are represented by Calophyllum austroindicum, Garcinia rubro-echinata, Garcinia imbertii,Garcinia travancorica, Diospyros barberi, Atuna travancorica, Nageia wallichiana at canopy and subcanopy level; Memecylon subramanii, Popowia beddomeana, Memecylon gracile, Octotropis travancorica, Diotacanthus grandis, Goniothalamus rhynchantherus and Vernonia travancorica at undergrowth level.&lt;br /&gt;Nageia wallichiana ( Podocarpus) a sole indigenous Gymnosperm tree species in South India. In the WG it is found in the Agasthyamalai region (Periyar plateau) and in Anamalai region. In the Agasthyamalai region it is more common towards the eastern side as a canopy tree it forms with CMPG type, at above 1000 m. In the other two regions, they are rare in the CMP type of forests.&lt;br /&gt;The species, which are also characteristic in this facies include Elaeocarpus venustus, Eugenia floccosa, Aglaia bourdilloni, Actinodaphne campanulata and Syzygium microphyllum. Bentinckia codapanna, an endemic palm is often found along the margins of the facies near the cliffs.&lt;br /&gt;Cullenia exarillata –Mesua ferrea – Palaquium ellipticum type (CMP) &lt;br /&gt;This type occupies the WG of Kerala between the Ariankavu Pass and the Brahmagiri Ghat in Wayanad. The lower limit of the type on the western side of the Ghats locally varies from 550 to 750 m. The bioclimatic range of this type is generally similar to CMPG type except in the length of the dry season, which varies from 2 to 4 months. In the Elaimalai region, the entire CMP type has been converted into cardamom plantations. In these plantations, cardamom has been grown as undergrowth, while keeping the original canopy intact. In the dense forests, apart from the type species,other common canopy tree or emergent species are Diospyros sylvatica, Drypetes elata, Cinnamomum keralense, Syzygium gardneri, Dimocarpus longan, Aglaia lawii, Litsea oleoides and all these are widely distributed. In the second and third ensembles that are also broadly distributed include Agrostistachys meeboldii, Symphilia mallotiformis, Tricalysia apiocarpa, Myristica dactyloides. Homalium travancoricum and Diospyros paniculata. However, some species like Drypetes venusta, Semecarpus travancorica, Diospyros nilagirica, Litsea bourdillonii, Litsea keralana, Bhesa indica, Aglaia tomentosa , are found up to the Palghat Gap. Beyond the Gap, these species either disappear or become rare. In the fourth ensemble Ardisia pauciflora,Goniothalamus wightiana, Tabernaemontana gamblei, Psychotria anamalayana, Lasianthus jackianus are common.&lt;br /&gt;Dipterocarpus indicus – Dipterocarpus bourdillonii - Strombosia ceylanica type (DDS)&lt;br /&gt;This type covers a wide area in the WG between Ariankavu Pass and northern border of the Palaghat Gap (9ºn and11ºN). Its general bioclimatic conditions are similar to that of the DKS type, except for the mean temperature of the coldest month, which is higher than 20ºC &lt;br /&gt;Like in the previous type, Dipterocarpus indicus and Strombosia ceylanica are also characteristic species in this area. However, Kingiodendron pinnatum, which is dominant in the earlier types, has been replaced by gigantic Dipterocarpus bourdillonii. The distribution of both the Dipterocarpus are patchy due to over exploitation in the past. Dipterocarpus bourdillonii, which generally occurs at lower limits(&lt;450 m), is the most affected species. Currently it is encountered only along streams and in some inaccessible areas.Bulk of the DDS type is in the form of distributed forests. These forests were logged for several decades for hardwoods and softwoods. Due to this repeated logging several climax species like Vateria indica, Palaquium ellipticum, Calophyllum polyanthum, Otonephelium stipulaceum, Chrysophyllum roxburghii, Dipterocarpus indicus, Semecarpus auriculata, Poeciloneuron indicum, have become less frequent. However, species with wider ecological aptitude viz. Polyalthia fragrans, Pterygota alata, Artocarpus gomezianus, Antiaris toxicaria and Bombax ceiba have become common and taken over the canopy.DDS type is also dotted with swamps especially in Ranni (between Plapally and Erumeli) and Kannur Divisions. Some of these swamps are dominated by Humboldtia vahliana with looping stilt roots along with Myristicaceae members viz. Knema attenuata, Myristica dactyloides and Gymnacranthera canaricaDry Teak ForestThis sub-type occurs in areas having a rainfall of 900 mm-1300mm. It is characterized by shallow, porous or clayey soils and heavy grazing combined with frequent fires. Floristics: Top canopy trees – Tectona grandis, Anogeissus latifolia, Pterocarpus marsupium, Boswellia serrata,Terminalia tomentosa, T. paniculata, T bellirica Second storey trees: – Chloroxylon swietenia, Diospyros montana, Hardwickia binata, Cassia fistula, Wrightia tinctoria1.3 High elevation typeThe high elevation forests are generally confined to altitude between 1400 and 1800 m, where the mean temperature of the coldest month varies 14-16ºC and length of the dry period ranges from 2 to 3 months. Rainfall in the area varies between 3000 to 5000 mm. Structurally, the forests are stunted, with two ensembles, and canopy seldom exceeds 15 m. Two floristic types have been identified in these high elevation forests.Bhesa indica – Gomphandra coriacea – Litea spp. type (BGL)In the Western Ghats of Kerala , this type is found between the Ariyankavu Pass and Palghat gap, between 1400 and 1800 m. At this elevation range, several species of the lower elevations disappear or become very rare viz Cullenia exarillata, Palaquim ellipticum, Diospyros spp and Agrostistachys meeboldii. The family Annonaceae which is dominant at lower strata in both low and medium elevations, disappears completely at high elevation. However, some species that are less important at lower elevations become significant at higher elevation range. Gomphandra coriacea, vicariant of Gomphandra tetrandra of low elevation forest, become conspicuous at lower strata. Lauraceae, which tends to become common with the increase of elevation, manifest its highest diversity. Several other species like Schefflera capitata, Mastixia arborea, Archidendron clyparia, Hydnocarpus alpina, Cocculus laurifolius, Acronychia pedunculata, Isonandra spp. Meliosma spp., Symplocos spp are also common in this type.Schefflera spp. Meliosma arnottiana - Gordonia obtuse type (SMG)This type found in north of the Palaghat gap (between 1400 and 1800 m) as a transition between CMP of medium elevation and LSM of montane type. Compare to its counter part (BGL) type in the south of the Palaghat gap, SMG type requires 3 to 6 months dry period.Even though the species mentioned in this type is found through out the medium elevation and above, they reach their optimum presence in the above mentioned region. Among Araliaceae Schefflera capitata, S. micrantha, S.racemosa. S.wallichiana are common. Lauraceae (Litsea, Cinnamomum, Alseodaphne, Neolitsea) and Myrtaceae (Eugenia, Syzygium, Rhodomyrtus) become conscpious from this type and towards montane type.Lateritic Semi Evergreen ForestDistribution: These are forests, which come up in the latteric soils and characterized by the presence of Xylia xylocarpa.Floristics: Top Canopy trees – Xylia xylocarpa, Pterocarpus marsupium, Anogeissus latifolia, Grewia tiliifolia,Secondary storey trees – Briedelia retusa, Strychnos nuxvomica, Calycopteris floribundaShrubs – Adhatoda vasicaLittoral forestThis type of forest occurs along the coast having a fair width of sandy beach. The most important species is the tall evergreen, light-foliaged casuarina. In the absence of casuarina, smaller evergreen and deciduous trees form the dominant canopy. Locality Factors: The habitat exhibits pecularities, which needs mention. The sea sand has adequate lime content, but little nitrogen and mineral nutrients. Though the beach sand is coarse and porous, a high water table of brackish water is always maintained due to the proximity to the water body. The high insolation levels and sand-laden winds render the area suitable only to xerophytic plants. The mean annual temperature ranges from 26-29 degree Celsius. The rainfall received is around 5000 mm.Floristics: Species composition varies in different regionsLow elevation typesThe low elevation types are typically ‘Dipterocarp’ Forests. Structurally, they are all dense forests with four structural ensembles (sense Oldeman, 1974) and an emergent layer. Canopy height often reaches 35-45 m. Floristically, low elevation forests are grouped into three main typesDipterocarpus indicus: – Kingiodendron pinnatum – Strombosia ceylanica type (DKS)This type is confined to south of the Ariankavu Pass (8º 20’N to 9º 00’N), where the length of the dry season varies from 2 to 3 months. Like in the other two low elevation evergreen forest types, Dipterocarpus indicus is a characteristic canopy species. Kingiodendron pinnatum, yet another important canopy tree in the type, shows a peculiar distribution pattern. It is very rare in the low elevation wet evergreen type between the Ariyankavu Pass and the Palaghat Gap, however, becomes prominent again north of the Palaghat Gap. Strombosia ceylanica has a wide distribution throughout the WG, but is more common among the canopy trees of low elevation types, south of the Palaghat Gap.The denser part of the DKS type is represented by two facies, which are found above 8 º 40’N. Below, that, the DKS type is mostly in the form of fragments or in a degraded condition. Some of the big fragements are close to climax forests with the presence of Vateria indica, Kingiodendron pinnatum, Hopea parviflora, Mesua ferrea, and Strombosia ceylanica. Dipterocarpus indicus are rare in these fragments.The two facies that have been identified under DKS type, one is characterized by the local abundance of otherwise two geographically rare species (Hopea racophloea and Humboldtia decurrens ),and the other corresponds to a particular ecosystem adapted to water logged areas.