<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Kölyökbirodalom családi oldal</title>
	<atom:link href="http://www.kolyokbirodalom.hu/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.kolyokbirodalom.hu</link>
	<description></description>
	<lastBuildDate>Fri, 18 May 2012 06:53:49 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.3.2</generator>
<xhtml:meta xmlns:xhtml="http://www.w3.org/1999/xhtml" name="robots" content="noindex" />
		<item>
		<title>Lovagok és apródok a Savoya Park Középkori Gyereknapján 2012. május 19.</title>
		<link>http://www.kolyokbirodalom.hu/lovagok-es-aprodok-a-savoya-park-kozepkori-gyereknapjan-2012-majus-19/</link>
		<comments>http://www.kolyokbirodalom.hu/lovagok-es-aprodok-a-savoya-park-kozepkori-gyereknapjan-2012-majus-19/#comments</comments>
		<pubDate>Fri, 18 May 2012 06:53:49 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[Bevásárlóközpontok programjai]]></category>
		<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[Vegyes]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5253</guid>
		<description><![CDATA[[ 2012/05/19; ] 
Lovagok &#233;s apr&#243;dok a Savoya Park K&#246;z&#233;pkori Gyereknapj&#225;n 

A b&#225;tor lovagok &#233;s furfangos apr&#243;dok vil&#225;g&#225;ba cs&#246;ppenhetnek azok a gyerekek, akik m&#225;jus 19-&#233;n sz&#252;leikkel ell&#225;togatnak a budapesti Savoya Parkba. A K&#246;z&#233;pkori Gyereknapon lesznek &#252;gyess&#233;gi &#233;s erőpr&#243;b&#225;k, pajzs- &#233;s s&#225;rk&#225;nyk&#233;sz&#237;t&#233;s &#233;s k&#233;zzel hajtott fak&#246;rhinta is. A rendezv&#233;ny ingyenes.&#160; &#160;&#160;&#160;
A legend&#225;k f&#246;ldje, a kir&#225;lyok, hercegnők, rettenthetetlen lovagok &#233;s [...]]]></description>
			<content:encoded><![CDATA[<p><!--[if gte mso 9]><xml><br />
<w:WordDocument><br />
<w:View>Normal</w:View><br />
<w:Zoom>0</w:Zoom><br />
<w:TrackMoves /><br />
<w:TrackFormatting /><br />
<w:HyphenationZone>21</w:HyphenationZone><br />
<w:PunctuationKerning /><br />
<w:ValidateAgainstSchemas /><br />
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid><br />
<w:IgnoreMixedContent>false</w:IgnoreMixedContent><br />
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText><br />
<w:DoNotPromoteQF /><br />
<w:LidThemeOther>HU</w:LidThemeOther><br />
<w:LidThemeAsian>X-NONE</w:LidThemeAsian><br />
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript><br />
<w:Compatibility><br />
<w:BreakWrappedTables /><br />
<w:SnapToGridInCell /><br />
<w:WrapTextWithPunct /><br />
<w:UseAsianBreakRules /><br />
<w:DontGrowAutofit /><br />
<w:SplitPgBreakAndParaMark /><br />
<w:DontVertAlignCellWithSp /><br />
<w:DontBreakConstrainedForcedTables /><br />
<w:DontVertAlignInTxbx /><br />
<w:Word11KerningPairs /><br />
<w:CachedColBalance /><br />
</w:Compatibility><br />
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel><br />
<m:mathPr><br />
<m:mathFont m:val="Cambria Math" /><br />
<m:brkBin m:val="before" /><br />
<m:brkBinSub m:val="&#45;-" /><br />
<m:smallFrac m:val="off" /><br />
<m:dispDef /><br />
<m:lMargin m:val="0" /><br />
<m:rMargin m:val="0" /><br />
<m:defJc m:val="centerGroup" /><br />
<m:wrapIndent m:val="1440" /><br />
<m:intLim m:val="subSup" /><br />
<m:naryLim m:val="undOvr" /><br />
</m:mathPr></w:WordDocument><br />
</xml><![endif]--><!--[if gte mso 9]><xml><br />
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"<br />
DefSemiHidden=&#8221;true&#8221; DefQFormat=&#8221;false&#8221; DefPriority=&#8221;99&#8243;<br />
LatentStyleCount=&#8221;267&#8243;><br />
<w:LsdException Locked="false" Priority="0" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Normal&#8221; /><br />
