<?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-3412545382317149041</id><updated>2012-02-16T08:35:49.529+01:00</updated><title type='text'>Sarok-pont</title><subtitle type='html'>TAMOP-5.3.3-08/1-KMR-2009-0005</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-1451929144856500358</id><published>2011-11-17T12:46:00.001+01:00</published><updated>2011-11-17T12:57:58.000+01:00</updated><title type='text'>Lakhatási projektelemben résztvevő ügyfelek fotói lakóhelyeikről és azok környékéről</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ueMItMyCHOw/TsTz1ARG-7I/AAAAAAAAAGU/XZJgT7WGgUY/s1600/blog+%25285%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-ueMItMyCHOw/TsTz1ARG-7I/AAAAAAAAAGU/XZJgT7WGgUY/s640/blog+%25285%2529.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;img border="0" height="403" src="http://4.bp.blogspot.com/-84A4KMqouZw/TsTzPNLqWwI/AAAAAAAAAGI/3srVEoSi1XI/s640/blog+%25286%2529.jpg" width="640" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://picasaweb.google.com/115366177224529908774/UgyfelekKepei?authuser=0&amp;amp;feat=directlink"&gt;Ide kattintva megtekinthetőek a további fényképek&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3412545382317149041-1451929144856500358?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/1451929144856500358/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/11/lakhatasi-projektelemben-resztvevo.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/1451929144856500358'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/1451929144856500358'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/11/lakhatasi-projektelemben-resztvevo.html' title='Lakhatási projektelemben résztvevő ügyfelek fotói lakóhelyeikről és azok környékéről'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ueMItMyCHOw/TsTz1ARG-7I/AAAAAAAAAGU/XZJgT7WGgUY/s72-c/blog+%25285%2529.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-2154180887233960248</id><published>2011-10-17T15:36:00.000+02:00</published><updated>2011-10-17T15:36:01.993+02:00</updated><title type='text'>Csillebérc - szabadidős program - 2011 10 15</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/t2J63VHVirM/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/t2J63VHVirM?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/t2J63VHVirM?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3412545382317149041-2154180887233960248?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/2154180887233960248/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/10/csilleberc-szabadidos-program-2011-10.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2154180887233960248'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2154180887233960248'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/10/csilleberc-szabadidos-program-2011-10.html' title='Csillebérc - szabadidős program - 2011 10 15'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-2377906159467289334</id><published>2011-07-20T10:53:00.000+02:00</published><updated>2011-08-29T12:09:24.910+02:00</updated><title type='text'>Eddigi eredményeink</title><content type='html'>&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;A toborzás során elért 105 főből 45 főt vontunk be a projektbe, akik számára egyéni fejlesztési terv készült. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;a href="http://1.bp.blogspot.com/-NVEFaefGyz0/TldelXWlSsI/AAAAAAAAABI/pv-lmbD4M38/s1600/HPIM1437.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="239" src="http://1.bp.blogspot.com/-NVEFaefGyz0/TldelXWlSsI/AAAAAAAAABI/pv-lmbD4M38/s320/HPIM1437.JPG" width="320" /&gt;&lt;/a&gt;&lt;span style="font-size: 12pt;"&gt;A 30 fő szakképzésbe bevont projektrésztvevő közül, 13 fő 2010. november 25. - 2011. február 7. között OKJ-s Takarító szakképzésen vett részt, közülük 5 fő sikeres vizsgát tett. 17 fő 2010. november 24. - 2011. január 14. között OKJ-s Élelmiszer- és vegyi árú eladó szakképzésen vett részt, közülük 14 fő sikeres vizsgát tett. A sikeresen vizsgázók 2011. január 19.-február 28. között OKJ-s Kereskedő, boltvezető szakképzésen vettek részt, közülük 2011. március 17-én 8 fő szinté sikeres vizsgát tett. A képzésben résztvevők a képzés ideje alatt, a folyamatos mentori támogatás mellett, havi 45.000. Ft megélhetési támogatásban részesültek, valamint igény szerint egyéni terápián, családterápián, valamint asszertív csoportfoglalkozáson vehettek részt.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;a href="http://4.bp.blogspot.com/-wrxHLUMKYnk/Tlde1cf22WI/AAAAAAAAABM/u9YIX60QC3Y/s1600/HPIM1386.