(i) Hopea racophloea – Humboldtia decurrens faciesThis facies is confined to humid valleys between Kallar and Shendurni Rivers , west of Agastya malai. Although, the distribution of Hopea racophloea and Humboldtia decurrens goes beyond the Ariankavu Pass, their presence in DKS type is more conscipious than in any other regions. Hopea racophloea with exfoliating bark is a canopy tree. Its regeneration is always gregarious. Humboldtia decurrens, a caulifliorus tree with large winged pinnate leaves, is prominent in the third structural ensemble of the forest. Other common canopy trees are Vateria Indica, Artocarpus gomezianus, Otonephelium stipulaceum, Holigarna nigra, Cynometra sp. and ficus beddomei. Poeciloneuron indicum has been found in patches. semecarpus auriculata and semecarpus travancorica are common towards the lower limit of the type. Among the species of lower ensembles Diospyros paniculata, Fahrenheitia zeylanica, Diospyros humilis, Hydnocarpus macrocarpa, Knema attenuata, Cynometra bedlomei are important.Medium elevation types Medium elevation forests are structurally very similar to low elevation ones especially at the lower limits, they are tall (canopy 35-45 m) with four structural ensembles. Towards the upper limit, the forests are stunted with two or three ensembles (canopy &lt; 18 m ). They differ floristically from low elevation types due to disappearance of species like Dipterocarpus spp., Kingiodendron pinnatum etc. At this elevation range, the relative abundance of certain species like Strombosia ceylanica, Vateria indica, Diospyros bourdillonii etc. have also become less. Two main types and one facies have been recognized at medium elevationMoist Teak Bearing ForestHere, the teak found is usually of second and third quality. The overwood mostly comprises of deciduous species.Floristics: Top canopy trees - Terminalia tomentosa, Dalbergia latifolia, Bombax ceiba, Lannea coromandelica, Albizia lebbeckSecond storey trees – Xylia xylocarpa, Wrightia tinctoria, Mallotus philippensisII a – Bambusa bambos, Dendrocalamus strictusShrubs – Helicteres isora, Desmodium sppMontane evergreen forests (Laitsea spp, - Microtropis spp – LSM):Montane evergreen forests (sholas) are confined to high altitude plateaus, in the regions of Anamalai (Eravikulam and Munnar) ,Vavul malai (North Nilambur) and upper reaches of New Amarambalam RF (South Nilambur) , adjoining the Nilgiri plateau. These plateaus generally come under high rainfall (&gt;5000mm) zone and the temperature (mean temperature of the coldest month) is less than 13.5ºC. Here the evergreen forests are found amidst the grasslands in valleys, depressions and on convex mounts. The tree layer in shoals comprises of short boled evergreen species with canopy height up to 15 m and bark covered with lichens, orchids and moss.&lt;br /&gt;Lauraceae and Myrtaceae families characterize these forests. Litsea spp. of the former family and Syzygium spp. of the latter are dominant, along with Microtropis spp (Celastraceae). Other common species in the shola include Symplocos pendula, Elaeocarpus recurvatus, Michelia nilagirica Actinodaphne bourdillonii, generally dominated by subtropical elements like Berberis tinctoria, Daphniphyllum neilgherrense, Photonia notoniana, Rapanea spp., Rhododendron nilagiricum, Rhodomyrtus tomentosa, Symplocos spp., Turpinia cochinchinensis.&lt;br /&gt;Myristica Swamp Forest&lt;br /&gt;They are fairly dense evergreen forests reaching a height of 15-30 m , with clean slender boles. The undergrowth includes mainly aroids and scitaminae.&lt;br /&gt;Distribution: Restricted to valleys in the tropical evergreen forest of Travancore&lt;br /&gt;Locality Factors: It occurs as fringe forest on slow moving streams. The soil is sandy alluvium with high humus content.&lt;br /&gt;The soil layer remains inundated from June to January’&lt;br /&gt;Floristics: Top canopy trees &amp; second storey trees- Myristica magnifica , Myristica malabarica, Lagerstroemia&lt;br /&gt;speciosa, Laphopetalum wightianum, Carallia brachiata&lt;br /&gt;Shrubs – Pandanus sp&lt;br /&gt;IV a – Cyperaceae, Scitaminae&lt;br /&gt;Climbers – Calamus sp&lt;br /&gt;Nilgiri Sub-tropical Hill forests&lt;br /&gt;These forests resemble the tropical rain forest except for the stunted growth of trees. They are less luxuriant and the trees have shapeless boles, often festooned with epiphytes. Strobilanthes usually forms dense undergrowth.&lt;br /&gt;Distribution: They are seen in the Nilgiris, Anamalai, and Palani Hills of Tamilnadu and Kerala.&lt;br /&gt;Locality Factors: This sub group occurs at altitudes between 1000m and 1700m on the South Indian hills. The mean annual temperature ranges from 17-22 degree Celsius. The rainfall recorded is high and varies from 1500-6600mm. The number of rainy days amounts to a Maximum of 132.&lt;br /&gt;Floristics: Top Canopy trees and second or secondary storey trees – Calophyllum elatum, Actinodaphne hookeri, Canthium dicoccum, Ficus arnottiana, Persia macrantha&lt;br /&gt;Shrubs – Strobilanthes sp&lt;br /&gt;Climbers – Calamus sp&lt;br /&gt;South Indian Sub Tropical Hill Savannah&lt;br /&gt;An open savannah forest with tall, coarse grass reaching a height of 2-3 m. Scattered trees of deciduous nature are also seen.&lt;br /&gt;Distribution: Found in the Nilgiri and Palani Hills of Tamil nadu and Kerala&lt;br /&gt;Locality factors: The rainfall varies from 1500 mm upwards and is evenly distributed.&lt;br /&gt;Floristics: Top canopy trees- Dalbergia latifolia, Anogeissus latifolia.&lt;br /&gt;Second storey trees – Olea dioica&lt;br /&gt;Shurbs- Phoenix humilis&lt;br /&gt;IV b – Heavy grass&lt;br /&gt;Southern Moist Mixed Deciduous Forest&lt;br /&gt;Top Canopy trees and Second storey trees – Terminalia paniculata, Terminalia tomentosa, Careya arborea, Phyllanthus emblica, Dillenia pentagyna, Sterculia villosa, Albizia odoratissima, Cassia fistula, Gmelina arborea, Saccharum spontaneum (Grass species)&lt;br /&gt;Southern Montane Wet Grasslands&lt;br /&gt;They are seen over large areas on the rolling downlands. The highest parts of the forest and the forest in the depressions are subject to annual frost. Fires are frequent and grazing is heavy.&lt;br /&gt;Floristics: Cymbopogon flexnosus. Eragrostis nigra, Themeda cymbaria&lt;br /&gt;Southern Montane Wet Temperate Forest&lt;br /&gt;They are luxuriant evergreen forests with closed canopy. The trees attain considerable girth, but are short boled and branchy. The leaves exhibit a varying range of colours, which is a distinct feature of this forests. The wet nature of the forest results in abundance of moss, ferns and other epiphytes. The canopy differentiation is not discernible.&lt;br /&gt;Distribution &amp; Locality factors: It occurs in Tamilnadu and Kerala on the Nilgiris, Anamalia, Palani and Thirunelveli hills from about 1500 m upwards. It is also found in patches of Shola of the sheltered plains. The mean annual temperature ranges from 14-17 degree Celsius. The mean annual rainfall varies from 1300-6000 mm. The soil is reddish or yellowish clay, topped by varying depths of soil rich in humus.&lt;br /&gt;Floristics: Ternstroemia gymnanthera Syzygium,S.arnottianum,S.tamilnadensus, calophyllifolium, E. arnottiana, E. Montana, Rhododendron nilagiricum, Elaeocarpus spp.&lt;br /&gt;Southern Secondary Moist Mixed Deciduous Forest&lt;br /&gt;Floristics: Top canopy trees – Terminalia paniculata, Mangifera indica, Dalbergia latifolia, Lagerstroemial anceolata, Alstonia scholaris, Xylia xylocarpa.&lt;br /&gt;Second storey trees – Olea dioica, Careya arborea, Phyllanthus emblica, Callicarpa tomentose Phylanthus emblica, a Bamboo absent&lt;br /&gt;Shurbs - Clerodendrum Viscosum, Helicteres isora, Glycosmis pentaphylla&lt;br /&gt;Climbers – Calycopteris floribunda, Acacia chesia&lt;br /&gt;Tropical riparian fringing forest (riparian forest)&lt;br /&gt;The forest type is characterized by a few evergreen and semi-evergreen species restricted on the sides of streams forming a narrow fringe. In the Sanctuary the forest type is restricted mostly along the sides of the Pambar and Chinnar rivers.&lt;br /&gt;The dominant species are Terminalia arjuna, Hopea parviflora, Bischofia javanica, Mangifera indica, Drypetes roxburghii, Vitex leucoxylon, Pongamia pinnata, Garcinia gummi-gutta, Mallotus stenanthus, Calophyllum calaba, Entada rheedei, Lepisanthes tetraphylla, Syzygium cumini, Schefflera racemosa, Homonoia riparia, Vitex altissima, Salix tetrasperma, Gnetum ula etc&lt;br /&gt;Very Moist Teak Forest&lt;br /&gt;In this type, teak forms only 10 percent of the overwood. Most of these forests are sub climaxes in semi evergreen forest and are of secondary orgin.&lt;br /&gt;Floristics: Top Canopy trees – Lagerstroemia lanceolata, Grewia tiliifolia&lt;br /&gt;Second Storey trees – Dillenia pentagyna, Kydia calycina &lt;br /&gt;Bamboos – Bambussa bambos&lt;br /&gt;Shrubs – Clerodendrum viscosum, Glycosmis pentaphylla, Lantana camara&lt;br /&gt;Climbers – Spathalobus roxburghii, Acacia pennata.&lt;br /&gt;West coast Semi-Evergreen forest&lt;br /&gt;Being intermediate between the tropical evergreen and moist deciduous forest, these are difficult to define except describing in comparative terms. They usually include patches of both these types mixed into a mosaic. It forms a closed high forest, the dominant trees sometimes will grow very large. Buttressed stems continue to frequent both in evergreen and moist deciduous forests. The general canopy is less dense than in true evergreen and the evergreen undergrowth rather copious; climbers tending to very heavy. Bamboo is usually found well distributed in the evergreen forest. Epiphytes are abundant, including many ferns and orchids.&lt;br /&gt;Locality factors: Rainfall varies from 2000-2500 mm on the plains&lt;br /&gt;Floristics: Top canopy trees – Terminalia tomentosa, Dalbergia latifolia,Haldina cordifolia, Xylia xylocarpa, Artocarpus hirsutus, Hopea parviflora, Mesua lerrea,&lt;br /&gt;Second storey trees- Hydnocarpus pentandra, Bischofia javanica, Mallotus philippensis, Kydia calycina&lt;br /&gt;Bamboos- Ochlandra sp, Bambusa bambos&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6209670319051712076-1217300977691637436?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/1217300977691637436/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/classification-of-kerala-forests.