<w:LsdException Locked="false" Priority="9" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;heading 1&#8243; /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 1" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 2" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 3" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 4" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 5" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 6" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 7" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 8" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 9" /><br />
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption" /><br />
<w:LsdException Locked="false" Priority="10" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Title&#8221; /><br />
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font" /><br />
<w:LsdException Locked="false" Priority="11" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtitle&#8221; /><br />
<w:LsdException Locked="false" Priority="0" Name="Hyperlink" /><br />
<w:LsdException Locked="false" Priority="22" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Strong&#8221; /><br />
<w:LsdException Locked="false" Priority="20" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="59" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Table Grid&#8221; /><br />
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text" /><br />
<w:LsdException Locked="false" Priority="1" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;No Spacing&#8221; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading&#8221; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List&#8221; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid&#8221; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List&#8221; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading&#8221; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List&#8221; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid&#8221; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision" /><br />
<w:LsdException Locked="false" Priority="34" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;List Paragraph&#8221; /><br />
<w:LsdException Locked="false" Priority="29" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Quote&#8221; /><br />
<w:LsdException Locked="false" Priority="30" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Quote&#8221; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="19" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtle Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="21" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="31" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtle Reference&#8221; /><br />
<w:LsdException Locked="false" Priority="32" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Reference&#8221; /><br />
<w:LsdException Locked="false" Priority="33" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Book Title&#8221; /><br />
<w:LsdException Locked="false" Priority="37" Name="Bibliography" /><br />
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading" /><br />
</w:LatentStyles><br />
</xml><![endif]--><!--[if gte mso 10]></p>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Normál táblázat";
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:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-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:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<p><![endif]--><!--[if gte mso 9]><xml><br />
<o:shapedefaults v:ext="edit" spidmax="1026" /><br />
</xml><![endif]--><!--[if gte mso 9]><xml><br />
<o:shapelayout v:ext="edit"><br />
<o:idmap v:ext="edit" data="1" /><br />