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://4.bp.blogspot.com/-wrxHLUMKYnk/Tlde1cf22WI/AAAAAAAAABM/u9YIX60QC3Y/s320/HPIM1386.JPG" width="320" /&gt;&lt;/a&gt;&lt;span style="font-size: 12pt;"&gt;2011. júliusáig a lakhatási projektelembe bevont 24 főből összesen 21 főt részesítettünk lakhatási támogatásban. A lakhatási támogatás mértéke hat hónapon keresztül átlagosan havi 30.000. Ft. A lakhatási projektelemben részt vevők a lakhatási támogatáson és a folyamatos mentori támogatáson felül, álláskeresési tanácsadásban részesülnek, valamint szintén igény szerint egyéni terápián, családterápián, valamint asszertív csoportfoglalkozáson vehetnek részt.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;A projektrésztvevők álláskeresésben motiválttá tételének érdekében, valamint, hogy megismerjék és használni is tudják az álláskereséshez az írott és elektronikus lehetőségeket, 2011. júliusáig 14 főt részesítettünk egyéni álláskeresési tanácsadásban. &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3412545382317149041-2377906159467289334?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/2377906159467289334/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/eddigi-eredmenyeink.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2377906159467289334'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2377906159467289334'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/eddigi-eredmenyeink.html' title='Eddigi eredményeink'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-NVEFaefGyz0/TldelXWlSsI/AAAAAAAAABI/pv-lmbD4M38/s72-c/HPIM1437.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-7879099340192189311</id><published>2011-06-28T11:28:00.000+02:00</published><updated>2011-08-29T12:09:57.666+02:00</updated><title type='text'>Visegrádi kirándulás 2011-06-18</title><content type='html'>&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" height="240" 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" 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2011-06-18'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-UMPaGq8FgjE/Tldm8_bIEVI/AAAAAAAAABw/2Lut0xzQfuQ/s72-c/HPIM1765.JPG' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>Visegrád, Magyarország</georss:featurename><georss:point>47.78513426190662 18.969869238647448</georss:point><georss:box>47.74386876190662 18.89422723864745 47.82639976190662 19.045511238647446</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-8789689349613629950</id><published>2011-03-25T13:27:00.000+01:00</published><updated>2011-08-29T13:39:26.549+02:00</updated><title type='text'>Sikeresen lezárultak az OKJ-s képzések</title><content type='html'>&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-lKJPNPwvskc/Tlt3zwjUeCI/AAAAAAAAAC4/5jL2ge1x3f4/s1600/HPIM1572.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;A 30 fő szakképzésbe bevont projektrésztvevő közül 13 fő 2010. november 25. - 2011. február 7. között &lt;b&gt;OKJ-s Takarító&lt;/b&gt; szakképzésen vett részt, közülük 5 fő sikeres vizsgát tett. &lt;br /&gt;17 fő 2010. november 24. - 2011. január 14. között &lt;b&gt;OKJ-s Élelmiszer- és vegyiárú eladó&lt;/b&gt; szakképzésen vett részt, közülük első körben 11 fő sikeres vizsgát tett. A sikeresen vizsgázók 2011. január 19.-február 28. között &lt;b&gt;OKJ-s Kereskedő, boltvezető&lt;/b&gt; szakképzésen vettek részt, közülük 2011. március 17-én 8 fő sikeres vizsgát tett. A januárban sikertelenül vizsgázó 6 fő 2011. március 23-án kapott lehetőséget&amp;nbsp; pótvizsgára, melyen 3 fő sikeres vizsgát tett. &lt;br /&gt;A képzésben résztvevők a képzés ideje alatt, a folyamatos mentori támogatás mellett, havi &lt;b&gt;45.000. Ft megélhetési támogatás&lt;/b&gt;ban részesültek.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-lKJPNPwvskc/Tlt3zwjUeCI/AAAAAAAAAC4/5jL2ge1x3f4/s1600/HPIM1572.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://2.bp.blogspot.com/-lKJPNPwvskc/Tlt3zwjUeCI/AAAAAAAAAC4/5jL2ge1x3f4/s320/HPIM1572.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-LNKaOvZ0DXI/Tlt5ccomKtI/AAAAAAAAADA/FN7-zEKwwZk/s1600/HPIM1617.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://4.bp.blogspot.com/-LNKaOvZ0DXI/Tlt5ccomKtI/AAAAAAAAADA/FN7-zEKwwZk/s320/HPIM1617.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-e7tEtbyx3UA/Tlt4L5Lyd9I/AAAAAAAAAC8/sZ6UdcDS5OY/s1600/DSCN0062.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-e7tEtbyx3UA/Tlt4L5Lyd9I/AAAAAAAAAC8/sZ6UdcDS5OY/s320/DSCN0062.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&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/3412545382317149041-8789689349613629950?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/8789689349613629950/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/03/sikeresen-lezarultak-az-okj-s-kepzesek.