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1217300977691637436'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/1217300977691637436'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/06/classification-of-kerala-forests.html' title='Classification of kerala forests'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-7648767062184855230</id><published>2011-05-25T15:53:00.001+05:30</published><updated>2011-06-07T15:01:21.647+05:30</updated><title type='text'>സംസ്ഥാന ബാല സാഹിത്യ അവാര്‍ഡ്‌: ടി ജി ക്ക് അനുമോദനം ജൂണ്‍ ഒന്നിന്</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-1mVesawE-oI/Te3vdFsqREI/AAAAAAAAAI0/ouqBdOlPQnA/s1600/IMG_0052%255B1%255D.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"&gt;&lt;img border="0" height="150" width="200" src="http://2.bp.blogspot.com/-1mVesawE-oI/Te3vdFsqREI/AAAAAAAAAI0/ouqBdOlPQnA/s200/IMG_0052%255B1%255D.JPG" /&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://1.bp.blogspot.com/-HKcLabe9p8M/Te3v4gynAxI/AAAAAAAAAI8/tgIgH3iq078/s1600/IMG_0045%255B1%255D.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"&gt;&lt;img border="0" height="150" width="200" src="http://1.bp.blogspot.com/-HKcLabe9p8M/Te3v4gynAxI/AAAAAAAAAI8/tgIgH3iq078/s200/IMG_0045%255B1%255D.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: left;"&gt;സംസ്ഥാന ബാല സാഹിത്യ അവാര്‍ഡ്‌ നേടിയ ടി ഗംഗാധരന്‍ മാസ്റ്റര്‍ക്ക് അനുമോദനം ജൂണ്‍ ഒന്നിന്. ശാസ്ത്ര സാഹിത്യ പരിഷത്ത് പ്രസിദ്ധീകരിച്ച &lt;span style="color: red;"&gt;"വരൂ ഇന്ത്യയെ കാണാം " &lt;/span&gt;എന്ന പുസ്തകത്തിനാണ് ഈ വര്‍ഷത്തെ ബാല സാഹിത്യ അവാര്‍ഡ് ലഭിച്ചത്. ജൂണ്‍ ഒന്നിന് വൈകുന്നേരം അഞ്ചു മണിക്ക് കണ്ണൂര്‍ പരിഷത്ത് ഭവനിലാണ് പരിപാടി.&lt;/div&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/6209670319051712076-7648767062184855230?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/7648767062184855230/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/blog-post_25.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7648767062184855230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/7648767062184855230'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/blog-post_25.html' title='സംസ്ഥാന ബാല സാഹിത്യ അവാര്‍ഡ്‌: ടി ജി ക്ക് അനുമോദനം ജൂണ്‍ ഒന്നിന്'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-1mVesawE-oI/Te3vdFsqREI/AAAAAAAAAI0/ouqBdOlPQnA/s72-c/IMG_0052%255B1%255D.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-3246818648759330601</id><published>2011-05-25T14:29:00.000+05:30</published><updated>2011-05-25T14:29:23.193+05:30</updated><title type='text'>"ശാസ്ത്രം, സാഹിത്യം, സമൂഹം " പഠന കേന്ദ്രം ക്ലാസ്സ്‌ 28നു</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;ജില്ല പഠന കേന്ദ്രം സംഘടിപ്പിക്കുന്ന അടുത്ത ക്ലാസ്സ്‌ 28നു നടക്കും. കൊല്‍കൊത്ത സാഹാ ഇന്സ്ടിട്യുടിലെ ഡോ. പി എം ജി നംബീശന്‍ "ശാസ്ത്രം, സാഹിത്യം, സമൂഹം " എന്ന വിഷയം അവതരിപ്പിക്കും.&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/6209670319051712076-3246818648759330601?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/3246818648759330601/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/28.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3246818648759330601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/3246818648759330601'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/28.html' title='&quot;ശാസ്ത്രം, സാഹിത്യം, സമൂഹം &quot; പഠന കേന്ദ്രം ക്ലാസ്സ്‌ 28നു'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-6539605928497881319</id><published>2011-05-19T14:55:00.000+05:30</published><updated>2011-05-19T14:55:52.425+05:30</updated><title type='text'>ജൂണ്‍ 5 പരിസര ദിനം</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: left;"&gt;ലോക പരിസര ദിനമായ ജൂണ്‍ 5 നു ജില്ലയിലെ നൂറു കേന്ദ്രങ്ങളില്‍ വിവിധ പ്രവര്‍ത്തനങ്ങള്‍ നടക്കും. യൂനിടു പ്രവര്‍ത്തകരും ബാലവേദി കൂട്ടുകാരും ചേര്‍ന്ന് റാലി, മരം നടല്‍, ക്ലാസ്സുകള്‍, പ്രദര്‍ശനങ്ങള്‍ തുടങ്ങിയവ ആസൂത്രണം ചെയ്തിരിക്കുന്നു. വിശദ വിവരങ്ങള്‍ക്ക് അടുത്തുള്ള പരിഷത്ത് യൂനിട്ടുമായി ബന്ധപ്പെടുക.&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/6209670319051712076-6539605928497881319?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/6539605928497881319/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/5.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6539605928497881319'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/6539605928497881319'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/5.html' title='ജൂണ്‍ 5 പരിസര ദിനം'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2478537583469742558</id><published>2011-05-19T14:43:00.000+05:30</published><updated>2011-05-19T14:43:07.185+05:30</updated><title type='text'>ജില്ല കമ്മറ്റി യോഗം മെയ്‌  29</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;പരിഷത്ത് കണ്ണൂര്‍ ജില്ല കമ്മറ്റി യോഗം മെയ്‌&amp;nbsp; 29 നു നടക്കും. രസതന്ത്ര വര്ഷം, വന വര്ഷം, സംഘടന വിദ്യാഭ്യാസം തുടങ്ങിയ കാര്യങ്ങള്‍ ചര്‍ച്ച ചെയ്തു തീരുമാനിക്കും.&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/6209670319051712076-2478537583469742558?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2478537583469742558/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/29.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2478537583469742558'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2478537583469742558'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/29.html' title='ജില്ല കമ്മറ്റി യോഗം മെയ്‌  29'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-2213398894162236409</id><published>2011-05-19T11:20:00.003+05:30</published><updated>2011-06-07T15:09:04.173+05:30</updated><title type='text'>നാനോ ടെക്നോലജി ക്ലാസ്സ്‌ 21നു</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-8gCk3iEwuWY/Te3xMC02GJI/AAAAAAAAAJU/U2orXrDfo2E/s1600/IMG_0221%255B1%255D.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"&gt;&lt;img border="0" height="150" width="200" src="http://2.bp.blogspot.com/-8gCk3iEwuWY/Te3xMC02GJI/AAAAAAAAAJU/U2orXrDfo2E/s200/IMG_0221%255B1%255D.JPG" /&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://1.bp.blogspot.com/-xUNGGMW8Jn4/Te3xqPVZ00I/AAAAAAAAAJc/ld7s0mOojeM/s1600/IMG_0222%255B1%255D.JPG" imageanchor="1" style="clear:right; float:right; margin-left:1em; margin-bottom:1em"&gt;&lt;img border="0" height="150" width="200" src="http://1.bp.blogspot.com/-xUNGGMW8Jn4/Te3xqPVZ00I/AAAAAAAAAJc/ld7s0mOojeM/s200/IMG_0222%255B1%255D.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" height="200" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="195" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: left;"&gt;അന്താരാഷ്ട്ര രസതന്ത്ര വര്‍ഷം&amp;nbsp; 2011&amp;nbsp; നാനോ ടെക്നോലജി ക്ലാസ്സ്‌ 21നു നടക്കും. ഹൈദരാബാദ് സെന്‍ട്രല്‍ യുനിവേര്സിടിയിലെ&amp;nbsp; ഡോ. ടി പി രാധാകൃഷ്ണന്‍ വിഷയം അവതരിപ്പിക്കും. താല്പര്യമുള്ളവര്‍ക്ക് പങ്കെടുക്കാം. വൈകുന്നേരം 4 മണിക്ക് പരിഷത്ത് ഭവനിലാണ് ക്ലാസ്സ്‌. Contact: 9447007325&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/6209670319051712076-2213398894162236409?l=parishathkannur.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://parishathkannur.blogspot.com/feeds/2213398894162236409/comments/default' title='പോസ്റ്റിന്റെ അഭിപ്രായങ്ങള്‍'/><link rel='replies' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/21.html#comment-form' title='0 അഭിപ്രായങ്ങള്‍'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2213398894162236409'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6209670319051712076/posts/default/2213398894162236409'/><link rel='alternate' type='text/html' href='http://parishathkannur.blogspot.com/2011/05/21.html' title='നാനോ ടെക്നോലജി ക്ലാസ്സ്‌ 21നു'/><author><name>science for social revolution</name><uri>http://www.blogger.com/profile/04221711132415006848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-8gCk3iEwuWY/Te3xMC02GJI/AAAAAAAAAJU/U2orXrDfo2E/s72-c/IMG_0221%255B1%255D.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6209670319051712076.post-8757437377647632883</id><published>2011-05-16T14:43:00.002+05:30</published><updated>2011-05-19T11:09:48.100+05:30</updated><title type='text'>പരിസര പ്രവര്‍ത്തക പരിശീലനം മെയ്‌ 22 നു</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: left;"&gt;&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" height="200" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgQAAAJ0CAIAAADiQqwAAAAgAElEQVR4nOy991+UZ77///kvPt9zkhhFkDZMpfeOiGCLpmeTk83Wz9nd7G7KphkLAmrcKEwfEBWU3qaBpm+STY+JGjXGgvTO9Ltd1+v7wz0DA5rsMXuMEef1uB556GSAW+a+r+f17v8HIYUUUkgh3fH6P7f6AkIKKaSQQrr1uhNhQEEoiABeXOJfr123+jJD+ndEcJ1PUHyRAxjADbiAGXFRuCncFA4KNwUCi+cxK8BBQSgFEUAJKAUFQCHwLIWTwyUWH/rQ3v3hBqM5Wm9brrfdrbMt19nCNdZojTVWY43VWKRqS8I/B56ZRucMPuAxwMMhwCuAo2AEeAFe4Fn/1QkAAehP/xsL6U7XnQgDACEYLHVdFwZz/4sHGMALuMVFwVB4KdwU3mAYULgJPASU0iASgKfgAC8wSnB6xNXcYNtYa07SW6L11jCdfZnOtlxjC9fYIjXWaI01WmOV6HuTXm9POdCyZgp9Lpx047IAh4udIvBRcF6fA5Tz/1Q+BIOQbo3uXBiEAHCniF6zFosECMEBvP9L/K9zFJzAgwhzL7qBGQGTwLBb+Ljm8P3G9uIjvTma9khNd7jeGq6zhelsYRp7mMYepraHq+3halvkgZ5YnT1ZZ87Wda/VNj/qxmc+XGYxyVMPBScQD8PNAAzAf/9FhhTSzVUIBiEYLHVdC4PrrkXvBwAIggCAEgg8KAXAEUwJGAD6Pfi0te8PB7vLjF0pdb0qbU+ksTdKZ43U2CI0tnCNPUxtD1P3Llfbw9T2cP3xuBpL7IEuyYGOBH3nGk3z/f0zFgGXBUzwmAXcAnUBXoAB5XmOCcEgpJ9edygMbkChY9ptqu/b5YMXCazgvwZ9FQ1+AyAQD0/HOHzL4pPajseNnWtfP6YyWVXqnlW1xyUac4RO9AvZItX2CLXIA3u42h6+r+MeXW/k/o7lBpu01p5q6Mk3tG86M3iQxSmCIcABMD6vM8g6CZ1LQvqpFYLBv1IIBrejfsgpdM0brgVD0NvEuDEoCCGEeoFJ4JwLZkNnYU1rosEar+mJ1pgj1D1h+r4ojS0yQILwecugd3ntW5F/7/oP0/FVNd0rtOYYdafc0JVv7Nj80WkNxWUfNyY6iDwuN2G9ABeCQUg/ve5UGNyQ3yCk206LP0QxJBC8FkaYF8NgLu/IKwhOSr1E8HGsD2CASTd5v95WrOmJ0ZpjteZYU69MbYlSW1eqbfdq7MvUvXere5epe5epe5ere5fV9N2t7rtLbf9P4/F7dbblenuEyS7RdSt0bWn6ljJD45NHmncALgA+N+//0TQEg5BugUIwCJFgKer6MOCC1kIkLPjo59KNHBSDwBVgEJhgmGnAzQqXT182mqyJevsKnTVSZ4lVm+P0vdIay0r98ZXqvrvUfXcF8cAPA33v3WrLf+jtK3TWCJNNUWfLVB/LO9z1xGdn6nlcZbgZ8RoJD1Ah5CYK6ZboDobBIn/x9RgQCiwvCc190ryYFUrBEeLfcCmlgiCAAkS8JziB9xLiAdzAiJd8PO2zXZ1oG5k+4fZe4oRhAd/Utz+mM8trrMv0fTFaq6ymR642y/S9UrV1pabv3mrbf2r67tW/Ea7pW3HAek+N/R7diRVa212mvhU6y4pau0zfkXLEct9Xl3Qe+iUwDngXAyl0v4V0K3THw2AhCSj1A0GgvED9JQgC5W/lpYb0Y0QWruu9gxBCyNwnzrIsKEfhA2V5wQ24eVw+1v3/tI2lpqaNtc1PnL/YK+AKg3/qm9frLaoaS1iNOfJAd5TWKqvpkWissVp71Os992r7wrV94fvNyw5Y7jW+GWV8M6bavEJviajtjdP1xOm70uo61w06mjmcppgEmPkLChmmId1S3cEw+J5nj0AgEMR6NA4sSxkC4RZdZUg/TiTIFxQgQeCzpsQfEAZFAAQQRHd9wG4QwBC4BfQ3dP+XvrXA2JZvarvPwX5EcN5F+0ztpdXtSp09znRCprau0vfFvN614vXOlRprdI05stocXmMJ09oj9H2RNZaV1eZwnV2q6VDW9WTpWnMNLRvf+bySw9cChjy+yeALm49jh2AQ0q3QHQ+DBa8taFPBg+PA8uDEKuVbdKEh/QgRgPHXcF0bEpg3AXlCvRQenjh56qFgODpL4RLgpHALcAi4WH14XW1Xfr0lr/u9/+LxCYfPP/22QteebzCn6WxynT12f/e9+uMRWnuE4Xiszh6rtkTp+2IM9sgay0qtZZXGGqszy7VdyaaO1cbWTW3H/8jiIx7nKYYBx3zW0KJ0ptC9FtKt0J0Kg4Waiw3M2QQ+6vVRLwuGB8fAF4LBbaW5BkSLYcDz4l7rBRzAOMFViisszrP4jkO/gAEGV3gMsRjiMOrF6YPdDxu68mpak7o//IUX77jxzrETD9VasrXd8TVdUXpblM4WrrXeq7EsM/Su0phX6qyRetsqkz3K1Bdrssk03XJNe7KmtdDQ9OiX5w756GkOl4Epj28McAFuQEwkXWgWhCyDkG6FQjCYJ4GIARaMj3p98Prg9cIj8iAEg9tKJChZCEDwDssBLpZcpbjE4+S4u/fs1bp3Pi/veue5tjee+cfX+z/6Ru/GPxl8KeCcA++1vPnEQVv+ob6cd8/+zgt7o/2p6ubUOnuy0Zqs7VbqLSqTPV7TLdGaYw02aW2foq5XfqAtQt0ZU2tLUrcl1zRnd73/1FeXawhOO7zfUEwALl5wi6wi8zBYFEAOKaRboDsaBsGNKEQSuFmXR3B7iccpOFzE6YXbB48P3hAMbjeRBSTwv8Iw/Cgw6KWfjzrN/zj5qqm1zNReUG/J03WmajpTjxxfX91c0HD8AdsnTw+zLS5Y3jn7R21Xsq5H9c75J5xo0nWsOfRGWnXnKm1Xar29RNNWVNNSqGkpqjOv1bRlGXsyNR2Jus7UI7Y19d0b9E33m99+eWDaRnGRYowTpgGXQF0ARyjLcVzQpX5/AURIIf1UWrowCG4qMJceOhdFBAQQOv9engfjg2sSI1fYC83vN/56+5O/2/6bng86p/hJNmQZ3PYiAEMxRXH564uNda1P6pvX13UXqtsT6qwqoy1WYwlTW8MNVqXWkvh6m8pgza2zr1N35p+aeVbbo6jujDRY4zUd2UZzQXVHrK5b2f7uY+NCiw9vTQn2b4cbPv9WbX732b6Pnut6+3f2D/9yfsTkwT9c/Ccu/jQwDPib0LGcE2AoWIBcU9nABeIcoXYUId0aLREYLC4ICMocnTv1A4Dgz+pmAS94gYAKAIFAWQcmBnD+DD56oGbNA7q1j2g3Pf73h9u+aJ7ENANOCD2ct5UIF/j0/fUEjIApDhc9+EDf/oC6tXB/W5LWEl9tiTa+Eak9vkzTe5e6d5nGFqm2StRWudqiVFuUaqtUfzxO1xtZY1lpsMWpO5W1lmxjT3ZtR9mE18LhK+A7HhdYXGTpJQ79BIMCBjj08ximmCB00seNsdw44KUCAQXAi8XMAE/4oHDxvAtrjgeh+y2kn1pLEQZ0fkgIpXQOBjzPgwNYcAzxQXBQn3gm4zhhlp8aQ/8v9m+8v7aoWJ+6ri53s6H4mdY/DmPQCZcXTAgGt5nEewAElAU4wE0xOit8ctj8pLFnjaYnpcYiM5yQ77eEVduWafru8dcM2yLVtli1VVJji62xR9T0hqvtYbrjEQd6lusssbW2JJM5R9+yxoPjPM4Bo8AkxQTgCISCmaCU1rmd3QtwgciwAPCUsJTwC8LF844sLgSDkG6VliIMRBIIAIUAnoFPrBUghAiCIIBnwXnBsOApwAvUTb0TGPuEf3+zfm2xIWNtffYGfdGW/aUfzbw3SPtnMRNyE91u8u+qFJ5AkNbBo//9r/Sa5vWGntyaTqnphNJ4XKHtjVNborT2KI0tQmOL1FjkaotKbZWrbbFip7lq60ptb7TGGqvpluu70nVtxX3/fIHiFDAKOChmKZxiXpBAHQROAieFK3hsTqA9NUcEjmf9E2yo8ANppMQ/UyGkkH5aLTkY0AAJCACIuUAcWLFwjAM7g8lRDDnprJt1UcBHfU64/lvzu7IDxesbVxcdyio7VHC/Zt1H7nfHMOSDi4WbD6WW3mYihHjEHVmEAcWsg/lGd+TX2paymtYkg1mht0qqO6KNNkVNp0RtidWJIyotSo1ZpbFK1LZIsc2ctm/V650rqztitV3JtT0l5ye0FF8SXOIwRjBLMSlgFBgkuMLjnIBzFOd5nGVxlsF5Dpc4XBUwQjAuYByYBRiB94lIIJQl1LvADgilEoV0S7VEYDAvOm8WUBAWDAuGE1ixgMANxwSGpzDMwE3Bs5RxwvEtzt5fvankcH5uY1p+Y/rag0VPaB8dwOVZYZrh3QQeCiZktt9eov52b/62dDydcvPnG7v+qmsure3OrLMk1HREmqwqg1mh7ZLrzFK9JVrsOqexRmtsERr7ck3vXZreuzT25dXmcKMt4aC9WN20juIjHz1NMSpgXMAoi2+HXW+eHTz41smXjvU+oG7JMXUWatsKajvWN5/49Zuf7Pzq8uEp3wcU3/I4R3GFEYZ4MgNwvOBjWFfAicTMj1cL8SCkW6elBQO6wPimIDw4N+8Sy4kdmJ7AyFvj9qf2Puqgkz7OxcA9ikH9VzXrDq5JOxSf3ZqSfSh1g3HtbnPFLGZ8Pg8EAnC84A7B4DYThSBQQvz5miw/SzF5efTEm5/s7HjrqZ73H//8ynMfnvtzdWNWXfdqbXumvkelN0v8SLCFa+xhGvsyTe/dur7l+r4obbdS05pb3/ELBh8L+JbHJQ7nRj1vvvfV3oPdv6g+lq9pT9P3qAyWuPrjSr1ZoumUaztStG15urbSQ+ZftL/1p5MXtRSfsTgJ9FNMsMLEgulmi0oiQgrpVmipwOCaAk7Ra8TyjADexTk9cA3iSvWbrz30+sYnXnvIA4eTm5nB+Mttz24yleQeSklulGc2J607utrs6BrAgItzgQAsQEP95W9DUQg8CPGfC3heDCM7fMJ3wHc8TjP4kuIs8I0PH9ccetDYXqzvTtGbpTpLrM4i0VkkOkuszhqhNt9T07Nc0ymrM6+5PFXP4iMOXx4zP2Ps2Gwyl+g689TtGQZzmsmWpDPLa7qi1D2rarojtJYoo11qsiv1FoXeojKZMw1thZqjpaaWh88PH/Lhc4p+ARMC3BQcDTRECsWNQ7q1WkIwuCaXVAwh8Dzvg3sI/TXvvHb/a+seqdn0+N4HpzHpges8Tt2vWZdvTM1oUGS2qIpbssq0hd/hnBMOnggQEPAPhR7R20wCDyomExCeio0o/DVeDOAGXOLiyDhLro7O/MPY/Jixba2xM1PfnaLvStd1p+u603Q9Kr1tVU33CpM1wdRT4EaXgHdnhR5j6yZtR6reotKZ5dqeOJ1ZqrNI9FZJ3QmZsTdGb1ulsYRpLGE6W7ihN9zQG663xRh6EjXtaXXdhfqWNY3mX/rwIcVlDmMUXgqOgqHzzZRCCunWaEnAgC7IIOLBMfDyYssXHgJHnJj5WvjsAfW6zbqSRw7c132hfQxjYxhtHTi6Rp+dfzQpvVFadCyl1JR98JR6ABdZeCmlEMB5+JDZ/m+KZdlFr9CAbvaP5gUvx3sopaKhAApCABBB4HieBXgKD08nCK4SfOPC27YP/nrY+rC6ad3BngcGGKMTtbW9SUa7TGdWfut6eURQt779yMGe4uqWRJ1ZqbGKAYZIjS1SY4vQ2MI1fv9SmMYe5v+rLUJji9BZI/d3hJl65bqeOE2HUt+Zp2/bVN/5Bx4XKEYZYYLCzVOXAIZAuPm/lZBCur6WFgwIADDw+uD2w8AHAJfJhRe6/rypdvUmY/GfDv32Mi6MYew0Tv+6478K69NTD8XmN6tKD2b8tvHhSzjtwwyBz+9e4CAaGiH9OAmCMPcHIu7ExD9S5qbCQBA4QlkKH8DwvD+pn+dAKSgVaKAUgMDNkVGCQRZngdNO+oYHx93oc8DMwX7Fe0DTmSJaAObPy8yfblK3q4w98lq7TGcNAMC/+y9fuMICJIgUgVHTs0xvX6G3Rxjs0foepb4rU9+2/otLWhf5mGKAIcMUbgqOJwIRQmGDkG6NlhAMAj4iH9w+uP0lxwTTnqln6//0gK5s0+GiUnXeWXw1hcmLuPyc+bm1B4tyG5IKmhOyTYoHDWv6cdqNcQovx3sIOAGEEXg+9HD+exJHiYmteEQkcBx3k2EwV70lhmdBAqPMKBgKB8UMwSTFDMUkwZCXniX4msfHbrzF4G0Bb7vQ9cXATqNlrboro6ZbpbHINdbYmu6I6q7lOssK0/FwjX25mHt6vbVcbQ9T28PV9gi1LVJti1bbI7S9K9T2u/THV+qPR+isEXprnLY7vt5eWt/z+KDTStFP4SDgKPzRjpBC+um1tGAAv4+IgZeCUEp5wg0xV5+oebBUnVdWm/tw3YZRDAxj8EP+g80HN65pyM1tSCo8mlxWl/Xb2kcv82e8wjQE0YHA8+BZ8EJo2Mi/J47jRGsAAbNAEISbDQOBiMPr3QJ1iJXAPBwUUwRXvDjJ4AseX3vw+dWZvg9Pa9vf+FvXW08ftf6yrv0RTdNGTWuZqadUby7Y35aks2Qc6FRoLFKtPUpru8d4fJm+926t7S6NfX7kvbp3+YK1gAR+GBhOhGt779X1LdfYl+t77zX0htUej6nuiNvXkNzxzh98+JzHCAVD4XdnhRTST68lBAMKHpxYWMCDAwGB4MLsGe7L+/aXbKpd/cvmB0/io1EMjmP0l0d/sfZQfu6hlNWNaeuO5D1ycOPn7n964AB4MWIsjjnjwYcezH9HoptI3Pd9Pt/c6zc9ZkAoEXyAi8coMA4MsDgzy7/94bldjX0P1TTn67sKjT1r1G252s6sOnuuoTPV2Jle251bby8wmNPUXTKtVaaxyTRW1YFumdoq0R2PUtvvqrb+f9q+e3R9wSEBf2AgaEX6lzXav2yR2r5VuuMR2r7w/Za7dX3L1fa7TCfCtJbwOluqsXPtLOmluEgwS0FCbqKQbpWWEAwA0SbgwVFKwYMHN4ahAx/svt+0doOx8MglwwAuOjA9iMubD67JPZyY35Cco0/YZFqz641XxzDigotS8CwVBIGlDAdWCDWi+PdEKRWtgbkwsugvuukwoPB6p4Fx4LIPX3jw3pkBjbFzvb4rc3+rpLoj1tCrNB1P1NrlakuU2rrKaIvWd0fvb12l64kz2KO19gjDG5H7zctrrDFqq6TGGqO2R1Rb7tpv/r/a3hX6vsgFm/73rnlCVFsitL3R2r7IA5Z79cdX7Df/X7XlP7TWleoOia4j6/TAAQafeoUrBD5QCFyIByHdAi0JGGA+WuCFSyQBOHBg3xt74yHD+vWm/PtMay7g9BRGJ4SxIVwqqU3LPBK7rj1rw+HCLep1F3BumI76IDACqL+lhZifygSCjSH9SIm7PyHE6XTyPM/zPG46DMT+dDMu5uSpC/VNlt8YW9Y12Neq2xPUnVHG3hhdb/T+noj93VGa3jhtX2SNdbm6e5m2a5neGm6wrdRY71bb79IeX6buXV5tC6+xR2t646ptUZreVbrjUTW2cPXCjf6aNZdWJAaTl2nsYTXWqGprjMYeVWNbqesLq7bcU9OzXGOOrO9LUbclGzvXf3qhhsE3PmGUCKAh4yCkW6ElBQMvXPMwEOCFq/rjPaXa3Pvqin915NGr+G4Kow5M2oY6ig8n57Yocg3KTcbi39f9qh9Xp6mDB3yMQAEeVACh4AXKAoSSJQCDhcNefqDtweJxwT88mZcAhIKngaqOxfPcKQhPRbfb0Z6jE+y4B24GPgLh34PBda+KBLq8uSmGWHzd0fecrnFTbWeJri3FZE002OL09ght78pq84oDljCNPabGHnnAskLTt6LujVU6672mvpX63ntrbP+p7bun2vafmr5795uX77eEGd+IU9uiNfYo/fHYv3et0Pgb2/1LEiwTy5g19uW6vpj9PRFqW6TaHq6xh+n6wrX2KJ0lVtMtqbWm6TpyjvU96cNnBBP+j2DJ6Zop1KLI9db1v+R7fyvXvunat/5Pv9cdrSUCA8JTCsLAx4IRHTsc2CEM/LL14bLD+Vs0a/cdrxjDkAPjF/DVaydfza1X5jaoSkzZW/avO/xh/TSmBZC5E5kAwoP3T79ZCreOf7/G3H49l3xFAYDhWLHdvjjdAQKo2JqPEwgr9t/318dSgBf8JV0UIOAoGA5uFl4BvL9MTwAVwLA8qL8/EAXvwOwTOx6vfuPAZXw7iREO7A3BYOFTHDQajHIA4Tkm8CIDuAX0e/Hm6fHKw33ratpStd2J2h6Z0S59vWvFfDKoLVxji1Db53dwnS1MZwubLxQIvE1tvzYqENj0f2At+j7+fNMIjS0iEGf2O5pMvXJdT4KurVjA5xyGecF3+99vCN7caVDDMAFEXIHOkuJtyYNyoBwoD+rvzBH0JfNrwbM4d0MsQsm15xjxe/FBLSwXzpoOnni4YCzKHaYlAgPxc+XBseAIBIb4HMTx/tg7ZbX5JYeyHzqw4Sz3tRszUxj+Au+tN+UUNaTk1CVuOVh2+IzpqnCZBQNCKYu56PE8DG7/KYTiUycEw0CYfx4EgVKAE3iWExMwQVlAAOvx8oKPgmHg8GDGC4cHbjf1MlQIPIOUgKPw8nC7MOumHvCAa655OCj8TyALZhLjjx949BHdQw/v2zyIiz54/ucwoIFij4Uw8DehEwfZCLyPUC/gAiZ5fKXrWGOwpdV0q/T2BEOvUm2J0fVG7+++d9FGHxT+/Veb+7+z7GE6+906+zI/gQIwUNsjNLZwXW+0tifO2LNawCcUowAnCEuABteBAX8dHvB+l+5CGNDrwWDxqWzRSX8RDObNRB4gC77RgoFC4ndaBIM7VEsKBmJDOh6Cj/qmMVX3gb7EkFNyMOdPR34zjkEXpqYwfPBcdYkhs6w5d+3hnI2aklP4YhKjHFiBI8Ed7oQlZBlcBwZzloEAAAIVn08/EijAE44H44N7CuPDGBzC1UH0T2B8GrNOuFjwLOU48AJ4n+DxwuODl4HPvz8LAAUHykP8gZwHjks4/7B+S9Hf8x40bjiFT/3evBu7fhL0UQTNgeEZEMr4XICbYJzFuUFX1/6mTIM9RW9P0NtVWltcjTnSeCJGa4+4VTDwu4wWwCBcbY9QW1dqbBGanhhDT/6ou4dgAPAGjUe+fUWC5znPbe5Bu/c13qEFR/XreXTELZ5+z+lssUuTDzoxXN/Ne4fbAddqCcKAA+umnnEy9teDT5ea8krrcuu/1I/gqhfOaYw8brpvQ33+6tqstYb8X5ju78fFCYwLYkapsIRhQIS5R4IugAEn8AIIB4EBI5ZWOKnTDccgrl7Gd+aB7ud7nn+m59mn2/78inmr8UPjP4f/OSyMzMIxQ2a98DngdMA9CycDBhTwCQB8hPWB84HhwbkwM4TLF3Fui2HDlkPrNuqLX3un3A3nDcKAE8D7Pwr/13HzE4MpCGUopn3kfO8/KkwdD+i7swy9iWqzTG2JrTFHV5vDtfZVB8zLrgeDyJvOAz8Mli90E4Wr7eE11uUaW4SmJ1rdnvGPk5UMzgOu294Und+O/6VZHcAAvt+tH3zS95sOovWwyLETzIB5EohNAMVmZXMr5BS6rpYKDALlxzw4HpwbzlEMP/bag2sMOWW1+R/OvuOGg4F3AiObq1cXGzLKTIWP1G/Wf6kewGUP3ALl/WfNBa3uAgbj0oMBDVjKBD6WEUC8YHxgfWAmydQsZs7gq16vuUxXWmQsLDyyOqMuZ3Xj2jxN/gN1Wx58fcuT+55o+PDIN55vBjB8FcMDGB2jEz54fIyTgmXBuOGawOQUJp2YmsLwFZw/MW1dX712g750s7rkLL64ccuAEcBdCwNKmEBPWS9DLhN8bWx5UN9RoO2O11plWlucoU+m75WorcF+/OW3AgbXxgzC1PZwtW2FxhautURVtyU29DzpoV/ydGJBR+vbUgthcO0uf701f/BajIRrT/ocXbi5C/4UhgVrjgoUHB8oPxLXIir4r/o6xsidpSUCA8IIVCCEEAKBB+eFaxTDD722ed3Bwk11xedwygWnC45ZjD9gXLuuLneDenXV+zvP4dQ4Rj1w8Tw/79QMgsGSyfFbPCM6AANCQAEf9TFgPPA64JzFzDfkq0dNm9ea8vJrswqO5aYeSs5tzc1tyFlTX7BWXfhIzaZf7ntk57GtFYd3/HfF/3t6z5+f/fvfTN1150fOCfD64BzD8BAGhzF4CReGcOkyvvnV6489tv+BB2q2/LLuiY/Y98YxwNxIzADXh4G4NfAC7yOUAWYovn33i13a5jyjOclkV2ptErUlSmOLVFvDD/Qsr7Eu1/WFz/cO+indRHMcugYGur5wrT1CZ41Ud8ab2jZN+t7kMYzbfphSkLM+GAbXhnnnviBwg1ICSgN/9+czzO3p33u0p/5X+Ot4n0AoeLEcNZgE1zELQjC41RfwvyRCA+cLwoF1wTGAKw+9vmV9fdGmupKruOjArBeuIVxZuz+71JTzC8OWN8b7JjDqhMPFOf0ezYC/G35PEblO2Or21HWCY3TuXwof9fngHcHIIAa+pef+1vLn9ercktq0NfUZ+abkkiNZJfW5Dx0t26wuNnz22meOtyZwwYMxDlMsmZ52DL//2dv1bfVPb/3TX179Q1Xt9pbPj9R+obXMdB4bPLSz94XfGR7/1YFHH9q1+fea3590nxzkBlh4iVgY+D8VoX57f8EGAvBE4HjOA7iAwRn+TX1L2UF7hs4cpTFHHOhZqbaGa+2rDMejTG9G6Y9HGE7cOhjM/6zwIBiEaXtXauxhWku4tkdh6ig503+QYJDCc5uXtsxF+Pl5GJDrxG/nbkve7wCiBILYSZCCo2CDjQAehAVhxSEj1/mJgf9eL6RM/fmB11gDuNMBEKylAgPenwkDgAfngvMqLv+X7pGyuoK12vzz+GYa0044Ppx45z7Tmg21BWyulUcAACAASURBVHVf6UYwOIvpWcwI4OdhQJY8DBYYxTxPKMCCm8bUNCbfGLA/+tqDm14vKavLWtuYtvpgUll95npT7iZN4Uc4fhYfj+D8JK6wmKJwAG6ecYCwPOdx8y4GzKhn4JLn3P+r/tUjB7Y8pN+0Rbf+Me2mxw9sfmz3/TV9r/djwAk3BRE4AnJjRWdBp79F8UYCeCnGroz31rU9auzO1/XE6O0rqs0rNLZwfV9kjXX5AfMytW1FjXWZ2nbvLYVBxAIYiDywrdDYw7TWlequWFNn/omPX6G4AriXGgzIQhgEjG8x/Y8F44PPC58PHh88DDwcXOIS4OXB8OBY8CIG/DMfguJe1wkwBP+4+UDg9d6z+DvMvXonaqnAgFAQSllCBcKDm8bUJVy8/7VNxfrsNbrct2dOTGB8GINHvjStNxSUanMv4vw0pl1weuDhEQCJEAyDBTltS0PXdRZREAbMJCau4Ls/Hfrd/QfWbzAVFzVlZDUm5B9KKa3LXXegYM97277D6TFcdWDKAxcLb6A2W0wa4jmB5cG76PQMRodwqeVCw68P/9fmA+vu31f6VM2j/xh/cwgDs3BzoBCf6Rt83AJP64KgMfz9qJ0szve89ZKupchgjq/ti9L33jO/439fi+l5GPxkNsF1YGA4HqWxhetsYQZbnL49tefdP/A4v1RgEOQmmiM4S6ggmgKcBx4P3B64pzEzjolRjI5iZBwjExiZwqgD4y5M+eBg4PbAzYKfazsuXJtzKp4CeUIIBIH6n2J+/qGmLMQbfUH0IQhO4sEiMHXudo/Z/EgtKRiAByh48E44B9H/C/XDpbX5ZXUFjRfrB9F/AWf3vVtZosm5v66sH5eccPngY8CQORgsTEAO5sHS0GJnEQUoOIFlwIxh+Aq+e1z34DpNYYEpI7VRldGStLoha52h6IWepy/jrAOTHrh88DLgWH8dxlyYjjAMRwEBjBtTs5gcx/BJ+uU7s2984HjrS8+HUxh1wOEDLwAQrm/n/6srn4OB188D/0s8j1EfPtO1bFG3paq7o9SWu/S9dy+EwfJbDYO5RkbhGntYMAx0vZEaW4TOFqa3Rek7EtreeFLwJxTd1jDAfAB54ZPFcRwF74F7ls444ZrA+CQmBjBg+vTgSx0vP1Xzq6eqf/mXuqd3myvs33X347txDE1g2AcvK948FCAQvH4jnjB07ujGCPxcBYMICI4nHCfQ4LP/opwjJvj8J0YXOAGccKfOH10qMIC/zpAKYIhvBtNXyOWndI+X1uavOZjzeMOD7+Ptk/j0UcPmUl3eJnXpEAZ9YDlw3Fxf0mvCRzSIB7e9gly0wkIY8ETwwTuJ8dP44j7N2rKDeRmm+IyWpNy2jKK67Mfqt1zEmRFcmWbHKDjxSeMB1u+EDeRx8wAHIjAM75wVpl1wOeCYwPg4hh2YdGB6EpMO6vFQVgCh9IZ/o0EwcAPeIBh4gYFxX09NU8HB3hRjX6TWdo/+xL3XWAb/at0iGPhHodnCdNYIQ5eiwXo/wbe3v2UAGuzKCzpjCeBdxOmBewbTV9D/9tBbxc8VZz2Tk729IPGV9MSXMtK3ZWdtzc18ITPvhZyyl4vLnim+yJ+fwaQPXor5fCLOI/A8IaAs5bxgGHA+ME64PPC64HbC4wPjA+cD5wXPgsyZEOxcYbyw6PwXgsFSggGI+LmylPHAPYbRl9qeX2PIKTqUsVqXo+t//QRspTWFm4+UPqS9bwxjnFhpRf0ZCOJwxDsGBvOeIgr44J3EWPPlI+t0hWuP5qYfjs9pSsuuz9xUW9Z2tWkcwwzcACGM3wAP4oFojsGfmEsB8ASCT2C84HxgPXAwcDvIjA8+BoQBYcHxN94LlvqPgPy8ZQACcALGGXz97smtxu5co12m7V2ptt2jtt1zYyS4dTCosURobJE6W7jOGmHskZo6Sgi+JXAuARgs8Eb6SUBcxO2CcwLj/eivtFUWvbQ6/bmMzB25yu0p8ZVp8ZVpih1Jiu2JSTtSUrelpb+QUvBC7m8O/PKTkY9mMc2B8R8/GLHvCe8DN4PZacyOYnQMo9OYmsTkGMaGMTyGiUnMDGF0iI5OwzGFGR8YB5wsOB6EFSdi04Ur5Ca61Rfwv6VgGHBeeKcxY/hAW1ZXkH0osbgxe/Xh7F/2PbJal7Wxfs2ut7ZNYUrcX0QYUPBkLtKE+bDB0oPBXEKF/8UADAbR/+f2/y4x5hYcS85rTilpWF1mWP8BPhrC6CycLp93PslbAA3wIJCLG+goQwGBX5TFQcCylOFBOFAW8MLDB/pH3dj1+49vQY0o4KK4en6wqa5zg6EndX97eI11eY1VPHH/4O682H1082Hgn5Y8NyLNX3dWY47UWKNFGJjMcbqWQoJvyVKwDBY7AsU4gQ/eGcz0o/+p6qcKXy2Mfy4+eVtywq4U1e40aUVC3K74uKp4WWW8pFyh2KVKqUhLfTU17ZnU0ufXnPOedsHBUDflWICfwewsHBOYHMSQ+bxla9MrRc8UlrxYnPOX7Nzn8vKezy94oXD1C8WFz63e8Op9v6n+Tf2HB4cxNImJEQy74PTBO8s55mvyafANFgog394KyjAhlCGsm3pmMGO91FOsz804oipoT08/rMw9klxyOKdEX3DobK0DTvFuJaCBxLWgEwGd58GShwFLOQ/cF3D+Ie3Gkvrc9EZpQVtKia7wYfXDV3F1Gg4vWIEPxG7ZeVfwggB7wINPBMYftQvk6Qq8f5IBy1Aa6A3+Y2EgigRMhEng2563n9N3FOnNieqeVfq+yBrbSm3fqmsO5j8Mg5vNg++FgcYaq7HGai3hetuqWmucriWfxzlCvbf7frQIBuKNx4KZxcwoRl9uerngpYLEvyVm7c1M2pO46pVIWYUqbqdKWqGS702Q7YuP2S2PrpRKKxWK7aqcytz8V/IerXxoBEMOTHvILAP3FKauoP9L7vN9b+3L/1te9gtZeduyVc8q0renpu1ITduWkrI1KeHFBMWzqpQX01bvKsr9W9bD+7YcPX3kCi5exqVpTHngYuD1e4QWmQjXouzO0BKBASHzkKcgLHgfvOfxzZaj67KbElSHozPaFWlHlbmHUkqNRfYxiwNO8egqwiBQk8LSJQyDoHw+fzUyBQg48G64Ppx470HdhrUN2SnHYvKb4h/Urn17xDqFkWlMsOAAEC8JsgXmioD83lhCIVBegJeCAQglQbaCaLHxgBv+VKIfl6G14EEVW+INMvjU1PqQqadQ16PSWaO19lVqe0S12PBnweixa1tMB88buGUw0PdK1ZZYrSXc0Luq1hpr7Chg8c3SgcG8hU148D4woxjd/LfNJS+W5L6ak7ozRbozLroiWr5PripXJVckx1ckxJVLoypiJa9JY/ZJo3fHxVbKZNuVmeVZ+VsLyl4qu4qrU5iYwPiJ4b7Nu+/LfiErb2tO1vYM1YuKtN0piZUqZaUsbpdEVi5RVEgVFXJFhVxRLpdtk2VWJCc+L8/fllm8teD+8vuM72inMeGGi4V3QTff4PyiO09LAwbwwyDQTMhHWAbcCEafbHks90hqZpsquVWSekxe1JRRaix62/GGEy7RQ8IHYMD5YcAF1TH+TEX9R62gOPD1qjoXfw0I/JX6czYQoSAsmHGMNnxRt1lXUliXmtEsK2hM2mp+ehTfjdB+H1wewR30tIj9Yeb6fwUaTBLxkhgBDE8YgRJQcAzPcwyoOIQ4kCXO/biHbUE6LEAAB8VFJ46bujbou9J1ZnmNOfJAzwrjmzHV1rD/GQx+Mk9RAAb2MI19uXoubGAPMx6Xqi1RWku4sTeq1hpX21XE4MxPUXT2L0/B1/jTF67vefPCfLy51ynAgnfDfQVXip4pKtxeGP+SKqkqQb5bHrdXGl0RHbc1TvGqTL5TJquQx+2WSV6TRr8WF7VXErtbqnotUbkjPuXV1OyXc07h1AVc0H6syX4pO7c8O3Nnuvx5adLO+NS9ydFbV0mrJJLdMTGVUXF7YuP2xMZWxcbtiZPulcbsjJGVS9L2JCa+okx7OTH7hYyiF3LfGjsxgVEnphi4qZiPMNfAIgSD21rXGnkchFnMdl5t2WAqzm9MzWlPTDkkzapPuv/YRvNojwMuH8NxVDwK8DxYApaHjwfDw8vAxYPxh0ZF7/jP6eYQQFhwDDhB3KP5wIk74Jnxb9BUbDYBnvdnVgcmE/h3cwrGC4cTk4O4qPlk7wO1a0sOZWYclK49nHURZyYwOIsJBm5O7I4gbvlz2wERQP3Nrqlv7oeSoM4w4tvIfAFH4Npu3DAgRPBRwhAy39uSpxMsTp28vK/WXKTritdZJDXmSNMbMdWWu/wB5B9wEy32F930mIHOGq2zzsEgXG0PU/cuU/cu1/dFqq0ra3qWa8wr6+0qQ9tqHqfpzQ4gz52Cg2trFq25j1oAiGjo8QLvE3ifuF9yHEOp4H8zH3hMOP99yHs5EAoB8PkzC9zwTWOm4euGrJcz47epkvYkKHbLY8tjFVXK2B1xil0KxS6FokIuq5BLK+XSSqmkSiqpkir3xssrFZJtEuk2WdKupL9feP13lt9mVGUm7ExQlatU5SrlLoUy8IWySqn0+kseu1surVQoy5MStyenbEtO35qcsTUp78XUy/hmCkMs3KDCXJHcHdvEeonAYG6XEfy+HcKBc8H5DTm5RV1WcjgnvV6e15JU1JSRp8uo/vz1WTgowAl84JTN++B20KlpjE9jbBIjM5jg4AMI9dGfGwzoPAwCjyI3H90N3nDFq+aJwBE3BzcHtwA3C6dDmHBifAZjI7jUj3Of4N2d/3yh1JRTWJda0pr16xOPnsHnV3FhCP1jGPTAyYqTpcEznIeCp1SglDIu33xsYD70Tmhw62CyYMeZCzvfKAwAH6Vef04qBaUCjzEGn1v++QdNe4q6K07ds+pAz0rD8Si1/S5N790/eU3ZjcIgXN27TN27TG1boT8eobEsrzsRV2dJ6HzncQFnOWH6psMgeLsPOr/T67yHgBDwDBGYoB5B873eWMrxPO9/Mw94QX0UYgKxeG8w4DjBB6Yf/b+t+03Ci6r4SqV8j1SyWyKtlMZXJcrLlYpdCpm4oS9ciipl9LaY+L0Jyt2qqFej4/cmKKqU0l2y6775+5a0Uh6zWx6zWyHblaDamZSwMyFxhypxpzx1m+L5rj9ewCkHpgTKiremwPE/IvV5aWipwMC/1/i7lrLw+uByYHIIF3e89cKauuy8Iwk5TQl5x5Ly69P+avvDOB0CCGUJKHgiuKl3BjMTGH/j6okn9z7+nOkvUxjzYpaFB4RQD/OzggGud5KbN4kEnoAKlMz/GcQDlwuOSYxNYGQIVz71fGD4vOY3R564T1e6sXbNhoY1RXVZuXVpBQ3peQ0pqw9nbzCsfsy4eWvPc82njlzFd9OY8MDpg5cH4yUeYW46AoJ2jXl/QpC9vXDTCQb2jYgADOCb+4kCYXgMTbNv13bdp25L0pmlGnNEtTlc17tK23uvOHb4VgNgAQz8qaULYLBc3busxrpca49Qm1cYbHHadsWbX/yZx3mWv8kwCKq8Ep2iwjVrfuxMUL03AA68j3q98DrhmsLULGadcLrhnYXDCZcbbhYcC85FnHMJxISAB5nBzFNVT2U9m5G0NSF5b6K0KiamMkZaKZXtlMl2Kn4YBuIflLtV4S9F3BAG5mAQu1sau1suq1ApyxNUOxNU5QpVuTx5hyJ7a0rx8/kTGOPFBuw8KBXIkogS/ggtCRgEdhwKwoNh4WXg9sHpwuQIrrwx27NOn59vSsw+rMg6qihqTdtoLB7HAMCLO5MgUC+YUYy3nGt5+MCDD6sfePT1B75iPnVikoETlPX39vxZab6KB+IQArEq2Ccw4sPM+VOkeA+808LUGEbHMHpKOHns7JE/d/xhvbakxJhfdCgnvzEz+2hKRkNSRmNi1rHk7GOpuU1peUfTixsyCvQpW+pLHjZs+u+6Xx35pHYAl2cwMYspD1w+uH3wMfDx4Ojc9Sys31mAiiDf9A/ENX7wX8sFog2gFIR6WVw+039E27raaE4y2qUGu5jIH6HtXXGNm+iWr0DcYjEMlhtOrFJbVxp7Y7Q9ccautI/P7aC4AtzcAHIgqcxfYMWDn1uC/w9cYInNYv0w4Hji4DweeCcwNYbJMUx8NvPFm1ff6bt8/J3Bd85x5wcxMIrRYQw5MDuDaQ88PrAM+Fm4xjFR9Oei1GdT03elqKrkst2xsVWx0kqpdIdUUS5XfM8+HrM9VlGljCuXyisV0l0yeaVCNA5uFAaSKqmkSq7YpVKWq5TlKtGzpCpXpG9PyX8xt/OrLn+PMhCG85BQ0dltLDrnqRBjmF4eXg4eH5yzGL+I04+btqzRpBccTso+pshskq42pV/FOQ8/I54FCIEPTD+uPqJ5eKOh7L66desPrGn+9vA4rrowAXg51vPzujnmDtiAmLHHwMuAYcHxfsudEYc6ODHbz10cw+B5fGP6Sv+Y4aG11UUbGtasay3Ma01NbIyLb41L7pYndypSOxTJLYrERllKY0LSYXluR2Jhe3JGrWJNXebmurUPaNc/1/70m5O93+J0Py5NYtwJhwdeFzzcXNHZQp/D/6rmrA0AIIQAbh/O2f7xir6joM6epLdFGXpX6fuiNLYIbe/Kn6R04EfDIMwPA3uY2h62v/ve/d3L9baY6o44fVv2mQENSy8RenNbWNPAlO85AARPBRDmkcAH7ih/qMbNcT7w03BdwWDrmc4/1j+d+3x+xvPZ+VsLcl7KzXwue+2Ota+9t+9rfNWPyyMYmcaMAy4H3FOYHsBAwXOFGa+kJ5cnSHfGqvbJpFUSxW55fKUyoSr++2Ag3SVT7lbFlUsVVcqY7bHySkX0tpi4cumNGwdSWaVUsUuhLFcpdqlkFQpppVxWIY/fEZ/0fHLZi+s/GfnUCQcDnxAqOru9NeeLCHJYU3AEPhauCQw8WLXuPv3qAmNiQUt88rHItc2Z/Tg/i0kCjgoQBDqD2Uv4bkNNabEpt6Q+d4Nh9e8OP3EVFzyYEeClP7eTQpC3RQAvGkMsGBaMm3eJLcDccE5h7FtyZo9955a9ZQ/qNmwylZYaC9YeyitoSE9vUKQ0x6laopLMcfHd0XHNK+XNq5Lb4tI74rM6ElOaZMrG8MSjq9Kb5CWdWQX1KesOF26qK9liKH1Iu/GZ1j9+hS8u4+I0pjzwzrAOfwrX9XiwGA0/HhX+KnFCxDRihw9n6jueNHTl6M2Smu4VWusKsc+P1h6h67vlu/91eRAMgwiRBwd6lhuOR+ssEm13orF9zRRrFzBys1OJaNAdJPjDPPOpAXNl6oGW0UQMDzMCfKAjwtSOhqqyF+/L+EtO/s6itO2Zqq0J8a8mJO9MSduZlvByfPIrybmv5uQ/m/fE3ifaT3UMYXQE48MYOXzycP4r+Slbk+J3yGXlMfF/l0sqYuRVsoQqlapC+X0wUO2Jl1cq5JUK0ThIeC0xrlx6ozEDWaVUVilRVEjFMLWsQiGpksfulkqq5MqK+JTtadnP5q/768YJTM3SGXHswZ05/mxJwADXS4TgAEIpuCmMPFP7+4f16wsNqcXtaaktMVlHVccFywiGHJjlIQggDsyewcmHDq4rOZJReCi5VJ+1+fW1o7jqhsNFnMLP7c5YkMNHAqc5MVjCODEzi6khXHrf9ebuD7bdpy9eV5eXp09c05hZ3JCWc0iVdUie06TK60zIaJWmtsQktUQnt8aktMWmtktS2yXJrTFJLdFpHXFJLdGpTbGZLcr0I9LshvjchqTcg0lFpswNB4sfq3/gFL4YwdAUZrxg/IOBKFlwYXTRjhN05T+CBxQglBBQSgllgSkWp3RH7zf2ZGp7ItXmezWWZWpruMYWqbZHaHp/svkEN7gWwyC82rzCcDy2uiNa3ZHSYHmYxScCJv+3b5fv+X0G8/t6FA80HQELuInghTAN944je4r+Wpr3UnHG9hz5Kyp5uVKM6MZsj43bHpe0JzG5IjHhlYTsV7JyXsgrfLHoU/JZP66exbk/t/41/eW0pG2Jyp0yeVWcYm9c3K4YRYVUUS5TlMu+DwaSnXHySkXiviTpLpmIAZENNwoDRYVEUSGZy1aK3S2P2SON2S2P3CFN3p2Z+Wpe3l+LLqPfCZcPnhAMbm/RRduN4I8FsXCP4OoZfPGro4+UHsrLO5aU0hyb25G0vm7Np/hoGjM+eBkwkxh912Nfq8kqPJxQ1Ji08VDB7489MYDLDsz62yX+3LTYF08EcCy8M5iawtgXno+eaf79Zl1JWW1u8aG0nEOqwtaE3BZFVoM095gi95gi64gs96gy75gqp0mZ1hCXdiwuvSUuoz0uvVOS1BaZ0hGT3BSV3ibN7FAmNcZktSvTmqVpzdLUo9K8lqSCw6lldQUP127+Q93v+nFlCjM++OhcBUHQFjO3oQiA4H+JLE5F/x//e6lAiD8MwQKTAr42NG+ps2UarKsMfcu1tntqLGFae1SNLbzauvLW7/vfBwObSAJxhWts4Vp7lLZHpu/OOfHxCxTfAC7yE2xEcyle1wR7xFpCHoQNRO09gBvcFFzDmMz5fUH+C6vTX8lOKk9V7o6XVElj98REV0XFvSYRT/rKXYqUyqSUbcmpL6dmvpKT8UJm9os5X+NU+iuZya8mJexUKcplcbtiJBVRskpJ/G6ZfKc0oUr1A26iuHJp9LYYMU4gwuBGfUSKCqmyQqKskCgqpLIKuaRKHrNbHrVHHrVHHrNbIa9KSdqekf5czq/3/3YEox64ubni0ztMSwEGouefB+GJAIDjBLERyiQZH0L/JZz/GO8fmTSWNhTkNCSlNcvzO9NWH8ze8c9XzuPsGEYdmBnApWMDtaV1WUVNSblHlGuNWc93/3c/Ls3CEUwCGtCt+pfOSyCg8J9gCADCg5nC+FVcqP1M85hxc4k2a+3hjILGpIwGaXqzJK0tOq0tOqMlNqtZlntUmdcYX3gkWVz5DYm5R+OzmhQZzbK01tiU9qiUtuj0FllGsyKjWZHeokhvkaW1ylLa4tJa49KapTlNCYWHM8pMhferN/Zc7RjG8AymvJjl4SVgBUEQIcB4aFAuqTiBmQfIj5wRQQMBaUoBTsAIiy9MbffpuxP01nCd/W6d/W6NLVxji1SLxsEt3/evZxOIfw6CQUS1eYW+L0bdJatuyTxz1cThPOD9379brhUB4/X3euYFSkEY4vXBzcLrgsMFtwveWXin4JkGMwn3MCZHMH4eF3Kfz8/dmZ+8M1VeLpdUSWP2xMTsjY7ZGx27J0ZaJZFVSpW7FKpyVcLOhMTtyak7UlNeTU3emlI3dDBnd47iVYWqXKGokMsqJdIqiaxSIquUiHXCN7q/3ygMVLskql0SRYVEWimN3e2HQeQeheTvCTGVSlV5Svq27JKX137tPuWEg/0RvbOWhJYIDBgIon/TR1gWvBueAXKl74rltwefvF+/Ya224MG2jbl1aUUtmSmH5JlHEwoa0kuNBc92PH0FFy/j24s4+4ujWwpqkzIaZHnHEsoO5v618/cTGPXBzXBs8M71s4ABhX8QJAEIOI7h4JvA8CnvZ08ZH91iLCmuzShoTMltjk9vkqY2xaa1xia3RyW3R6W0xaa3yLKalLlHE/MbUgqPpBUeSctvSMlrTM4+Fp/RrEhrjUtpi01pi81olmU0K+dWeosirVWW1ipLbYpLbojLa0wuOpS1zlC0Rbfhce2jZ/DVLMY9mHHRWYpA84lAxQPvR3WgEu3fhYHovh5h8VkABmG3JQxskWp7hLZ3pcYWabDG67tWj3ttFIMAcxPumOv8OsW5El5wHviccMxiZhJj/dzFz8Y+efvS229dfufdwQ8/GP3kHyOfH+9/rx8Dp3HGMm3J3ZGTtC1R8mps7M4Y6b64AAmiJbtjZJVSMUVHVa5Q7FAkVSUpd8Qn7ExQblMmVyTH74pX7Yr3p5BWSgMwkIp9I24yDOSqXVI/DKokARgoovYoVpTHxr0Wr9qbHP9qYvqz6VsbXxnDaAgGt7EowIK4KMOC+MCNYvwKLp3EZw/WblxfX5RvTF1zNCerLnn1sZys+qScY6kFTWn5DYkbGvM2add8iLdP4tPt779cergg+0hiRosq+YisuD7njx2/Pke+dmAqOMkaPxPjYM4VRijAz/JTkxj5Fl8/UL2urDa/qCE1q0khun2yOxSZLfLko7HJbXGJ7XHJbbKUVkV6szKjKTHrWHL20ZTcxpTsoylZx5IzmhIzmuLTm5VpLYq0FkV6iyKjWZHRrMw6Fp99NDH7aGL2sfisY/G5rQnpDYqC5pSs+oSyxvx1h1dvqiv5B964iLMTGPHAxYp7WdC4wUDiSiBJ48e6ia6BQbBlsExnXybC4KedafwjYBARDAPjG5HV5jCjLcHQVSLgc4pRgLvZN5f4vPjAe8BMYWYMoxfId586Pnr9xGulLxcX/S0//295eS/kZT+bm/1sbuFLJUWvlqQ/n16wK3f1vsKkbfFpr6Uk7FHGVcbGVkXH7omJ3RMj2R0jrZKIJEjYqUjYqVDuUsjL5dIdUlWlSl4uj301VlmhjK+KXxjUDVo3GQbKXVLlLqlokcTulsdWKWJ2q2J2qyR/T5DsVcZUSONekRXsyH9gxxYnHEzITXT7igIcKAvCgp8QJocxfOjLuodMG4t06Xl1SXlHkvMOp5Ycyy04lFnclJ95MDHrUHz2IfnqhqQN9fklNbmb69ZtOFKWeTA5rSkhuU2RekxZdCRznWZ1/Zf6cQwwcLKccy6biC7Urfn3UiowLKgggPHCOYKrLzc884hu47q6vILGpKx2eVqXJKkzOrk1KrkpJr1RlnpUltKqTG5TJLcpUlqVKa3KtJb4tJb49ObEjKbEjKbE9ObgFZ/erExvkaW3yDKaldnH4nOPJuY1Juc2JuceTUw+KMk6qsprS8w6qsprTF7TklVwMK3MVLjz+CtX8J0DU244VuA7TAAAIABJREFUKQAenJOIE81ooBJQCA4q/KgAMuZhMMbiC1PrFn13kt4S8XOHgb8Jkr9jUjAMTG+uqjav0PYo1K1FBF8TTFBwN+GWWSABxAWPC54pzAxh6Bflj61+fnXO81lZL6dnbktN2pqQsi0pozw9bUdq6ra01K3pya8kp25PTt6uit+miN+lVJTLJOWxsbui4/bESask0iqJmLip3CXCQKUqV8jKpXHl0vi9CfF7EyK3RqXWpMfukFwnC+gnh4FYcCCpVEgqEySVCdJ9CTG75XF75Ypyee6OnLKXSqcx7YUvBIPbWAIlAuDm3R64h3D117onNmnXbGpYvaY+Y3V9+tqDeesOFpYY80sPF+QdTM2sV+UdVRQei881KIsPZRTX5+QfychtSUtuUaR1xscfiV3dnLnGmLVlf+knnnfGcNmFCR7sIgwQQshPEelbIP+PhkDBs/C6MTuISx+5316/r2BTQ1Hh0eTkxqjE1lUp3bGpPZK0DllaszznWFJBe3p6c2JaS3xai1KEgQiG5DZFSqsipVWR1qJMa1GmN8enN8dnNCVmNCvTWuPSWuMymhXZx5QiDPIak3OPJuY0JeS3J6Udk6U3ybOalBkNssKW1NUHMzepS8/i1BCuuuES5jxF7Fzxx8LypX8XBpyAMRZfmVof0nel6S2ROtvyhTC41bv/D8EgMggG4frjKzT2ME23VN1axOALgmmB3HQ3kQDCgJmFcxYzX3u/LnmxJO/lvIQXE1IrUlL3pch3xUm2R8vKJYoKuXKXQrFDIX1Zotghi9sao6pQxFcqZTtl/m29akEsV0zcFJsFqaqUiiqlrFKq3KuU/v/svfd3VOe5NvxXfGu95yRxMBZImpndp/eiDqIZt8Sp5yRO3nNyclJtsOnSzKiAbVAZdaEyXUKgBrbjNDtOYseJK9gORYBAFbUpuz7398PeMxoBTkLe4BAvP+teY3lLw+yZ2fu+nrtdlx8vqFYRNYSqSkP4SMKn9HfKzf4yfdBdBQMZDygfjtcoYID7GMJrILy6giqswKcmjpBMDWneoy/fVToLs+nP0kT/0ksSkCSBzLtwFS59vf6xRxu2VB517Wgt+VLX1r6Jttfg57+DX35n7OvudqOzT2vrw10RsmLQXBI1249rPRGTa9BgDOHmOOk8oXeFdcXdpp2d5V9u3v4evD4Dl5OwLIqiJEnZaOCTjwyyOCQAvww3lmF+CiaeaPral1q3bO8p9vQajH0q6wncOFDAhPOY4AZjELOGGGdQ7+g3ZLNA1ihliVKmGGGKY8Y4Zopjpjgm1wOsUSUvJBcPLDG1LUI4wpQcHDhDWmeItoZJY1BtjWKOAdIeJc29GmsvXtpnfbC9suv99qswMQMzaTGlcBalVicBBUjlzrLe+ZIAibAKBjMcvNMe/XLLkLVlpDAwtj4wtu5ejAnWgME6mZRCjglkMGgc+0LgTF7LCNU6tJmDtxAsCGL6H3zd3LJkqtp5NHcD5p/seMr9Y49rn9NR58QP4XiNpsCfr6ot0NSrCrwb1VUFTA1prNdTPhzzavRHDKSfxqoJwsfgXhqrpggfQ/iYjGeXjSR8pK5OS/sp1aFC3I8Th4lCXyF5mFb5cPkvKa/yLNxPampITQ0uP+tum0x+h/tJwsfQ1Qa62qCpwtV+TFVbSPsxywFjxe6SRVj8DAz+lRfKEOGIkgj8NfbSt71fe+Lo4//T+c323z336/kXr8Ol63DpfXiz4Vzdlojb0K1yDGi1fQWGflXRKZOpHysaMmq7N7oGKVNIVTpisIdId5+u/LhtS0fRf4QffSX58iKa5zhOFMV/Ymoou3jglmD+EnwweKl/Z0PZjuPFpX0mQ2dB8bDeGFZZYpg9TtmjjC2sdYZ1rojRHTU4wrQjTDnClCNC2KKYNYpZY+qs2aKyYY4I5ogQjgihHI8QMh7YInJPkdoUL9SFN1gG1bYBzBLReOI6Vz/jaNGVNRd9vfMrH8IHi7AgAK+AgcxTBoIMBqs6Cn/PygUDQYQ5Dt5rj36lZcjeMqxeAwaftNj9/xMYNJ3+fNP4utZRuu3kVhHeR7AkIfZuX2MyHUUSkjMw+4NjP/T8sMi2267dr9fW67F6vKCmoLCuAHtWg9dryBpM6ycZH0H4cbJWDgUo3EszfgPjM+lqLPL+GvcxuJ/S+Cl1rTzMhasOqikfydTTRA2RdzAPr8fzDmxU+wnCRxE+hvLqZDDQ1JDyU+4+GFAZUgqc8FF0tU53yKg7ZMAP4VQdhdertXWYfg+1o2rrHMylPgODf+ElZx44ZbYgAUt/uvz730y8PAUXJtGFBMwnYWEOrl+FC43v1RV3m2wRyhKl7ENaS4wwRdS2GGmLYvYoaekvtMdwfe9Gexj3RHVFQUNJr2Vzr/uh5srLMLGIFhKw/NcH1j/uRkYfb7lkPrd/c0gCUQBeAE4ALgGLF+HcoV/s3tFatqnd4e7SuSNaR4yyDRD2OGWNUtYw5QzrXBG9M6yzhbX2KCPDgDNMOCKEI4I5IpgtKpvaFlU7IrJhWbPKgBElZDywRgm50cgQzXeMkLrwBmtc4zpB24KEo5coCVoqjnu2BDYF/tg4CVdSkJQkCXiAtAwGSppIULgN4C9MLAOsjRxWfyUgZYxQBJBEuMHB2fbo19pOOFuGNYGxvMDY+gzrQ949CQb3NY2vuylN1DSW1/LCAw0n728Z1jdHt4nwoQTLCNIS4u7+xLuU5FcWYWF3y67Sn5ZZnrbrDhnU1biqBtvo26iqU+FHME2tCvep5fZ8jVdDHqYLDqqoOi1Vo2P8Osqro336LBjISKCqw1V1GnWtBqvGKR+JVeOYV0PVE3g9jvkwGUsIH/PPiAwowpdNSVGUl2GqDEyVjqomcS+B+9SGGq11n/EnoR/OwkwK0uKtzFqZ61Fcc0AClJmp+ddfnwowgJyJSlHmN+ZYSLKQFIDlgWWlVBJWzsHbDwe2FPcYM+3zShO9LULZItlH2ShHmHKElfJpebfrkcYd3zr2nxNwfh6uJ+AGJwtiyDQ5KOPdMueQpXm/6fjtBj4lUFTBcmg+ESABJBGQBIkkLwKkRDYFaRZSSVhYhpkP0dvfjD66JeZx9+itnYSlh7CHSGuYNIcxeThAbgTKMeWgvMfPeZsfa3LNwBIjrFFC+aAidPYTU8rLUUwOJpwhqjhiKuq0bm+p7H2v+7I4wcnpoLRy6wggCiCwwMmUliKs1WBQBNQULgRRaX/PfGgCgASCmEbACxKLQBKRhCAhwEe/+qOv46S7aaiw4wVV4/D9DcP5jSMFrS+pGsbusaGz8fWNpz/fePrzjePrG8ezWLUhMLqh/Uxhy7AmMOgYevn7AlwSpGWAFMDd5SZSImmQUrA8CVdLniq27rMyVTpVlQY/TGH1ZKFXjdeRBQcLCL+G9KrlJhyZcVqWB7itk9XUajS1KtnW1IRvrgpQGSMJRb3g7iIB5SOZapKpJikfTvhx+RXlpJamCjceNlMHGeZpumi/+034wzRcW4KFNHAIAUggpgXZq4i8hEDe4SAOQJA5PJAAogCSAOjTEEl8WsAgd+ZVQiBlun0QiKKIQJpHs6cvn9rWUFoSNLsGmByn+dfN3W+s6PBsayjf98JT78Gb83BtHq6xkGT5tCAo7nvVhyGQiwniTXhwm7n/LP8aLyFWQpwk8pIgrnI4ZKRrWOATkJiH6WmYeHP5N9/r+4+tUY9rQGcJEaZ+zBLKDIiFyTt6Xx9n8pSZDAZyLcEaoW1hrS2szUEXwhYhsrGFobewOGyp7C7Z8VzlZbi4CIsJPiV/HSIPnMDLDaYc8Ckpycs6B3xGAU3x/ZK0yqApKVINYkYWAXEi8BLwSJm3YyWYOHflePuJko4RuvOMJjC64dipgqZRdeCFAnmy9x6yW8FgfH1gdENgNL9lJD9wkm6OFP/u/edFmESQliDxSYABCyChJCwvwNymXRWmJ40Wn5X20ZiPUPux/AOFVB2lf1ZXcCAf82qYelIBg0zvEH5TY2hmbgCv0eA1yvTZXd7p3zEY6KpJ2otTPjyrnKOpIQkf9cBPN1r9dtt+2/fC//MuvDMBl67BZBJSSSEtSGsUknlBksGAvQkMxM/A4F5aGU0Vmc5MlNVXEEIiL4miKAA/iSb2nnhyW2ux4zhtjxOZUOBvMmdIW9pnfiiyqbLZ/VBD5e/4X1+Gi0uwmAZWECSQQEhJAiufBvA300BmWcCy5ynlcAizArACsDxwq7rEWcWoNAACFtgErMzBzEfwXv+5jq+2PLSlpcjdZ8i6fnuUzto/BAzkvJCcJsqOIt8SaihgIFcXnIOUK6yrOO58pHPb4MXwNFxLQoIDTsy5SVg2hTJUaDLtNg+crDEnAcdBMoVWOOA5EGRyNIDVyABAynyYMgcSBzC1Iv76+KkdrSf0baN422nNsVMFTaOFDWN59yQYKKLH2XMLjOUFRje0jBS2DZt6h780l/4ZwDyAIKGsNOhdvFtAAoREFtLTMHUFrvzf9v9y7HfST9P6GoPqoJqoIQq9anW1mq6jcB+GeTW5wmE3+VllhNiPy/vuT6BV9O8AA9qrGOUjc8FAdVBjf96hO6C3V9kfbXzsRwM/eh1+fx7OT8HMIiTSkEpCQgReQpwgcAjJUTxapVcBAZCQ0fv+l1+fDjCQPewqRbsEPEIIlByOlICVKbjyeMODO3vLHL2ELYbfERg4wpT5uLqoX7sl6CwPOL7a/djPl166CBeXYFkAXhR5eeOQTKd4EDkQlsUVEXi0aoqESBYGhMw2mQWeBZZVPKDAC5LAIZQGSCt9mWkuwUJiHq5fgPf9vz6wrbl0U2dReb/T2ktaQoQ9SjtijIwB8s//IDCQ8QDLJs0+Ju+0Wos2hgsMvYXObrqy0/WN44+8Bb+fgcllWEhCAoEgCWJuYCQIHAvsCiynIMFBSgQWAYsy3PqczCySmylCADmRFpIAQAJYADj367f3NUftbSPallFN06nCxpGCY6MP3INEdRna6g2N40rLU2BsfWB0Q9NQYfOg9eU39glwVoIlAIkXUvAXKlL/oCUInIg4AfgF6cYNuDEBE8U/KXbtdRv3G+gqkqqhmcMMWUvStYz6gIquZYi/DAayaGWmtfTjlGr+uXiwynuR815oP0Ucwk1+k2Gf3vSMyf6MrWhf8UO1Dzf/suUs/+FVuDYDM7KsEyskFMV0CeVUCKTMbu/TsD49YCBXKTlgFflilE1Y8wlYmoSLjwa2lHfZPVFdxs3dgWcsGdaa+zZae/GiXsvm4yXbAltqf+k/K707DZMsrAiQRsALIKxIyUVphQVeVDIgfE5SPKMdD5LM0MCBxILAgsCCxMnxwGpCCYlCmpeWWViag6unzoe/2fnotrYSZ6ve3qd3DZosIdIWoWQksIQIOVPkjGv/gWBgixCOW8DAKttq8QCzRjFLvNAxitlPqe0xjbVLXdFp3dlc+i68MQUTCVgQIAVIhGxKjJWp5vg0pFhIcygtIU5hPFVELbN5Mvk2W/3olByRUttLAlxZEMcDkfK2YUvzKSwwom4Y2dA4ntd871FYN2abiFbBYF1gLK99jGoZLL6+MozgKijjZh/bSvCPWnJklpJS8haEBXYZlq7A5W83fNvxtK3kSBG2T12wN19br8O9BOPXqQ9hhFIYyM3vy02ilCwSkDWmSkdXM/ceHqxWKTLhi4by4ZQPNx8xUvsJi89qOmDUPa2z7LFZn3GYf2Ir2V1e/lTFn1J/vAHzCzAnQEpCLEg8CCgr45phW/l01I8/JWAAMtsiBywHKQUMJMWjCCDcgJmLcG57oMzdobeHyDtNE9miGNOzznOKcAyQ5iDhClqLu13b2zY/0feNF6+PXIdLszC5CDMrsJiE1DKk0sAKkFZKTYgHxMsbimzHIFrLD8zl9GEKgHjgWFhJwo1FmLoK595Ev/pax44dnSWeDlNJ3GoKk8Yobo0q2SFrmDQHcXMQt4bJf2BkIDeYKhb+C2AgNxqpdbEHLCfzDbE8RxzzBOnyLvP/DH/zT/CbS/DBPFxPwRInJgHJ2Q8pwS3PSbNLsMhCioc0IF65qzI8mhk8UJJpCIQsGAgiksFAQqwEUxy80RZ9pHnA3jxEtp/Bmsbymk4/cGx03T/d+6+1DbcBg/H7AmN5rcNMU7RchLdZaVqSBJ5DACAI3F29VRBIMgyIAKwoJNMJDthlWJqF6fInS3Tfp61VZu0hmqomsYOYrtaEVWerxGTWcvCAySiI6ZgqHVNloKt19xoYyOXiXDCQSa0ZH6H1EeRBnNyH66p0xiqTscpsPGA27DUW+Yqsu2zuXe7DLx6+CpOLMM/CCiBOkXzNUG/J9+9nYHAvLQSQ0bwU5DZhMdOIAvw0TL4Nb2xvLy0PWm19xJ0WkG0RwjmAG4J5tgHMNkCZI5QrbnZ06rf0lmxvKd1eX+Yf2XcBzs7AtQWYX4LEIizxkEbAyWkiJbS8iTQYKRfT6p4XgAe0jJYXYX4RZq7CR2/Bb77aum1Ha1Flp8PTqSsKG019pH1Aax/QZriDKGuYzEYG/7iagdKHqrSihjOvFf04I+wDmC74gGNIows+YI4UlsYMJZ3Gh7rKDr301Oil2HW4OAfXFmH6BkwvwdwUXJmCyStw+Rq6ugw3RGABiaudRZnbTARJLquImZBJRJKIJJQhKRLhRkL608mXf9oY9bSc1LWfwZrG1zeduf+54c/dY92lGxrHChtX2143NI2vD4x/PjC2vn3E3BJ/EMFFCZKwmgG725EBcCAoARcAIEgmkyLwCzA/AeerThxw7LLbD1iNVSa9z0hVaZk6QwYMFNPU4DmBQhYSdHS1bPdWZID7Zf4JZSBOLm/IpNaMV0NXY46jZq2fpqpJnV+P7Sfpap3WS9MHSHOVyVHlcj7t2r5/R/zNgQWYEyAJiANZJvkzMLgXVyaznO1nRznsmCuwdB0ujywM7OwvL+oz2vtJaz9+p2DgiFGG/gLbAGEZJMwDuCGktkcZd1Bf3G3a0Vu6+TnPj+Pfi30YnIALUzB9A+YTsJyGJAtJHtI8cALwEohyd9NNJv+XFSUW+CVYnoHpKbj6Dvyh5f3nHg9ur+x0bIk4HV1U+YDFeFztjOuMfZgtQskAYA2T/6gOojVIEKZkJFDwIPyXkYCyRWhrL27rIwy9hc4h0hhTGcMqd0Tr6daXNlkeaa3cO/LTjjebXln52a+XXxyfOdH1XnPr28f2je7aF3sq9Fr3e9NvzqaucUJqtecKZQFSqQMhmadV5LIa6wAAkACYeG+it/3Eg22nbM3DqqaR+wJn1h0b+/y9Bwb5jWP5yvTZWJ4CBqMbWoasLdHHU9IFtDqOJ93tmsFqIk6e5JMAJEinkwKwSViahuulPyx273La9zmMB4x6n1nWicw41txuHGWgV+7UlKeR5UBhNSdzD5gMBuoaSlND4v41YKDz44wfww+qdHU06SWYOh3up7BqXFtLMH6M8VHEfkq312Tb4yr6SclluJKAZQGSAHxWF138LE10b61s2gUkEXhWSitUyRIgkG7A/EX46OAvd5d3OMojNkcv5QhmO+7/VstugWWeBktMbYlh1ihh7SdcfYbiLkdFa/FXuh6pemnP+NTJi/DRZZi4DBPXYHIO5pdgeVmuQQHLAZ8UE2mU5hArKnrFaQ7YFKxMipcvw8XLcP538MpXjj+8qbOopMfm7jc6wkrN1hGWmYJoZ4i+0/P/O8DAHVoNDmwRZdrAHmcsEdIcIi1hSk4c2aOMO2x0thuKu2yeoMkcJAxRtTaSb4pjjhjj7tOVdFs3dbrLW5xbOoq2HS8u67RV9NjLeq0Vx5072ou/FNj6H889Fhh7boq/zEJazCkPrM71rGnKym6cJYAUwBSCd0JnvtVywnnsRH5gbH3Li19sHL/XIoO8prENrS8UNI2va/9ZXtuZDU0j67peyms8kd8xVBwd/6EAU/KbEkUx00x214ODNUMwmck+EdgVWBx4Lf7wMw95niqy7bXba534PpI8ROEHMbKaxL1EwcECmWQCq8OIw4Taj6n9mKaG1HhxjZcg/TRVw/zTAeCvg4EXp70KJMiDdbgflyeiNTU4UVOIV28kazBNFaarsVB7jSXVm7v+1DsBE/NoVoAUxyeRJKB7Uffq71+fFjBIIhmgBYmVu3dYlmX5dBJWFmFu4EJoZ2BTWaetNGQpi1rMxzV35ExlPh+LPKGWGdy1xtTWKOYY1NljenvQ4OqxlHU4t7aW7myueKRh65eee/g7rU/UvlR35vqZD+CDyzBxFa5Mw/VpuHYDZmbg+jxMLcFcAhaSMD8Fly7C+8dfb/m/7d/Y+fzmx3oeLGqxlwbdRXGbNaLNcko7wpQzRHmCtDv4SYDBWiRQwMASIc1hwhwirWHKEdN6YkZ3RO/qMWzqL94SKi8NO0x9pD6KmYYx4ykNHcm3xklnXGfv07r6DO4+g/241hFkHGHaHqLsPWRlv2Nrs+uRI5v+mH51EaaTsCQAv3bCMzuhLcsh5JoEwALMA/x5CY01xUoah4jA6IbnTv5764v3HCOFrMx8bORzjWNfaBz+YudLqqaT65uHqJbo5gX+FwALAMrb5LnEJwAGNxOJZ/CA49IiCGlIXZGu9r8Z3Fq9Hfs+4fQ7DPsN1B5aX61nqhl9nZ6qoQsPFeJ1pMqvKvSrCnzqQr8GqyXwOlrjxQsOqv7pAPC3g4FcPCD8GjniUdfimloNWasiavKpek2Bt4Cs1+nqbfguvftAWdmTm169+uo8mhWAFcS0HMtKAvp0hAafFjDgAXgQ03IiVBCAE4BPQ2IB5j6Cs98Lf3trS1Flv8vdo7V14fZ+8k7BwBinjHHCGiUcEcIdko1yhClrmDKHaFOQsfTr3f2mkqClose6qcuxtauivKmk/FjJ9patXz3+pR+f+n7jW8+Pzg/9hvvFOXjrHLx1Ht49C2/8YnY09k7noeEn/7Pj4Z3NpTtaSza3uYtbbcXH7YZ22nCcltlG5ZptdsPuDhF3HQxCiskKaJlCMWGLM85BnWvQYI8ytj7K2kO7+nXFQYunx+roNtmDBucJg2mIZE4U0ifytScLtbFC+0na0K+xhbUlgxZXyOCJmIqiZnsPXR6xl3c4Hm6p+F7XNyfh/BRcScKSAALKfqc5O9a1fVlC5mcWYEmAizz8tnXgwcBJS9eLzLHh+1teuOcmkJtPP9B8+v6m8fuaT3+xefT+rpfw1hGiecA+9PIPRDjH8nMIiaKQznmbd33OIAcMMlX7TLo1yacSkJyB2ffQ+/tHD9h32627bEXeEu0uvemAkdpDG2oMqn0q3WE9UUPg9bi6VqOqUWvqME0dofZjmO8OBes/ETCQawbZbii5lShrRDb9VavBazTaOg3pK6AP44V+1QMHN6p9NO01Gg46nHuKduzbeR2uJ2BZAJ5jU4rG1GdgcK8sBCCAtCLK48dpMclC6gbMXoPLE/DRG/Dqg4GyijZ7edBq68I9IcYVZe4cDAgFDMKUO0R5grQnSLuDWls/bYvqbHG9NaYzBQlTP+4IkkVhrbvX6O61FvU6yno9m3qKNncVb24v3tJSsrNj06MdlVsbih5sKn00UPFIoOzxjsptTc7tx51FbUxFj7ms3+LuMZTHnbY+gzVoyAgMyD2jRJY76A5bY/8ePJDNtjqQTFhihCVKmcOENUy5o4bSmKU0Yi4Kmjx9pqJ+a0nEVhS32KKMNqw2DGoMJ9XawQLzKUwfVRvDGkdM6wxp7T20p89U1m+r6HJvain+cseDb8JvrsOFSXQhDSsC8GuQQFlSDhjILjL7vyxAgpOuJuEP4dPfa457Gk+QrWeIxtF/tve/BQyaxtc1n/5i0/i6wJm85tEHjp3I7z7t7Dv9GAuvIbgq87siSamhS+JdZrFeAwY5mTe0mv8WQFiEpUVYmITJy3D5XXivYt8m11OukoMl9n02/V6ducZMHqLwKgzzajAfhtfj1BEGqyVUPg3mw/7pAHALHiiMqqutsbcMUa/OH9RomBq88OBGtbcQr8fz/YUFPjVTb9T5zeYDDvfTRWeuvLgAN1ZgSela5D6LDO6dhUBiFb1dUeQFYKeEyWm4ehk+egVe2tlesaXLvSno8PTri+MGV4wyh1R35BmtMudzTBnHdYZod1DrDmrdQb21j7EEaVtUZx/Q2Qe09kHaFsOtUcwWoy0h0tRHWnpJR7+uOGQu7jcX95g3h5ybeh0VPfby47byLmtZp6ms01TaayyN6h1BsmTA6Inq7P20uZt0BvWemNkR0md4IOQdukIh908EA7libO+nnT2M67jO06139xicvQZbr87ep3eE9K640RHXWeOkMayyDVG6/kL3kMEZ0lo6yIqQY0ufZ0tL0X+HvzN0KX4RPpyA89e5CQFSgpjOjJAr/kim+cjx+0L2aAYPWAmlJFhIoz+/8WFHU2Rr27CraZhpGlXfW1zW4+sbRj/f8sIDDafWBUbzW8fVjSfIjlObPpjuFOBDDs0AsGl2ReG8+QRYz9ZEXWual5AEkggIgEeSTIe1AsuzMDsFM+9z5w7Fq4p+WOR+0mPbZXMcdNi8NnONWetnSC+BeTWYjyBqKNxP3muRwa2Bwi09sjcjBO5V3gteR2J1mLpGjfmwwr2FhmqTZY/tscOPX4LLN2CeAxbxwmeRwb21JEEEBDzLIZAWhPl5mH5l5Wc7ni2vaLKXd1k3h+zFIaOrn9J25rmGSFOk8E6daaanXnGFMu+/I6R1RfSOMG0NU5YQYYnglhhhjePWuMYa11hiamsUs8VIaxi39GHWfsIZom3HCUcvVRI1uiN6V1hXFDO6wow7pjWHMX2wQCaGKxoyOsKUJ663Bcls9TinfI1ZYli2tfTugUEWCGUYkOHQ0K+xRSh3TOcMaV292pJeY0W/dVPQUdRpLu91VfZ5itstFX1OT7fR1au399PmIO46obWEMONx1bZTHlsrWdphfQmGz8I7l+DiDFxPwhJ6PmuMAAAgAElEQVQPSZZLrPa4ZLqJRIWCgkfKBJ+01oXxALyEOACWh6mE9ObP/3SwIVrcPGRuHCYU+tJ7xMbXN4x+vuPl/IaTDzSdKmwdw9tHbYe7SwR4U4JppAwnCvKAKxLh7pclpZy6i5QDvcokhwjAIwmBJEi8PKGWgOQ8LM7A/ARc+fnUL0p3lbn3eIxPG3V7tPQBWuvV0l4KO4jhXoKp05H+e6iV6LZgoKlZtSwkUBlNNMpH4j5G+5yNrtfhfhLzq1XVGwm/ynCY1vu1Nq/Nvsvx3y3/Ow0zLPBcmv0MDO61pUS7AnCLcGP03NDDRyp3dpd5OnWlEaOxvcAdYRwRwhRSmQYKzIOFOZQ7f5NndIZoZ4i2RWhLlDLFZI0wRSDeESHcEcYdYRRUCFPWKOUeYmxxjSVcaItingHKM8A4o6Q9RLqi2qIBgz3KGPtxfb/GFCYsA5QxihujuClGmOOkIaQ2h9XmkMoa0Tji2Xo1Zo1iGY9MmWLU3QaDHBSklNeNY6Y45hxkbBHKHqLcQa2nV+fqZEo69Vt63NtaSr8b+8b/Dn37ocZNj7Vv3dZSurXbU9xtKAprbVHMfZIyhvJNvfmeMF3ab/ja4EO/F165CleWYH4J5llYEYHl2FQ2O5Q7dJYBA175ksVs6MAD8CAhhEQEKwgmluHlrpFH2kdKmk9qm0YL//kYkAMGzafvb3spPzCibjqJN53AmgetXUPfTMDbIiwLgiBKbAYMACQQ7+7MGWRq7+yqvjeSO7OBA0mmA2ElTska8SCtiAhggV9OQHoaZq/C1di78Qerd7iecbuqXPRuitlPm2uMWq+W8dE6vx47eM+liZTCgAIGlFxCUNdQ6hq5lkARPkqmMGKqScpLaXwGTY1J7dPifkpbS1D+Qrx6I+UtoKo0hiq9fZ+j9Knyi9LEAiwjAJH/jI7iXloIJBEJIuJWpOUZuP5fR7/1SMOWbceLSsImU4/aNaAz9auNfSr7AGYZVFvihbYoluvvMlv+1QyJTUnL5KaGFDCQi8nGOGGKyzIypD1E2vtJW5C09dOWIG0JU+aQyjmAFw3S9rDG0l9oC2HOKOmMkqZ+zBnXGvo15ghpjpPGKG47qdWG1eY4bYySpgim6y80hVSuE7Q5VOAaJGROUGsGDGQoyhGs/xuNdoRlCTOFXOhmMupV1u4s8mkdIa0sjmbJBAeWGOGIMY4gUxqybAm6N3c4v9RX+fz71W/Crz+Ed87CW5fhz+fh7Nvo9X2jTz7YVL6ly13Up3dEMHMsXx/dYItr3HHa1Utv6nI9cnTbkTN15+GDabiShCVW6QaDXDyQ+aaUwT35t2sy3bzsyyQEnJBCMMfDn3j4eefAjq7hosAwuSqBKcvd5EjSr7Xbu++bn5g9cgcwkPMS4+uPDd/fNk4EhunAkLb9ZMWF+SgPE5yQ4lgEAJIkIGmVQ+Uur2wZJjfYkvOsEgdCGqVF+VdsZqpKAABIo3QS2CVIXIVr12D6LJxt+0Pr15u/Yn3KaH5GZ9ij0+/TG70WpupvnEBWvPDf5s1JyktleZByeLBvNXLtYw4YZAblMqI6isnxgRwWyGDwwEG8oFZHPWvReAm8CtPXU9o6DK/eSHnVJr/OetDs3uW+DtPLsJzmUp9FBvfWEkQkAGKBW4Glq3Dpm0ce2/586ZYuj+u43hnWOQb11jhpimDmMGaL4c4B0hXBzX0qaxi3xUjHCUYXUpvChD3O2MN4UZwpijPOKOkcpAyhQmMcMw3gOYJfayZvc1CEziVskLEkVyDh1h33x89w3V5j4JaXJnJZRR1h+mMtpHUGjc6gyREy2sJ6uV1V3uxbYmpzVGUOq+1h3BWmPWHaE6TdPVp3j6E4aCuJ2EoGbfYoI3eU2qN0UdhY1GV8qG/T9mPlX352+5/h3YtwbhFmV2AhAUuL0tw8mp2F6xPw0cP1Wx7t3lJ03OAaYGxDmCGeb4mpHWGqJGiuOO6sCLgfbq38bt83P4B3ZmByHmY4SPEip3h+PkNFrjA28SAPmklIEuUtLYuA55EkAnDKSEka4Foy/dvXflfbGdzeNGA6NqxpGC1oHM9r/1lew9i/N5/5QssLDwTG8gKj+YERdWBEHRgtDIzmZ4Rx8tZ6/3Wr8mSrlj2+/mYsuRlv8hSlndFC2Z4/ua7tRVXTaOHRIbx12H7ile+m4HURZhAAyvTwZJto/55uoluGGf+K3cSmnsFdDpJpSIjAC1ImL7d6RhKAlAJ+GfhZSCxBagEW5+D6DFx6sum/N/3AWfZUkWOXw77fYzxk19ZoiRoC92GEH6f9hOZgoa5OS3oJxs/QPhr3krrDhsKDOFajZeqNRA0t++tMFTc3oa8wINFeiqlmdFWUrophqhnKq8N9WWPWmJ9a8+inMmCg9I9mW0izJg9UZzgqcLxGk1+v2XBYo6olNcownSLXTNUTpBezVOsdu80T8FESFiQx/Yng9yexPiVggAB4BClIL8GNy/DRfxz98uPtOza3e9zHTaY+WhvUGGK4bYhynKCsUcLSr7b0qooHtBUjZrk6ao7itjhj6Ne447S5T2Xr19jDuD1KmqMaQ1StD2uyml83efZV4Ze1dvezNzdTTP8lMAjTjpDeFtZnkIC2ZNI+1jhujWLWMG4LYY4g6QqSniDt7mNKwzZP0Gzt0TrDBkOXxhMzusNGT6+hqM28o6PsiZ6vvg9/uAFT08KkACkEgiRlK58SC+lJ8fIEfHTw57u39BQVhfWWGMaE82wDhCVEuHr1xf3m0j5zWbd1c5t7e2NFw++fuwYTMzDFQkrK0tNJCBS5Y1YEXgBJBAkBC5AS0QqCNAJJBEVzTgAQQESwCHCNZ/84t3SiOe4JjOubx7DnT65vGL3v6Mj/aRj79/af5d0KBi2jHwcGf8FyI4xbwGANHsjia/mtL6gD4+pjpwpbRs3tw5vm4SQHZ0VYuAUMbuqbupMb4O8GAwA50pIzcgqDrKK2JiGEODYF6QQgfiWxIICUAkgCpEFKQ3pZmudgYV68uAATv5v+1f7B/c6nyh2HynSHDKbDBuIQvnH3Bn2dXlujJatJTRWuOqjRHTZo6/XqQ5jusAGrJlQHNYUH1GtYRX3kbfGAqaaYakpXRTHVGRVlRT4z124bKChgQPlwZZ6gVqOpwdW1GrmXVFODKxoMfgUMCuoL8w8XqupwjZ8ivDpFza2GxOowzKvSHSRtu3V/WHllBWYBcZ+BwT22JJBE4IFPwfJVuPDsi96dR8u3d5cW9VrsEZ05TuriKm083xAvsAyqHYO4PYybj6vt/YQ9RLoGGHNQYwlhVhkAghq599TSh3viekeYtvZ/bIFhzW79kwaDNZHBX/5jU1xtHCg0DqhNcXWmBE3YIpQryjgjyhSYLUjYgoQ1TFqjlDGImcKEJUIa+7DSAZuplSjusm3rLv1a78Nt7zScg7dnYXJOmOJQGhAgTgIEAseDBIgDQMABOw8zZ+HtLUeLtwWLXWGdNUpYIrg9TrljOnuIMvXjzrCuNGQt73Rtay4PXew5Dx/OwNQKLKcgmYYUBywLyTSk0pBIQXIeza3AEgsJHpJippgsCoCQon+TEvk0LIuwgGAKwTsdw9s7ztifj6u7X9K2jue3ndnQMn7/0aHPyyoCgdH8wGh+YHRDQNYVGMtJ/tzk1v+q3TbFpMDJfRlb1zS2ITCOtwzrA0PuZ3s3J+E3IkxwsIhumgReM2J9J+tOwSAnO6TcP5kQgOOTciAgIgEBiEhWCkmx4o3X3/ltAqWU0AwQr0B1QoCFBMzMwOSf4c9HXmjaWf9l6147vZuyVluNXgt1UKfeT+DVWnUVyRzWq6tx3EtQPtJYryUOqnTVuMFHyo4+Q3+ttIFmarwZKqQaDeGXZ8Sy8wE3jwtkTHOTybI2su4CkSHdy3Bp4PIkmowZtJekfLii1+YjKS9DV+tk0WblKT5Me4Cy7za/PHlmEeYVsoPPwOBeWZm9lQRiEpaWYOYCvNvx7vP/NfyN8i67p99oC2stUco2QDkHKXuUtPRo3H26kqClImTzdOuK+vSefq0nxFh6MEuIsERIUwi3hEhTj8YV1hUFdSVRmRPiXxUMLDHMOLhRfyLPOLjRNFBgialtUUyuDXiiBlkn2RpWasXGmEYfVdtO0pZBwhqlHCGtq9u4rb90S3PJIw1b34Y3zsMHS7DAQkoEQeQlJaEsZbLOolLrXUbLN2DuyM/9O5rKi9vM7j6DJ2qw9hNFMaM1TJkimDVO6ro1FTFnZU/xtrbyb/d/7Vfsy+fgvUtwfgquzsDUJFz+AL33xtJvfzX1898u/Pr1xdcuSRemxWscsJzAsikBZMFQBJyEeBAFYAVICbCyAh+M/e6p5kF3x4izaYgKjBa2jG9oOHVf4/AXAmPrleBgdENgdENgbH1gbJ3CF/SXqwi38fjrbo8HuWBw+vOy5H37i8SxIbJ9pOi5/rJX3nuehbPLwiURUihDFqdcxjf76Du5Be4QA25+kczxdDqJQEpzqbTIpiUuLXEr0nISFl55/+XG4LFFtMSClBQECQHLsgCCIKaS7DwHK0lYWoDFazB3Aa58/bmvFz/jsT9lNz5lsVW5zdVOuspIHNLJkIB7CV0dTVQVWo5ojTUYuT9fV02uBYNsWl/O5Ghkk300XqMi/FlguJ35VZRfRfuUR9qnyYjbKFWHTMVCnj9QqgtyTYL2UrSXlCGH9pKMQsqtgAHux6ka2lCld+1xvTr7yjIkAD495ESfEjAQ04rCBAepFZidggsTcHbns5se7d5S2V1U3GUrOm7ydBvdHdqSTuOmLtvmds/m1pJtbSWbA85t7a7KDuuWPkdFyOoOG90DJn0/YYtrbRHa0oM5e4nSqF6exc2pLX88JNxxdfcfDw83W0xtjRVY4xutsQJbtNARwRwRQq4SuyN6W1hrCVOmGGUeJIwncXqwgIrma8OFphBu7iY3hz1lAccjbdvOwltX4MIsTCUhwQMHACCBmJRknlFOSIlZDQlWES1YgZV5mP0Q3t12tKyy3VPaaXN16h3tWk/QZArhlgHKOaA39dHufpO9w1Da6SjrcFZ2l1V2lFS2FW9uLdrUVrSpzV3ZUbS1o/TB9sodz1V+qf6R7xx54hfv/zKBkgiJIErApwHJUwgpOcUhgiDCPA9/vJLsbR/c1HbKHjilbhvPaz2zrnnsc4qkjJzKH9vQNL6u6fTnGk9/vnE8Iznwt9j4hsbxvMZV/bL1H2N58g9NY/nPDhQejembYptX4GcpeFeEGQlWssJHa4oEnwAYZESWUPZ1M9spmUqRlbg0cGnglyGdAPY6TNcP1nxl/6M7vr99RppOAivIwwirFLO8CHwSEkuwuALJGZidgWuzMDkJV7pf736s7kvOpz2uQ8WG/RbqgJH2GlUHcfUhDeHHDYdp9cE8XS0mN3RSq62fq2l9VZ1sGlWdJhcV8BrFCH+uabImFwkybp2ivZRMp5rh0Vt9pLyMosrgpZhqhqmmZM1kuUShq9Ix1QzlVUYoGD9jPmR2PVP0IVxIyGOSn0UG99BCSndJOpnixCQLywtw/Sp89K3nv/qVYw89+NymbQ2bHm7durNp8/bnS7/StuMHA08MzQy8sDT+O/j1z1OjbW8f+XbPo9uOeSrbXfaA3hO0OqMWR9xgDpHWMOmOUo4QnkWCf0EwwGxRtSOidkQLnWG1M4w5w4QzRLmDtDOkdYV19iBjCdLmCGUZ0FpOaE0DtCVKm7vp8n7npm5PZaDkJ6e+/1rqV5NwdQkWk5DkBFaU+/v5TByAgIPUMlpEIClJ7zRIKwgAUpCchenfp1794cD3Hmvb/lBn5c6uzZvbPZ4O26ZQUUmPo/i4vazP5e60bAmXuDqMpUFnadBeGraVRqzFYYsrZHD061y9+rIu+46uyp1Ht38n8J2Rt0YXpEUJeMQlQUoDSgCsAKwAJEWJRQAIWA4uInirPfqVtoHyxhjROlrQNPyFltNfvBUMGs/8W+OZzzWOr79zMMj7eAxQRM0UstJRTdMJw/HxHU3hx1l4K4muiJASJDbbLgXZdin0d2aJ7hQMRBAEpeCyhogCAAQQk8AuwMoMzF+FqQ+li1/1f3Nr1RbbD60VPyqfg+lltKywArOrKhQZCT8+jVICsGlYTsPyEszfgJmL6IJvyO/5YZHnmWLbPpd2j9Fa6yAP0EQVgXsJzKvRVBcSfk3uDHAuGOS0/eSUfGs1WVOUmT9On1mZHlAUeDKkqmtMPphRZZAhYRUMmGqGrmZklMKqccarNe03u3YXz8DCCvCi8OnhsP60gIGQxWdBhAQHK0swOwVXfj/z6q+uv/zbG69+BGevwZVrcOk6XJqFq7MwMwezczAzCRPTMHEFPnwP3vhZcuQ7J75R1Owo7nM6+g264yrbAOE6hZtjBbYIkVOP/euQcLddf25xOAcMsOxUWs54GmaLYu4Q5QlS7lDGgrTSPxpk3EG9u9/k7DU5jxvdvdaykGd7uOLB9spHmrZFJvo+hPcvwvlZmElDSgBBlCXJeMV3sCwrgchCMgFLCVjiZCWJtKLXg9KAABbFxSVYOA8fTsD5c/DOi3Oj3e+0HX+ns/vtjrY/BX4Q+99HGnd+qfOhsmddWzvKKzo8pZ2O4i6Lq9vo6tW7g/qisLE0Yi3vdlQEinYe3frCzAuzMJeGlKIlh1IgLoG0ANISQApAAAkQAoCUCJMSvPXK24e6h8tah5m64L91v1Qo1wyaRgubxvIbx/MaT8tg8G+Np++7vTdfY1kAyFMc/ZrjebfAQGHjWGHjmLppmGk7VTL0q/8R4M0UXBAhJdNHSwhywCCzQ//7IoM7u11uAYMMEqR4jgV+AVauw+zDe79cvrty04Gtlqds2qd1hj2G0mdKfnH15QWYRyCsEkTlhBQAEpIEAEGUWAGlOUiykExDYh6mZuDadZh8LfnaV499zfBjk/WA01bjIg9oiSqGrtUSfjzXocsCxYplxgLWtgzdVmyHzBSN17h4eeN/a09qhqNi9UiOeKeSVsqqeGZfRVutN+21FO8qm4WlFIiS+BkY3GsLZQnaJQBeEBM8JNKwnITlZVhageUkpDhgeeAQcBJwPHApSHLAc8CykEjC0iLMTcKld+CP3+j88tbW0i39Rc4+rSWi0UU3mAYL7zUwkIfgcsCAuC0YZMcInCFlVCJjWk+/vqjPWNxtqjju3NxVXBEoKj/q2Xqs4ivtD/9X77cHzkU/gg8m4eoSLCzCQgrSIkhStsqIQOSzes58ApaXYeEGzLKQ4hAPUo6EmwQIYElYTEJiHubmYGYR5mdhegZmp4TrczA3DVMfwQfRd4PP/6rused3PHS0cmfT5h0tm3a0VWxvL9/aWlwZ8Gxqcm1pLH68beeXn3v0IlyYhfmkPJeABEA8CMsAK4DksicgCZRqNiQArgK81Rp6pG2gtHvU3jioaRnWBEYLA6OF8ohy4/j6xtP3NZ7+fOPp+xpP37c27ZN3O8sAhuLr82+BhFwkUDeOqRtHNU2nTIHY1hX4eRLe52F+VUsAsmAgrF7Gd9+tIEVCTkA35YgA0sAtwvIM3NgfrbL+xOk44DEeMDNVBvwQzlQz9mds9WP+FbiBgAVxtQlY3iFIkiRwPEgSCAIgEBT5HIEHNoWWWFiZh+uLMHcBzp+eGH8y8pTjKY/rQLFlv8t4wMpUMzf5X8pLrdm/e3UZMxBeXc4kwRqTd/0ZANBlHzMVAsWh38RI8XHH1x7BcT+pr9WZqs32px2VT1dOwxwrcxN9VjO4t1Z2dyNJIMmFRQFAEBWTxOzfZEVLc248BCCCwEJqCW5chA/+AK8+1FpR3mUtjhhMEbVlCLdFKGs/4YwwrqjWGWGcEcYWzKUOvXUs4BMAA+1NYGCJYcawyjZAmMOYMai2xUhzEDf0qh0xxhBSmyKYNUo4YownanD3GjcH3RVtjm2Bkh8Mfbf7/dbzcG4KLl+GC9fh8ox0PQVJFjgOBCHXZawtP2bBgAM2DYk0JDiZwjH7Oa+yDCl/KQDPAS+AIIqiKIq8yKVRKgGLSzB/A6bn4No0XL0CFy7D+Stw4bXpV4b+FDvxx+irky9PweVpuHoDZldgmQVOAoRyZHDEtSZ/q0hiAZYS3EcA55akF+MvfrtlsLRlyNI6SgdGCxtH8xpH8wKn81vOqI6eur/59P2BM+sax74YOLO+YXRd8/iGhpEHmsY2NIw80DDyQONoXuPoA9nicPP4hsbRjQ3D+Q0jG44N57WcKWh9ofDY8P3y3zSO5rWcUTUM5zeOqJpGNS3jVMMJ6x8vHU3DWwim0vyCKAFCWVl16f+1WiA/FSFBUBBFEARJkhBCqzqrt7ldpFurBTyISWCvw8yO3Q/ZfuoyH7DR1TrMRxTUqDb6CuhaxnnI/uzLtXNwTYQESOJNMqVIuZEkWBUuVa4TGfNESCVgIQ0rK7A4BzOzMHseLg68M/ijnh8XHSg27jWa9psth8wOn12/T2/12w3VJmofY6q1UVV6ooqh/Aam1qQ9bNFUkYyfwQ9qGB+l9dOmZ41ENU56CdJLkFUEWU2SVYScF9L6Ga1Px/gZmXBb5tEja0minsrIMODyI1ZLkLVKrQKrJ9W1eGEtpqkj1LU4fphS+TREDUVWkya/wXrQXPyM5xx6bxmW0ij1aRJB/hSBQTbfKsp4oHTprb1SM2CQVaBc60UQCElYugwf/uD4E1/q2OJsNBSFzK64UaHgD1G2IGkPUc4I44zQ9lBWZewTBQNHmHaGtGvBQGEuMoQKbTHSFiNlHTR3TOeJGpwRxj6gtZ3Q2SK0oYMo6rVV9hRvbizaeazyuV/WvCu8OQdTyzC/hOZ4SCI5ZXGTSKd0G/jM3OdSRqw40xhzS+PKbb4shYYIIeBFYDlIpGE5BUtpWEnCUhKWOEhxkEoJiTSX4IFNwXIKltOQEIBDSNEQRRlt0+yQbDZZiBBCEifwSYCEgKYBJjh4szX8lbYT29pOugND2ufj+YFhvHEYaxwmWk4TgdP5gTN5jWP3N44+0DDyQPN4QfOYquW0JjCuXrXThYHThYHT+YHThc8PbWw5jbe9gD839MXnhu5reWFD8+n7G0bvO3Li37t/QTSOFDSN4IFRQ9MpU/Mp24t/+kEKXkNwFcESyycR5ILB2k9MWZ8IvQHKuWsQSIDSwC1D4gJcKv1pmetAEbWf0ng12PN44VH1xtoC/RGjfpf22K+OzMIVHpYACSAo0U2O2pekSEKuIkHum5J1KXgR2DQkUpBIQ2oZVibh2uC5oZ9Gd5XvrbD9yFG8t7RoX7F1l83yjNVZ7dY9o9cfNOq8JrpaR1ZrSZ9efYjQ+mmySkNVE8QhNVNDE9Ua2k8peOCncC9B+ilNFYZ7CU0VhvkwlU9T4CtU+VXqGrW6Rq2p1ZB1OF6Pa3wqdY0ar9FoajWyVg9xmMDqcc2z9Aa/uqAO19TTBT6MrtfSPtroM1oOmFxP29t+F5iGawswLwKvjMV8Bgb30MoFg5zgQASBA4EFgQVeUAQUebi1ZCfC6mGQUmjhBlx/D974fvyJnV2Vzlazu89QHDd5YkZ31CBPHthDZE5JOQcGPglK0duDgTVKuE5obTHSEWM8cb0rrHP161y9evtxrbmHcoSM7l7r5t7isqOeHw5979X0r67ApetwOQHLHCQQ8EjiQGABSSCimyHz1mt9DfrmSAysCQgUtMg1AACQ5PkmEVICpDhIcLDCwgoLKylY4iAhQJoX00gSsv+4JEmSJIDM4iYh+cTkBvhsRiqnp0OStQHYdFJ2QLy4IMF0Qnqbg9deeGN3x8ltzQPOzlFP67Ct5ZS1ZVjfNo63jhe2ndYERtQto1jTSU3TSbxxiGgZYVpGmMAwGRgmm09hzaew5mF100lN1wuGhhOqxlMbW8Y3tJz+YmD8c01j/1/7S19oOf2FxlPrA8Nkyynb0bCnZWDnCowuwysIrgAsiWhFkpSrDklrP8lVx5mNqu54yfHWX44JVl907dyZAGIK0lMw0/RSc9mecsNug9arxeqwDXUbCo4UMM/pNHtw1z7nOXhvBWZFSADist+yACBkpegkac1lsxbnBEGSzzB7wpIkCSAsQ2Ia5ifh+nWYfnXqtY7fdP5X4Hulu0pK9pQ49tjd1W5yF6mvMur8RsrLaGu02lqK8mlwH6auKiD8OOZVYT6ssCpf5Vdp6jBVjRo/TBT4CjV1WGFtIXaEoJ9nNDU4VUfpntXhflzj1RB+XOPVMPU0VUfhPkxdrVZVqVQ+DVZLYPXkukMFqsP0xhpc5SepWj3l1RmrTJb9tpL9xU80/ud5+HAZ5hNKuuwz1tJ7cK26JwmQAgYCCCzwaWCTwKYhxUKKg4QACaR0IgqrEQO/6lQkkeVgZRqunIV3Hn/+sYc7trs7Tc6Q1h5kXBG9M8JY+nB7iJRn024DBjnER3cVDGQ8yAUDmUjOFiSdIW1R2OjpN5b0Wsr7nVsj5SWt7q3tm3c2b/tu9xPn4aNZmFmCRQ5YXkzzLAcIEC+AwAOSJI7PJbXMpnpWvTnKAVEhwzDNZvbnmexNTtAgoIx0pZw0EDNIIEBCgAQHCQ4SAqQEYMVsYVPK9KuswlLmn5RE+SVywwLlq0QCIB5JLJI4QFkGUCnJLiCY5+DPCN65IYx1n/zG0Z6K1sGtbSc2N8WKmgfsDXFzYNDRELe3nPA0DRS3nqgIDFa0D1W2Dm1uG9rUcqKiZbC0ebCoOe5pGnA1xW3NQ+bu09b2cbr51AOBsXWB0c81jnyu43RhwwlN60lHy+DWzsFvvfyHo8vS2wJMsvwcL6xIiL3Zy98mhLpjOopc1y//LIp/jfgUrfXXIA9sJudh/kfNP9qyf6tpt9nstZB+qrCmgDxCkgdo6wF72Z7Sq3B5CWaX0rMKyV0GrAWQRIVrLyM/ftNmIueCkMScS4gFjhPSIC5DehESKwo96uxluHz6z6f3RfeUPlns+KnNvdfpOOigdzHGA0bmINh6S9AAACAASURBVMNUU7SXpP0U5SNJL4FV46SfouoorJbADxOqGjV2hMj3F6rqNHn+jQU1KrUfU1VpcC9B1dAKO6n83CpcTjExNTRdy5B+CveTWC2lqaU1tTRZbyC8Om21kXlGZ9pldT7p3Pb0lt/OvLYMC8swL0JKlJKAeJ5LfwYG99BC2TQoyuSIkHQTGCQhlYYUCwkOEuIqGEgAa3e4IgAIaUgkYWUeZt9eeuvxZx/Z1O12hXVyL