</o:shapelayout></xml><![endif]--></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal"><span style="font-size:14.0pt">Lovagok &eacute;s apr&oacute;dok a Savoya Park K&ouml;z&eacute;pkori Gyereknapj&aacute;n <br />
</span></strong></font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF">A b&aacute;tor lovagok &eacute;s furfangos apr&oacute;dok vil&aacute;g&aacute;ba cs&ouml;ppenhetnek azok a gyerekek, akik m&aacute;jus 19-&eacute;n sz&uuml;leikkel ell&aacute;togatnak a budapesti Savoya Parkba. A K&ouml;z&eacute;pkori Gyereknapon lesznek &uuml;gyess&eacute;gi &eacute;s erőpr&oacute;b&aacute;k, pajzs- &eacute;s s&aacute;rk&aacute;nyk&eacute;sz&iacute;t&eacute;s &eacute;s k&eacute;zzel hajtott fak&ouml;rhinta is. A rendezv&eacute;ny ingyenes.<span style="">&nbsp;</span><strong style="mso-bidi-font-weight:normal"><span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes">&nbsp;&nbsp;&nbsp;</span></strong></font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF">A legend&aacute;k f&ouml;ldje, a kir&aacute;lyok, hercegnők, rettenthetetlen lovagok &eacute;s hű k&iacute;s&eacute;rőik elevenednek meg j&aacute;t&eacute;kos form&aacute;ban m&aacute;jus 19-&eacute;n, szombaton 10 &eacute;s 18 &oacute;ra k&ouml;z&ouml;tt a budapesti Savoya Parkban. A K&ouml;z&eacute;pkori Gyereknapon egy t&ouml;bb &aacute;llom&aacute;sb&oacute;l &aacute;ll&oacute; vet&eacute;lkedőn tehetik pr&oacute;b&aacute;ra &uuml;gyess&eacute;g&uuml;ket &eacute;s erej&uuml;ket a kis l&aacute;togat&oacute;k. Lesz varj&uacute;f&eacute;szek rabl&aacute;s, szalmagyűrű dob&aacute;s, Toldi-pr&oacute;ba, tr&uuml;kk&ouml;s t&uuml;k&ouml;r &eacute;s k&ouml;z&eacute;pkori darts is. Aki mind az &ouml;t &aacute;llom&aacute;son megszerzi a feladatok teljes&iacute;t&eacute;s&eacute;t igazol&oacute; pecs&eacute;tet, csokol&aacute;d&eacute;, van&iacute;lia &eacute;s eper &iacute;zű Quick Milk magic sippert, vagyis m&aacute;gikus sz&iacute;v&oacute;sz&aacute;lakat kap aj&aacute;nd&eacute;kba. </font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF">A Savoya Park k&ouml;z&eacute;pkori gyereknapj&aacute;n minden a lovagkorra eml&eacute;keztet majd, hiszen a folyos&oacute;n z&aacute;szl&oacute;kat, pajzsokat, c&iacute;mereket lehet l&aacute;tni, kinyit a Banya-tanya, lesz egy tr&oacute;nsz&eacute;k &eacute;s egy k&eacute;zzel hajtott k&ouml;z&eacute;pkori fak&ouml;rhint&aacute;t is ki lehet pr&oacute;b&aacute;lni. A gyerekek jelmezt is &ouml;lthetnek, az apr&oacute;dnak &ouml;lt&ouml;z&ouml;tt csemet&eacute;ket pedig le is f&eacute;nyk&eacute;pezhetik a b&uuml;szke sz&uuml;lők. Remek k&ouml;z&ouml;s sz&oacute;rakoz&aacute;st ny&uacute;jtanak az eg&eacute;sz csal&aacute;dnak a k&eacute;zműves foglalkoz&aacute;sok, ahol kir&aacute;lyi koron&aacute;t, lovagkori oklevelet, b&aacute;bokat, pajzsot vagy &eacute;ppen s&aacute;rk&aacute;nyt is k&eacute;sz&iacute;thetnek egy&uuml;tt. A rendezv&eacute;ny minden programja ingyenes. </font></p>
<p align="center" class="MsoNormal"><font size="2" face="Verdana" color="#3366FF"><img width="430" height="606" src="http://www.kolyokbirodalom.hu/wp-content/uploads/image/Savoya_KozepkoriGyereknap_plakat.jpg" alt="" />&nbsp;</font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF">R&eacute;szletek: </font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF"><a href="http://www.savoyapark.hu">www.savoyapark.hu</a></font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF"><a href="http://www.facebook.com/savoyapark">www.facebook.com/savoyapark</a></font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF">&nbsp;</font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/lovagok-es-aprodok-a-savoya-park-kozepkori-gyereknapjan-2012-majus-19/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Múzeumok Majálisa 2012. május 19-20.</title>