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/8789689349613629950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/8789689349613629950'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/03/sikeresen-lezarultak-az-okj-s-kepzesek.html' title='Sikeresen lezárultak az OKJ-s képzések'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-lKJPNPwvskc/Tlt3zwjUeCI/AAAAAAAAAC4/5jL2ge1x3f4/s72-c/HPIM1572.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-3150587412141164575</id><published>2011-01-24T13:47:00.000+01:00</published><updated>2011-08-29T13:53:20.792+02:00</updated><title type='text'>Teadélután</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;2011 január 21-én egy kötetlen, beszélgetős teadélután formájában megtartottuk az első közösségi programot, 20 projektrésztvevő, valamint családtagjaik részvételével. &lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="width: 128px;"&gt;&lt;tbody&gt;&lt;tr height="20"&gt;&lt;td class="xl65" height="20" style="height: 15.0pt; width: 48pt;" width="64"&gt;&lt;/td&gt;   &lt;td class="xl65" style="border-left: none; width: 48pt;" width="64"&gt;&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="width: 128px;"&gt;&lt;colgroup&gt;&lt;col span="2" width="64"&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr height="20"&gt;   &lt;td class="xl65" height="20" style="height: 15.0pt; width: 48pt;" width="64"&gt;&amp;nbsp;&lt;/td&gt;   &lt;td class="xl65" style="border-left: none; width: 48pt;" width="64"&gt;&amp;nbsp;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-rpGGeauTYoo/Tlt8kzIbuwI/AAAAAAAAADE/LwUb6t2P71c/s1600/HPIM1645.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="238" src="http://2.bp.blogspot.com/-rpGGeauTYoo/Tlt8kzIbuwI/AAAAAAAAADE/LwUb6t2P71c/s320/HPIM1645.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-skAhE7H_G9Y/Tlt8msGbcaI/AAAAAAAAADI/DVUSTC64pYE/s1600/HPIM1654.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-skAhE7H_G9Y/Tlt8msGbcaI/AAAAAAAAADI/DVUSTC64pYE/s320/HPIM1654.JPG" width="239" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3412545382317149041-3150587412141164575?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/3150587412141164575/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/01/teadelutan.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/3150587412141164575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/3150587412141164575'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/01/teadelutan.html' title='Teadélután'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-rpGGeauTYoo/Tlt8kzIbuwI/AAAAAAAAADE/LwUb6t2P71c/s72-c/HPIM1645.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-110057868940059564</id><published>2010-09-13T10:43:00.000+02:00</published><updated>2011-08-29T12:07:53.747+02:00</updated><title type='text'>Kiválasztás</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;A kiválasztás során a jelentkezők készségeinek felmérését egy szakmai csoport végezte, melynek tagjai voltak a projektben dolgozó szociális munkások, mentorok, pszichológus, lakhatási- és foglalkoztatási referens is; jelöltenként egy 50-60 perces egyéni interjú készült, annak értékelését követően, a szociális munkások augusztus utolsó hetében elkészítették a projektbe bevont 45 fő egyéni fejlesztési tervét, majd megkötöttük a résztvevőkkel az együttműködési megállapodásokat. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;A 45 főből 21 főt vontunk be képzési támogatásba, 15 főt lakhatási támogatásba és 9 főt képzési és lakhatási támogatásba.&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-jS2aziSWXMY/TltReIUeuUI/AAAAAAAAAB8/QtUnk2XrJ5I/s1600/kiv%25C3%25A1laszt%25C3%25A1s_II.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-jS2aziSWXMY/TltReIUeuUI/AAAAAAAAAB8/QtUnk2XrJ5I/s320/kiv%25C3%25A1laszt%25C3%25A1s_II.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&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/3412545382317149041-110057868940059564?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/110057868940059564/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/kivalasztas.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/110057868940059564'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/110057868940059564'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/kivalasztas.html' title='Kiválasztás'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-jS2aziSWXMY/TltReIUeuUI/AAAAAAAAAB8/QtUnk2XrJ5I/s72-c/kiv%25C3%25A1laszt%25C3%25A1s_II.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-2621230776767040698</id><published>2010-06-15T10:40:00.001+02:00</published><updated>2011-09-02T11:46:31.552+02:00</updated><title type='text'>Toborzás</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Mivel a potenciális projektrésztvevők köre állandó mozgásban van, 2010. május 13.