6YrqpUtW0x2RAhHZJVh9J8IBpYQ4TlhcIa05k7c3WMo7bOWdtoqO4oeDmz/dvs334G3LsKFWZhZhCUWWAFEURSVSJ8XEEgi8AKkBeAQEte4mDX7+rVhgZCDo6uN5zLC3hQWCFnLapYhhQWBl4CTgEcgyD2XIhIAAOVknSWQCUo5UNpaeQTCmjoBkkDiQUyBxILES5JytnIlE0BIczcAlpZT5wEmBDgL8BYPv7m2MvD7s8+/frbxt2eb3vyw/Y/nuy9Mn5xc/lkS/sDC2zy8y8K7HLyVgj+l4Q8JeD0Fr6/AL39/rub4yKNH+5zNA86uEVvbiK5lCG8f1TVE6I5T5V2Dj/367efT8F4aJhGk0lxKFPlswUoJDuBWGMjNyv1tl31m8aKAlKsfZb4cdFO6bs2rrT2EQJLBYAZmom/ESn9YuqV6i32fQ7tHq/VqmX1ay9N214/cDS8cm4FpFlK8lAIEPMtB5osWQBCzBYRsZS6LBzdnF5UsGcoc5ABSILAg/Pa915OQmhXnErAyA1NTMHkZLk7C5Qm4+Fr6tb3D+x4+/LBrj8tywGLYbzDsN5iqLcYqE3NAh+8jyUNy2yilrsaxGlpTQxJHtFg9jdfRWDWhrdEyPpqsInQ+xuBltIdIfTVtrGYMXsbgZZhqiqomiUM4dhDTHMDxQzR+iGaqDIZDFu0uo2dvSelT5e+LZ2dhbhbNsJASgWWFBADPcit3XZnuk1qfBjBAGbpjWIMHkNk8ShxILAgcCBwImWRRduJmLXEjEkQQ0ijFKsoei/NobuDdcEWbw9ZHlQyYi2JGR5j2xPWuqNYWJO81MDD0qh1h2tWvc/cZKvqc5d2Osg7HI51bnnup5iPu7BxML8CNNCRSkBYkXhCUWxeJcnAvCSCwwHHACsBLIOZgwO08VK5DWaNDkCWgvqk0Ku/tBQQCQqtIgRCSMivryEQkZb08L7crrtYI5EiEB5ABLJsgkgDxMhIAAoRAhgOERJ6Xt+SChFgJEgArIswATIlwKSm8B3ARwSUeLnEwkRIvcei6AHMIlhCs5NgSggUJ5iSYk+CKCG8vCC++f6Vz6OUftEZ2tsW3tcW3BCKVL/7+J7/4Q3USfpNE7yCY46VlpcFt9RPI2fjfnBrKaSv6Wy773JX5xwRJzP7wN+GB8qPEA5+G9CIsTMLVrT/aWvLjEtdP3e49HscBl223vfSnZQf6Dk3B9DKsJPnM2G3Gy2fIxtdGjbcrOOWerQggAGJFISmkWRASwF5emPzpwadWIJmABAspFhIpWF6GxQQsLcHCHMxehSsTMDH25/G6n9V+t/uJ0r3Ftidt9t129z6PdY/NstdiO2QzH7Jaqiz6KqOh2sRUGZgqA31Ii+8jdV6D0Wc0VOmtXpPVazLu1+r30ro9lOmAznxQbzyoM1TpDV6DvlrPHGRsNQ5qN2PZb7M+4yjdW/p47eMn3zm1AEtz/LwAgogEGd0FiRWBFz8Dg3tnyfobOX3T0upOP/dazK0Yr7lSlbqWAKxc0UpAYh7mVyCRhmQClq7C+UeClfp2jSusc4V1lh7CHVGUZ+4dMJDNE9c7goy7z+A6rnc268s6HF+O7fhe/FuX4c8srHCQWEGLPKRF4HkxjUCSJEkUkezEWU5xrKwoCCAKCmSuxcsc9yEqH7sgZIBWrs2wwHMgCHI9Ga39zDOQcBt/kdNjk00zCBl6/VU3iSAn+AO4TR+RcpzlBPl8WV4eTxcSyYX/n73zjo+jOve+XCRbrhAgQO4lBVy02r6r3dVK2lWX3As22OAuq8umGTDusqzmRk0DjG3c5EZLbm4KSUhvpEDo7pas3rZOO3PO7/1jZovkgmUIL7nx+cxHYJWZ2ZlzzvfpDyBRJqjeIaZ6OYispK31Al4goJBGlqW+xhYaxSE/0EHRSNEo4ZSEExI+EvABxQmefQCcZ2gGugjrBjhAYkxWPy+LtDhmYUgASnUl5bp9VIUrzPm+g1CZF4VoHgiS+Ckw6LuCJEgC+CACnejYtGvjjIdnzXxi1vT1s3Ifz89bNWnxhsVttIOHwFEOCJEg5DUOCQ3quRRJX4g230W/OCrLhKdMVPKWCSQBghf+bvTu/8nBe0rv8cIjgOMRCNkMJQpJZqIiXkggQQQ96O5E6yf8e//74Rvr96yet37O5EfyZq+fkfdodu7qnGkbJ2etychem5nyqDNjfUbGxnR3Tbqj0pFS5UypciattTjX29I3p6Sst2VVu9I2JadudKRVpaRuSXFUOpxVzvQ6t3O907UuLXdTTuYq9/1b5jWiyQufjwXUoMTQ5i8yiYCIENl1GPx/GjTqK6BuTISEA1rYpTZ9ua/qSqJ/QYGBQMAF4A+A60ZvEJwAQYQgQ+pEy/f++eTdhybl7nVmHXC4DlqyXnUkH9KHtmZzepS3QAXDAPf3KxWTiKpBpHiMo0kQhoHyfdfL5syX7dP3Z01+PuOeXdO+/eGTf8efzuAjD7okGhBIQCmBoBhkZEYIlWVGGcALsqK8S6rCL1O11XeUuBe1lzBQpfa9svvzkHhIAgQBgqj66kOt7cNUDvPg4iMEAzDIFKIk94NBuPpR5Pcjd9KfBwwQJZkBMlXqrEEOhRqrQf1MVs8Qmh5KxzQWcXqEJNmwxbHPDkpkGgQ4gBOJR2ZeIEDhAwJAgBe7KAIMwdD+Lqju1UtqBuoDCntdSNRm3UdnjR6MMQpZgsxD8kPyQvzx33/564//1Ep6e8B1IhAECVBBWQ6fCgNlKyeQJIh+6uPBeeFtpq3t6GhGazPam9HigccPv5JUqHRe6Gv86QMDAAIQjOKBHAE+ASOARBknMB8HbwC9vehoQev70gezHr773lXz2tHBwU8gEOWvFZSGVysBYwgiEIDHy7oC6PbQ9gC6utDcieYutLWi6QLO/rH9dz868cbzv/zO93/x7LNvPrXm2BNFu4pWHX605mfVO9/acfzU4Xfw9w/w7o+af/j0r3as2FU+f9s9+esnuVe5pm6eXvxiyZqGJ3587n9O4KMOtHeirQfdAgQZlIVNoxRgkAGeipHw63/z8WWFQZ+Zq7oOo0zPtK9DUvkFdcJEFjmjCLdGCQmSypoD+jnQ1JfMIqkJJGzIIOC60Vz7xvr7X5oxdX961quO5ON6yyFNynFT2hFLaoMp+zWb+5gh9bA246gp+6gtdZ/+kllpVyBB6jF9uJ5o6jG987jeeVyb/IpSalSj/Mh1xJzRkJR9MDn7YHL6Iau7wZx+2JL9msOxX5v/eorrgNm92zp5b/qMXXnzvzdr/pNz3xX+2oZWLzwcgiE3QL/j8jLoZbaN6O/LIQFQAMSQCzHsDwipDhH+9oH0p0m/V9q/LvrWFWTeqHEZizy74k+vdCpyFcfF57zkJfpfnanbXlR6sKIzUUX2lwRI3QhcQO8fpZOzd5bcdp/hvxaaJy5zzt1R8mecO4kuHwSOBilkFvKhh40zl3xKylSnkAkkCZIESYAoQClSxIvgCLioDp2R5RYy4oVOSygIlWVGVBWTKmWORFVcIwLlCUQCLoheP9o9aG3G6T3v752xdU7OY3mTHpraiS4vvByCAuX6xKhFvWMBTIAkQaKQwESAZ+AJgjwCvbTLD28A/gA8QXi9rCOAHiV30gOP8tWLXh+8Pnh60dOL7l709KC7J/K1JwA/hyCPIA9egEguGTkd+d//CyTAlxoGfXfqi52QoSOyiiIwUP+QKPGLqomZUQYEgaDyw8tJTZdYK4RB8KF91cHy2bvyU14yu1+xpR61OA+Z0xvs6Q1JyQcSHQcTMl41Ow9qk/ck5h53Xq7K6RVgEJUzHGo2eVwfDYP0w5asQ/acA87sg8kZR6zpx6yO/VrXEXP+q07nS/ppRzIn786Y9Xz+Ez966D38vQOt3egSIHCEZ6y/VSHK1HyZESZl9COJEqURsuf0DevsY/dRYBD+BfXn5Kpg8J89lKBZKWLwDD1ziYABApN8CLbA41wx9daFprEFhhtKdaMKE24q0N6yxHDLMmticVYbeggEGjZSAbgKZF5yklDIMiS1/kdod2ZRPFDuVX3FopKUK4MyWZZlUBGiCMJD5CEGwPmYL4hAJ2trwfk3/nFs6gM5MzZMzq7JtW9IzdyYO/mJaU1o7oXHD78cluQiWFUnnhRez5RBZiAyZFmxJlJIIuOJWl5bYBBEOSgzUWZEOZRUiCsfV7tM/m+NLzEM+s/ci2zMEUlKFdMuggFVmyYyAkqV5aRsT/0v8SkwoIDkoe2n8VH1rzdO25U7aX923r70nP2urJeduUec6cfMGa8Z3a8aUo/oXIeMrkOmqydB9JHRkJR1yJ51MDnrYHLWIXtGQ1K0BUkxBKnfP2ZyNGhyfuBwN5iz9zvydqfM3pt/93cnL3v+/jP4pAVNvegOIsBBdQx89veg/iNK6lXdzhRqwaLLS+t9RKoozFwflxkhGPRzrjAwquaDdMJ3Gp133m+7eZHphkLTiMKJN1YYblimuXGJ/paCpNvuNXfBH0RACQQIn/daYcDCLYf68UnkJYQUDolQAEwGkwglcmQNUgIQQgURnIBAF9qbceED8uHcqrnOB1Iy12elrE8zrbc4a1zpm7ImrZ38p86/eOHnwElqZPHFapMaoXDRvKIgROKCYDJAJcJJMi9DEplwcb7Lpxz/eSTAvy0MEPYThlQHCeG8gejTMJlBApXVRCpZdWJdiQSXevuyLBFwrWg6jRPv4O9Pv7991vemzng+b/renJw9yal7tGlHdM4jmtRj2szX7OnHkq7NJ6wI/nn7U5Uj+2Cy4hjo19HMdcScdGBCxusW5z5d5n77tH2Zs3flL3x+7od4pxnnGnGmB908OBGSDMIJwWuY0JfdymWEnuRFyWRR1ozLAuA/aGV9lkH7iMOsj8dFBvVD7IB/55u7v7bAOmaBfmShYVS5bljB+LGF2huXGW4qsN4233qatgihqLDoU18DDMLxP+qd9AsbpSBEdU6IUkgDDHe+o4DMwKhMBQLOi+7imuXTVk/JXpObst6dXpebUpdpqrLbtjlttQ73Znf++klP/s9TnegUIEgQLyn8sZBRq7+vgoIGRAUUTCJQHc5SEPxFUc5XC4N/zfv9ko4vKwwuadvtd4R9gKBKRftw9cc+uoFyRCm0kai4q8BA+OqSLPLgutF1Gqeb0fT0W9sXPTdv3vem3707J2evzX3QmPmaJeUVg+OQ3nl4wJqBAoPsg/acA878fanKkXPAmXXIrsAgugpp2lF97g/tKYcMuQ0p+btdd784uXT/sj8FftuF9l50BeBTnV1Q3KdUksUBPfqw+t+nokDkKVFVCgt7VymNzj2OPMswBuTI+5Sj7cvXx6XHlWAQlINeSOfQbS7Pv2Wh6cYi69hy86gHjcNKEsYU68YWGL5amnzHEudPPv61Fz7pIhhceVwOBZG3GV5EyjqS1aoagiSG54xIWcjnEfYSMQqJg/+jwAe5q3Lya/JsG23J212W7c47N2oNO+wJNTrdZl3qlpS8yrwVz1Z0opMDR8O6kTpdokWPiF9Kjp5sRJEJwQQJoJws9BDf2x//Q1I02Is2/SuYiT7/t/qlH/+eMOgnK7AwDAQoyUphu7SymhRtV6kBEC4YfPUwYACFJCjeMMEPfw96etBxFh9/gn+seq1kxgvpUxvSXAeMtv2JWW84U45cQ+FSY8g/bM85kJy335lzIDn7oD2jweI6Yg65l7Wpx7RpR/WuI8bUfcbs/cmzDubPf3nmq+0N53CyB10+eEXFBqZI6DIkSRaJNFAHF4uKt+r7SPo4TlkoZQwgF8Mg8utRyags5EL4T1xqAxs0bJdX/yUDMkSBEyF1IFj63TVfnW/5yjLL8GXa2MLEuBXaQUXjx5QZblnhiF+ku3VB0k9P/taPgACJQP6sT7vfiot4xylAJYgCFQUm/fPDDziJEEBgsuIrDsOAyZAgnufPTVk12b3Wbd5oStphm1ibeFf1RO0O44S6xIT6iZbt5uQqm/sJ18MvPOKF10u9hEp9F6aagN4vSCEq6xCgitNCBohf8vkQfLj+8T+e+hsP8ZIOg8tpBp/xgf2bji8pDMLxQmGv0WVdBqoBWgITQCVQgqhYdSUjU4LEQ+IgCWADEE2jIUEACp4XZYCAcGpKWm8vWprw0evtB2a9kJ31gj37kDP1sM39imNAnS+VHsXO4xplo1caUipVLhQMKEeYBFmH7FNfzpize+rd3536V/z+HE51oSOIAAEBBeNDsltIZPucYEAZiBJkwkPkwAfAB8BzCArgAdrfEHQRCZRnfx0GVzcoQh5aIPRKKADSI/c2ovfr91pvWmyNW6wdXW4evsIQUzZxxEPGwUvHDVk44Suljv9envr6e28GIfSBwTWb6cICfmRFEECSwQngOuWuIAQeUq/oJaBBQkRQASKBRMEUuV1i8ID7xbnfZK7OdtW6rDssE+vG659KHF/zLdOTBl1dwsSacUk7zfYttpTHU7Ycr+5Ep58G1ElFo2FAIhFrjIbwEMlzFIkgQ1Jq6Haiq3pf/ezH7/nlqd/wEC8h/l/eTPTZ39+/4/hywiA6hDSqE9MlMaD+lIISyP1hQBkIWAC8B/5u+L0IkqjAh08Z/WAQ2l4V2wsn+GUIAnwBdJzB++tee/DuFybl7c3IaEhLaUhyDQwGStRQgvO4JrzjK+YgRRtIPaZ3HTFmNFiyD9rz9jun7866+9vTincV/D7wqyac6UJ7AH4BgiyHttvQRs5xSiLStcCgHwlkEBGSD3wvgt0IdsDfBm8rvG3wdMMvRCJxQ6cIw+AiG9F1M9GnD0ZxsczLqAypF/5P0HHbfeYxS00jSkwxS+4cWq4ZtCIhpuiuEaW6+ALdqELLVxfZXn3/TR+4zw0GMkDDr08i4AT4A+htQ0cbus6xC3W7twkQRIgyqAiiuKwkRiUCxiACHfAfePt45sZcyxa7cadR/2yiZvs4w1MJxq0aY+1E47ZEY02iY5M1e0PW3j/s6USXCEmW5SgY0L4woFHfpKF6lIIPfh+8PehuRNPRd45Mfnxq1qPZP7/wFofgJQFwOTPR5/Ua/73GlxcG8hVgELLzqGEyDBAJZCVImoTVComCJywAvgPdp3Fu2uOzpj08swedIgIklOqpVD5Q1kh/Q+Gl7Eih/4ZuhRGBeILo6kDjX/GHWS9MzdmXmXkkxXV4AD7ktKN656uJqa9rkxrGpR3XZb1uTTuqdx0zuI4Z0o+Zs4/bXC8bs/bYJu1yz96VP+/FGTW/2HgOp9rQ3IUOLzw8eBL2nLO+mFR1rAFLOgxgLHIeBipC9ILrRPACvKv31985xzbu/uQ75pgn3Jf8ZtvbbfD7IQUhEFAAkiD2CQNR7yRSpuI6DK48mKTKNBKjslrglDIQHvwFdOatX3jrUuuoQnNcqX5ouTamdELMSk1M2cRhJYljSi3xy003L0w6/s+fBiCIlystfvV3wiL6uQAagNCNnl50teJCI85v/EH1vB2L8x6dPvuROX74BASV/VrphyGHJpIIdCH4nZ+/lL4u11mXqqtLnLj1Tu2O8Zr6O7VVd5lqEqz1enutObPalb8+7xQ7GUBAghS5dH8YKF10FN2JMhABQT88Hnha0f437u8P730kb0Ne+rr0tLWpKeuc+95/2QuvYiPqR4LrmkH0+DLCIGQKJJEXw/pjgIiypGSZgnJCEEyJb5FABYASmYkSCIMI+MCdxrlFzyzNWpeT+XhWKxp70C6AlxmNLux1yfvot37CJIggSlIL2/WQ9vM4ueylRdP2Tso97E5vGBAMjNb9d7nfMGS+Zkk7bMg6luQ6YHTvM2UftGfvd0xryJj2UsbdL0xa+Pzc+3bMeY/+oxlNHtYblIM846Wo1X4pp9dnmNwRywBlIByEbgTOoXvZs4/993z7fy1y3DBPf9uypFsXW8YvT3vu1wdbEOhE0A+Rp6J65SgvQpRH+j93sQ1gMIAyQRLDU06Qgn4a6IZv9x+OfX2h48alpmGF+qHl2piyiUMeSIxZqYkpTxhWkjii0BC/3HTLIttPz/7Bi8DnAgPGGJUlGcSPYAd6mtH8Nvfn7//le4ufX+KuzU/elJ2xfvL01bO70M6xXsWNRNSugoAaDgsvhB99+Oak9VOT1thdz6Ql1E7QbUs079CbtuqtdWbTBm1mndvxcFL+Y3k96PbAK0V5vxQYhGQ8whDpt0FknkEQ4O9G23mcXXd8w5Sa6abHkly16eYNFuN6Q0q1beuvq73wXIfBp45/NxhE7ctKbRweAgGRQETCKSlmMiRlARCAB21krZM3TEvb6LassebU5ZQ+X9CKRg6cxKhSh0etxkOj/GwX6wQRhTRybyoMJIBApkIPOo58cnDSs9mTDmRmHLIPyIGc87o97aAhfb85a589Z4992r70mftzZ+/Nn/3CpCk7M57+U90Pzr9yAee70OFhvRIkSgChX7gPLjm5L+GKv7p3EBXBQhlIEEI7Aglznd9cmHLrUtvYZeavlNlvKLXFLpz4lWXmbyxJWfbc4yfR2Qa/DzwBEUUxfG/9awf9py62AQwGWVIr94lEUCp/BCCcQ4d2seumeYavlttHlpuGlCXEFN8V+5AuZkXC4ApNfIl2ZKFhbIntv5enfig3BT8nzYAxWaKcgEAjLvwl8Pe5tffkb85LXuNw1qQmViWZ69zpNZMnr53aiw4ZfkCgTJQh8TInS0QV4BgISIvY/Ieu32etyUqrSkuqsZtqLIlbjOZtyZYah22dLWOtq/DZZc1o8sDHg5ehVs2KVnDDGwJT6lUxiHJQgN+Hzqd+sC3vidzMqizrJoetPtlQa9FX6ZN32B11luW7F/ei5zoMPnV8eWFAoqMpoE5iIjIlqFlkEs94AQIHjgfHQwiCa5dbfOj1oCuIgAwEiegBdwHt6eszLRut1hqreaMpe1P6bzrf8sDLE0nBgMQoJ4lhY1H4Wn1JEM66DPOAAgABOMAPMPSg6wxOzv3uzLwX3VkDgUH6YXPKy7qcw/aph93T9mXOfil37vOTVxwrrPnFxoYTL5/Ae+dwsh3NHPwSJKrs0ZLadD6qWJjy3CLlNPpUZh34OwjBgIJRBskPrhW+u+513Hqfdewy85Cl2pgCzZAS7egHk0YWGUct0H2jwLnoO4+cRncXgkFIJKyv9HdCXIfBVQwGWaIhQYiKIB4EW+E7C8+tc4y3LLMOX6YdXDhxaHnCkBUTh65MGLxSE1uROLw4Mb5AN7rIesvCpCb0KJpBZGu7VhhQSARcNzrOoDG/cnrWxqyUDfaUaoe+Sp+4w6bdlpy02ZW5OjcEA4lSwkBkKjAFBmoTByqC60DbrMenu1aluzZlOjenO+oynNuzLRtS0p/IzH8k9xQ72YH2IDgBkkikqIfRV7JhIILqNQgwfw86z+JEzqMZaWudlo1W+/Zk85O2cZsTLNusSfUWS6WucM8S73UYXMX4N4OB4icI6QR8EAEPen3wd6C7BZ0fkA8XbV4w75E5HnQFRD8B6UXgwN+P2telJG93WrdakmrNjrXWudV398IbkIRw6ozEaJ81cgkYCOqkjjJ/K1qwKvuA8vCfw6ltv98yc09e9sHkAcHAdcCYc8iRvyf1vsMz38EfPsDfmnG2Dc3taPWg2wePCEEGFcWQqEX6ROmEbjmsR0dj4POBgQ9cCzwTF6XeeL9x5HLT8ArLkApDTOH44Q8YhxQl3LTSMXqJ4bYl1m/cZz2Fri7wPogcJHbRWa/D4CqHrGyqDAw0AN4DqQXc5Mqlty+1j15iGFNmii2aEFN0V+yKiTFl44as0MSWaUYWa0ctN4wqMN8wz9gKXx8YDBwDymCMEUgB+H5/4Xdzt93n2pSVUplirzTba422Jy3jtmon1JstVamZq7O70S7CLzPCWEiRl2nYtMskkUESwHWh6wQ9tfnVmvTHctKeyEldn5O+Jm/X71/qQHsPenlwQkizZ310gqgCusq5CSTIXnhOkZP3bJmbvSnTuSXZWmdJrE5Um5ptTbJWmd21KSW7Cq+bia5mfHlhIPep4BjyZKotCkgQQT98Afg96G1H2xk0LXu2KHt9fs6a3KmP5LWjiYDzSN42dD2854nU6nRDrXHCpruSdyS5alLdq9K70COB8ZSQKKH18jAgoSSGPlGSBFSgokgkMFBIAXjO40TD6T2zd+XnHBgADFxHzDmv2DP3W2Y2ZD93ats/8Mc2NHrQ7YVHgMDRoAwiySIn8Mq9EVGOXtvhBFHWZ/ennxEGjIWDc1UYNMPzzfm2W5ZZx5bZBpdoY8o0McXjYh/QDS6dOGj5hLhlCTeXWG9fmrTguYdOoasLQgCCHLV6w/q+/J+62K5+qJlUFKCMQg5A6IS0758/+eq91tuLU4Yt1g4r0Iwo18aVTYhdMT6m6I7BFQmxZZqRhYljikw3