		<link>http://www.kolyokbirodalom.hu/muzeumok-majalisa-2012-majus-19-20/</link>
		<comments>http://www.kolyokbirodalom.hu/muzeumok-majalisa-2012-majus-19-20/#comments</comments>
		<pubDate>Wed, 16 May 2012 14:16:19 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[MÚZEUMOK MAJÁLISA]]></category>
		<category><![CDATA[Nemzeti Múzeum]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5246</guid>
		<description><![CDATA[[ 2012/05/19 - 2012/05/20. ] H&#225;ny  m&#250;zeum  megismer&#233;s&#233;re lehet elegendő egyetlen h&#233;tv&#233;ge? Melyik volt az &#233;v legjobb   ki&#225;ll&#237;t&#225;sa? Melyik az egyetlen teljesen magyar sport&#225;g? Miből &#225;ll egy   sz&#243;dav&#237;z-kv&#237;z? Milyen volt egy torna&#243;ra 100 &#233;vvel ezelőtt? Hogy k&#233;sz&#252;l  az  &#243;lomkatona? Mi az a hipnotikus pszicho-folk? Elf&#233;r-e egy 500 fős  k&#243;rus a Magyar [...]]]></description>
			<content:encoded><![CDATA[<p align="left" class="text_gren_blod_11"><font size="2" face="Verdana" color="#3366FF"><strong>H&aacute;ny  m&uacute;zeum  megismer&eacute;s&eacute;re lehet elegendő egyetlen h&eacute;tv&eacute;ge? Melyik volt az &eacute;v legjobb   ki&aacute;ll&iacute;t&aacute;sa? Melyik az egyetlen teljesen magyar sport&aacute;g? Miből &aacute;ll egy   sz&oacute;dav&iacute;z-kv&iacute;z? Milyen volt egy torna&oacute;ra 100 &eacute;vvel ezelőtt? Hogy k&eacute;sz&uuml;l  az  &oacute;lomkatona? Mi az a hipnotikus pszicho-folk? Elf&eacute;r-e egy 500 fős  k&oacute;rus a Magyar  Nemzeti M&uacute;zeum fől&eacute;pcsőj&eacute;n? &Eacute;s hol kaphatunk egyszerre  v&aacute;laszt mindezekre a  k&eacute;rd&eacute;sekre?</strong></font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF"><span class="text_gren_blod_11"><strong>M&aacute;jus  19-&eacute;n &eacute;s 20-&aacute;n,</strong></span> Budapesten a M&uacute;zeumkertben, a <strong class="text_gren_blod_11">M&uacute;zeumok Maj&aacute;lis&aacute;n</strong>!</p>
<p>A M&uacute;zeumi Vil&aacute;gnap alkalm&aacute;b&oacute;l </font><font size="2" color="#3366FF">                                                          </font><font size="2" face="Verdana" color="#3366FF"><strong class="text_gren_blod_11">tizenhetedik alkalommal megrendezett  k&eacute;tnapos, ingyenes m&uacute;zeum&uuml;nnepen</strong> id&eacute;n is <strong class="text_gren_blod_11">t&ouml;bb mint 100 m&uacute;zeum</strong> &eacute;s <strong class="text_gren_blod_11">k&ouml;zel  70 k&eacute;zműves mester</strong> mutatkozik be. Ezen a h&eacute;tv&eacute;g&eacute;n ker&uuml;lnek &aacute;tad&aacute;sra a m&uacute;zeumi  szakma rangos elismer&eacute;sei,<strong> <span class="text_gren_blod_11">Az &eacute;v m&uacute;zeuma</span></strong><span class="text_gren_blod_11"> &eacute;s <strong>Az &eacute;v ki&aacute;ll&iacute;t&aacute;sa-d&iacute;j</strong></span>ak,  melyekre  id&eacute;n minden eddigin&eacute;l t&ouml;bb p&aacute;ly&aacute;zat &eacute;rkezett. Eg&eacute;sz biztosan  rekordot d&ouml;nt&uuml;nk a  M&uacute;zeumkertben fell&eacute;pő műv&eacute;szek sz&aacute;m&aacute;t tekintve is,  hiszen a 12 nagysz&iacute;npadi  produkci&oacute; mellett egy f&eacute;lezer fős k&oacute;rus  hangverseny&eacute;t is meghallgathatj&aacute;k a  M&uacute;zeumkertbe l&aacute;togat&oacute;k. A Nemzeti  M&uacute;zeum falai k&ouml;z&ouml;tt pedig interakt&iacute;v  t&aacute;rlatvezet&eacute;seken, szakmai  besz&eacute;lget&eacute;seken vehetnek r&eacute;szt a vend&eacute;gek, az  &aacute;lland&oacute; ki&aacute;ll&iacute;t&aacute;si  terekben pedig megadott időpontokban szakmuzeol&oacute;gusoknak  tehetik fel  k&eacute;rd&eacute;seiket a l&aacute;togat&oacute;k a <em>Doktorok  &eacute;s kur&aacute;torok </em>c&iacute;mű programon.