-25. között több projektismertető fórumot tartottunk, melyeken összesen 87 főt sikerült elérnünk. A fórumokat követően 105 fő jelentkezett a projektre. A jelentkezőket behívtuk készségfelmérésre, a 105 főből 90 főt sikerült elérnünk, közülük 87 fő jelent meg a készségfelmérésen. &lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-YjJV50aih6s/TltRH5uW3iI/AAAAAAAAAB4/9l0T_hEsKow/s1600/2010+05+25+III..JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://3.bp.blogspot.com/-YjJV50aih6s/TltRH5uW3iI/AAAAAAAAAB4/9l0T_hEsKow/s320/2010+05+25+III..JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-G1dZu2N7zmU/TmCl6cmWMiI/AAAAAAAAADM/_r0LPgmiY4s/s1600/SDC11190.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-G1dZu2N7zmU/TmCl6cmWMiI/AAAAAAAAADM/_r0LPgmiY4s/s320/SDC11190.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/3412545382317149041-2621230776767040698?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/2621230776767040698/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/toborzas.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2621230776767040698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2621230776767040698'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/toborzas.html' title='Toborzás'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-YjJV50aih6s/TltRH5uW3iI/AAAAAAAAAB4/9l0T_hEsKow/s72-c/2010+05+25+III..JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3412545382317149041.post-2276357537940107274</id><published>2010-05-25T09:22:00.000+02:00</published><updated>2011-08-29T12:08:45.618+02:00</updated><title type='text'>Sarok-pont - TÁMOP-5.3.3-08/1KMR-2009-0005</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-yt1B11SQV2M/TldH4cV13NI/AAAAAAAAAA8/D0Q64DxrBbg/s1600/Sarok-pont+logo%25C2%25A6%25C3%25BC_CMYK.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="145" src="http://3.bp.blogspot.com/-yt1B11SQV2M/TldH4cV13NI/AAAAAAAAAA8/D0Q64DxrBbg/s320/Sarok-pont+logo%25C2%25A6%25C3%25BC_CMYK.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;A projekt célja a hajléktalan emberek társadalmi beilleszkedésének elősegítése és munkaerő-piaci esélyeinek növelése komplex munkaerő-piaci szolgáltatások (mentorálás, önismeret-, kulcskompetenciák- és személyiségfejlesztés, csoportos terápiák, munkavállalási- és pálya-választási tanácsadás, álláskeresési technikák) és szakképzések biztosításával, annak érdekében, hogy a projekt befejeztével a résztvevők képesek legyenek az önálló életvezetésre, újra álláskeresővé váljanak, képesek legyenek munkahelyüket hosszú távon megőrizni, önálló lakhatásukat önerőből fenntartani.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&amp;nbsp;A programot a Budapest Esély Nonprofit Kft. valamint a Hajláknélküliek Jövőjéért Alapítvány valósítja meg. &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://1.bp.blogspot.com/-hnIBxL4vLWg/TldJ5MluzxI/AAAAAAAAABA/rikDobVkDcA/s1600/bp_esely_logo%25C3%25BAj.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="136" src="http://1.bp.blogspot.com/-hnIBxL4vLWg/TldJ5MluzxI/AAAAAAAAABA/rikDobVkDcA/s200/bp_esely_logo%25C3%25BAj.jpg" width="200" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-LDWETgJPEqU/TldJ9jzzjQI/AAAAAAAAABE/PwL-pn4SqBE/s1600/SORSFORD%25C3%258DT%25C3%2593+LOGO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-LDWETgJPEqU/TldJ9jzzjQI/AAAAAAAAABE/PwL-pn4SqBE/s1600/SORSFORD%25C3%258DT%25C3%2593+LOGO.jpg" /&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/3412545382317149041-2276357537940107274?l=sarok-pont.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sarok-pont.blogspot.com/feeds/2276357537940107274/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/sarok-pont-tamop-533-081kmr-2009-0005.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2276357537940107274'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3412545382317149041/posts/default/2276357537940107274'/><link rel='alternate' type='text/html' href='http://sarok-pont.blogspot.com/2011/08/sarok-pont-tamop-533-081kmr-2009-0005.html' title='Sarok-pont - TÁMOP-5.3.3-08/1KMR-2009-0005'/><author><name>Sarok-pont</name><uri>http://www.blogger.com/profile/15557024433161257297</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://4.bp.blogspot.com/-XipkQhwqRWo/TldHopC0hDI/AAAAAAAAAAc/hzUiFAaCTgU/s220/bp_esely_logo%25C3%25BAj.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-yt1B11SQV2M/TldH4cV13NI/AAAAAAAAAA8/D0Q64DxrBbg/s72-c/Sarok-pont+logo%25C2%25A6%25C3%25BC_CMYK.jpg' height='72' width='72'/><thr:total>0</thr:total></entry></feed>