</font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF"> Mint minden &eacute;vben, id&eacute;n is   egy k&ouml;zponti t&eacute;ma hat&aacute;rozza meg a M&uacute;zeumok Maj&aacute;lisa programj&aacute;t. Id&eacute;n a  M&uacute;zeumok  Nemzeti Tan&aacute;csa (ICOM) &aacute;ltal meghat&aacute;rozott <em>&quot;M&uacute;zeumok  a v&aacute;ltoz&oacute; vil&aacute;gban: &Uacute;j kih&iacute;v&aacute;sok &#8211; &Uacute;j inspir&aacute;ci&oacute;k&quot;</em> c&eacute;lkitűz&eacute;s mellett a <strong class="text_gren_blod_11">hungarikumok</strong>  t&eacute;m&aacute;ja ker&uuml;l a f&oacute;kuszba. A  kultur&aacute;lis &ouml;r&ouml;ks&eacute;g&uuml;nket bemutat&oacute; magyar  m&uacute;zeumok m&aacute;r &ouml;nmagukban is &#8211;  &eacute;p&uuml;let&uuml;kben, gyűjtem&eacute;nyeikben,  ki&aacute;ll&iacute;t&aacute;saikban is &#8211; speci&aacute;lisan egyediek, s &iacute;gy  &ouml;nmaguk is  hungarikumoknak tekinthetőek. Teh&aacute;t a t&eacute;mav&aacute;laszt&aacute;s egyr&eacute;szről  mag&aacute;t&oacute;l  &eacute;rtetődő, m&aacute;sr&eacute;szről aktu&aacute;lis is, hiszen a Parlament napokban fogadta   el a <em>hungarikumt&ouml;rv&eacute;nyt</em> &#8211; melyet egy  k&ouml;tetlen besz&eacute;lget&eacute;st  keret&eacute;ben mutat be a Nemzeti M&uacute;zeum R&oacute;mai Lapid&aacute;rium&aacute;ban szombaton  f&eacute;l  egytől a t&ouml;rv&eacute;ny kidolgoz&oacute;ja, a Vid&eacute;kfejleszt&eacute;si Miniszt&eacute;rium   &Eacute;lelmiszer-feldolgoz&aacute;si Főoszt&aacute;ly&aacute;nak vezetője, dr. Gyaraky Zolt&aacute;n.</font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF"> &Aacute;m <strong class="text_gren_blod_11">a m&uacute;zeumok &eacute;s a k&eacute;zművesek s&aacute;trai k&ouml;z&ouml;tt s&eacute;t&aacute;lva</strong>  is l&eacute;pten-nyomon  szembe j&ouml;het vel&uuml;nk a t&eacute;ma. Aki p&eacute;ld&aacute;ul r&eacute;szt vesz a  Magyar Mezőgazdas&aacute;gi  M&uacute;zeum programjain, j&aacute;tszhat  &quot;zs&aacute;kba-hungarikumot&quot;, a Magyar Vend&eacute;gl&aacute;t&oacute;ipari  M&uacute;zeum szikv&iacute;z-kv&iacute;z&eacute;ből  pedig mindent megtudhat a 1826-ban Jedlik &Aacute;nyos &aacute;ltal  feltal&aacute;lt  sz&oacute;dav&iacute;zről. A Nemzeti Sport Int&eacute;zet Magyar Sportm&uacute;zeum&aacute;nak k&ouml;sz&ouml;nhetően   &uacute;jra &eacute;led a szektorlabda (vagy ahogy mindenki ismeri, a gombfoci) l&aacute;z,  &iacute;gy az  egykori gombfoci megsz&aacute;llott nosztalgi&aacute;z&oacute;k &eacute;s a j&aacute;t&eacute;kkal csak  most ismerkedő &uacute;j  gener&aacute;ci&oacute;k is megismerhetik az egyetlen magyar  sport&aacute;g t&ouml;rt&eacute;net&eacute;t, elsaj&aacute;t&iacute;thatj&aacute;k  cs&iacute;nj&aacute;t-b&iacute;nj&aacute;t. Az &aacute;rusok k&ouml;z&ouml;tt  ez&uacute;ttal is sz&aacute;mos tradicion&aacute;lis k&eacute;zműves  mesters&eacute;g k&eacute;pviselőj&eacute;vel  tal&aacute;lkozhatunk, de ak&aacute;r magunk is kipr&oacute;b&aacute;lhatjuk az  &uuml;vegf&uacute;j&aacute;st, a  kos&aacute;rfon&aacute;st vagy az &oacute;lomkatona k&eacute;sz&iacute;t&eacute;st.</font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF"> Akik nem &eacute;rik be a passz&iacute;v   n&eacute;zelőd&eacute;ssel, kipr&oacute;b&aacute;lhatj&aacute;k magukat p&eacute;ld&aacute;ul fodr&aacute;szk&eacute;nt a Maj&aacute;lison  elősz&ouml;r  bemutatkoz&oacute; Fodr&aacute;szm&uacute;zeum, asztalosinask&eacute;nt a Nagyt&eacute;t&eacute;nyi  Kast&eacute;ly vagy  &uacute;tkapar&oacute;k&eacute;nt a Kiskőr&ouml;si K&ouml;z&uacute;ti Szakgyűjtem&eacute;ny s&aacute;tr&aacute;n&aacute;l.  De az <strong class="text_gren_blod_11">akt&iacute;v testmozg&aacute;s</strong> sem  marad ki a  programd&ouml;mpingből: a Sportm&uacute;zeum szombaton d&eacute;lut&aacute;n  aerobikkal, vas&aacute;rnap d&eacute;lut&aacute;n  dzs&uacute;d&oacute;bemutat&oacute;val sz&oacute;rakoztatja a sportok  kedvelőit, az Orsz&aacute;gos Pedag&oacute;giai  K&ouml;nyvt&aacute;r &eacute;s M&uacute;zeum szombaton h&aacute;romt&oacute;l  &eacute;s f&eacute;l &ouml;ttől bemutat egy 100 &eacute;ves  torna&oacute;r&aacute;t, a <strong class="text_gren_blod_11">Hist&oacute;ri&aacute;s T&ouml;rt&eacute;neti  J&aacute;tsz&oacute;t&eacute;ren</strong> a h&eacute;tv&eacute;ge mindk&eacute;t napj&aacute;n 11 &oacute;r&aacute;t&oacute;l 6 &oacute;r&aacute;ig pedig a Lovagi  Tornap&aacute;lya v&aacute;rja az &ouml;r&ouml;kmozg&oacute; apr&oacute;s&aacute;gokat.</font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF"><strong class="text_gren_blod_11">Zen&eacute;s  gyerekprogramok</strong>b&oacute;l sem lesz hi&aacute;ny. Szombaton f&eacute;l n&eacute;gytől tavalyi  nagysikerű fell&eacute;p&eacute;s&uuml;k ut&aacute;n ism&eacute;t v&aacute;rja r&eacute;gi &eacute;s &uacute;j k&ouml;z&ouml;ns&eacute;g&eacute;t <strong class="text_gren_blod_11">Rutkai Bori &eacute;s a H&eacute;be-h&oacute;ba Banda</strong> a <em>Vacka-dalokkal</em>, &eacute;s m&aacute;snap f&eacute;l h&aacute;romt&oacute;l a <strong class="text_gren_blod_11">Misztr&aacute;l</strong> egy&uuml;ttes zen&eacute;l a kicsiknek  a <strong class="text_gren_blod_11">nagysz&iacute;npadon</strong>,  amely előtt nemcsak  a kisgyerekes csal&aacute;doknak &eacute;rdemes let&aacute;borozni. A  v&aacute;ltozatos programban szerepel  majd latin &eacute;s sztenderd t&aacute;ncprodukci&oacute; a  debreceni <strong class="text_gren_blod_11">Valcer T&aacute;ncst&uacute;di&oacute;</strong> előad&aacute;s&aacute;ban, a szombaton muzsik&aacute;l&oacute; <strong class="text_gren_blod_11">Bajd&aacute;z&oacute; </strong>pedig a pszicho-folk műfaj&aacute;ba sorolt  zen&eacute;j&eacute;vel borzolja majd &#8211; a f&uuml;l&uuml;nket. A f&uacute;v&oacute;szene kedvelőinek a <strong class="text_gren_blod_11">P&eacute;nz&uuml;győr zenekar</strong>, a <strong class="text_gren_blod_11">Symphonic Brass Quintet</strong> &eacute;s a <strong class="text_gren_blod_11">V&aacute;ci Ifj&uacute;s&aacute;gi F&uacute;v&oacute;szenekar</strong> előad&aacute;s&aacute;t,  m&iacute;g a k&oacute;rusmuzsika rajong&oacute;inak a <strong class="text_gren_blod_11">IX.  Reform&aacute;tus Zenei Fesztiv&aacute;l 500 fős Fesztiv&aacute;lk&oacute;rus&aacute;nak</strong> koncertj&eacute;t aj&aacute;nljuk,  amely m&aacute;r a k&oacute;rustagok l&eacute;tsz&aacute;m&aacute;t tekintve is nagyszab&aacute;s&uacute; produkci&oacute;nak &iacute;g&eacute;rkezik.  Ak&aacute;rcsak a <strong class="text_gren_blod_11">Vajda Gipsy Koncertzenekar</strong> műsora, melynek tagjai a 100 tag&uacute; Cig&aacute;nyzenekarban is zen&eacute;lnek. A szombat est&eacute;t  d&ouml;g&ouml;s jazzel z&aacute;rja a <strong class="text_gren_blod_11">V&ouml;r&ouml;s Janka Group</strong>,  az idei, 17. M&uacute;zeumok Maj&aacute;lis&aacute;t pedig a <strong class="text_gren_blod_11">Cabaret  Medran&oacute;</strong>val, vagyis latin dallamokkal b&uacute;cs&uacute;ztatjuk majd.</font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF">Teljes programlista: <u><a href="http://www.majalis.hu" target="_blank">www.majalis.hu</a></u></font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/muzeumok-majalisa-2012-majus-19-20/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Újhegyi Szabadtéri Gyermeknap 2012. május 27.</title>
		<link>http://www.kolyokbirodalom.hu/ujhegyi-szabadteri-gyermeknap-2012-majus-27/</link>
		<comments>http://www.kolyokbirodalom.hu/ujhegyi-szabadteri-gyermeknap-2012-majus-27/#comments</comments>
		<pubDate>Wed, 16 May 2012 13:34:02 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[GYERMEKNAPI PROGRAMOK]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5243</guid>
		<description><![CDATA[[ 2012/05/27; ] &#218;jhegyi Szabadt&#233;ri Gyermeknap

2012. m&#225;jus 27. vas&#225;rnap 10:00-14:00
- Mese &#233;s interakt&#237;v j&#225;t&#233;k
- bubor&#233;kf&#250;j&#225;s
- ingyenes ugr&#225;l&#243;v&#225;r
- kavicslabirintus
- sakk
- babaj&#225;tsz&#243; &#233;s hempergő
&#160;
]]></description>
			<content:encoded><![CDATA[<p><font size="2" face="Verdana" color="#3366FF"><strong>&Uacute;jhegyi Szabadt&eacute;ri Gyermeknap</strong><br />
</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><font color="#FF9900"><strong>2012. m&aacute;jus 27. vas&aacute;rnap 10:00-14:00</strong></font></font></p>
<p><font size="2" face="Verdana" color="#3366FF">- Mese &eacute;s interakt&iacute;v j&aacute;t&eacute;k</font></p>
<p><font size="2" face="Verdana" color="#3366FF">- bubor&eacute;kf&uacute;j&aacute;s</font></p>
<p><font size="2" face="Verdana" color="#3366FF">- ingyenes ugr&aacute;l&oacute;v&aacute;r</font></p>
<p><font size="2" face="Verdana" color="#3366FF">- kavicslabirintus</font></p>
<p><font size="2" face="Verdana" color="#3366FF">- sakk</font></p>
<p><font size="2" face="Verdana" color="#3366FF">- babaj&aacute;tsz&oacute; &eacute;s hempergő</font></p>
<p>&nbsp;</p>
<p align="center"><img width="450" height="639" src="http://www.kolyokbirodalom.hu/wp-content/uploads/image/&uacute;jhegy.jpg" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/ujhegyi-szabadteri-gyermeknap-2012-majus-27/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>I. Food Revolution Day Magyarországon is 2012. május 19. &#8211; budapesti programok</title>
		<link>http://www.kolyokbirodalom.hu/i-food-revolution-day-magyarorszagon-is-2012-majus-19-budapesti-programok/</link>
		<comments>http://www.kolyokbirodalom.hu/i-food-revolution-day-magyarorszagon-is-2012-majus-19-budapesti-programok/#comments</comments>
		<pubDate>Tue, 15 May 2012 08:18:53 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[Vegyes]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5235</guid>
		<description><![CDATA[[ 2012/05/19; ] 
2012.m&#225;jus 19. - Food Revolvution Day budapesti programok:
&#160;1. Goodness Medical Fitness- &#233;s Wellness St&#250;di&#243; Food Revolution Day Ny&#237;lt Napot tart, aminek keret&#233;ben a sportim&#225;d&#243;k reggel 9 &#243;r&#225;t&#243;l d&#233;lut&#225;n 5-ig ingyenesen l&#225;togathatj&#225;k a j&#243;ga&#243;r&#225;kat, vehetnek r&#233;szt dietetikai tan&#225;csad&#225;son, &#233;s pr&#243;b&#225;lhatj&#225;k ki az &#250;j X-Body speedtraining g&#233;pet. Ezen k&#237;v&#252;l &#233;telk&#243;stol&#243;, a lelassult anyagcsere t&#252;neteiről, annak kezel&#233;s&#233;ről &#233;s [...]]]></description>
			<content:encoded><![CDATA[<p><!--[if gte mso 9]><xml><br />
<w:WordDocument><br />
<w:View>Normal</w:View><br />
<w:Zoom>0</w:Zoom><br />
<w:TrackMoves /><br />
<w:TrackFormatting /><br />
<w:HyphenationZone>21</w:HyphenationZone><br />
<w:PunctuationKerning /><br />
<w:ValidateAgainstSchemas /><br />
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid><br />
<w:IgnoreMixedContent>false</w:IgnoreMixedContent><br />
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText><br />
<w:DoNotPromoteQF /><br />
<w:LidThemeOther>HU</w:LidThemeOther><br />
<w:LidThemeAsian>X-NONE</w:LidThemeAsian><br />
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript><br />
<w:Compatibility><br />
<w:BreakWrappedTables /><br />
<w:SnapToGridInCell /><br />
<w:WrapTextWithPunct /><br />
<w:UseAsianBreakRules /><br />
<w:DontGrowAutofit /><br />
<w:SplitPgBreakAndParaMark /><br />
<w:DontVertAlignCellWithSp /><br />
<w:DontBreakConstrainedForcedTables /><br />
<w:DontVertAlignInTxbx /><br />
<w:Word11KerningPairs /><br />
<w:CachedColBalance /><br />
</w:Compatibility><br />
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel><br />
<m:mathPr><br />
<m:mathFont m:val="Cambria Math" /><br />
<m:brkBin m:val="before" /><br />
<m:brkBinSub m:val="&#45;-" /><br />
<m:smallFrac m:val="off" /><br />
<m:dispDef /><br />
<m:lMargin m:val="0" /><br />
<m:rMargin m:val="0" /><br />
<m:defJc m:val="centerGroup" /><br />
<m:wrapIndent m:val="1440" /><br />
<m:intLim m:val="subSup" /><br />
<m:naryLim m:val="undOvr" /><br />
</m:mathPr></w:WordDocument><br />
</xml><![endif]--><!--[if gte mso 9]><xml><br />
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"<br />
DefSemiHidden=&#8221;true&#8221; DefQFormat=&#8221;false&#8221; DefPriority=&#8221;99&#8243;<br />
LatentStyleCount=&#8221;267&#8243;><br />
<w:LsdException Locked="false" Priority="0" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Normal&#8221; /><br />
<w:LsdException Locked="false" Priority="9" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;heading 1&#8243; /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 1" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 2" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 3" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 4" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 5" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 6" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 7" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 8" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 9" /><br />
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption" /><br />
<w:LsdException Locked="false" Priority="10" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Title&#8221; /><br />
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font" /><br />
<w:LsdException Locked="false" Priority="11" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtitle&#8221; /><br />
<w:LsdException Locked="false" Priority="0" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Strong&#8221; /><br />
<w:LsdException Locked="false" Priority="20" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)" /><br />
<w:LsdException Locked="false" Priority="59" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Table Grid&#8221; /><br />
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text" /><br />
<w:LsdException Locked="false" Priority="1" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;No Spacing&#8221; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading&#8221; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List&#8221; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid&#8221; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List&#8221; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading&#8221; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List&#8221; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid&#8221; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision" /><br />
<w:LsdException Locked="false" Priority="34" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;List Paragraph&#8221; /><br />
<w:LsdException Locked="false" Priority="29" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Quote&#8221; /><br />
<w:LsdException Locked="false" Priority="30" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Quote&#8221; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="19" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtle Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="21" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="31" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtle Reference&#8221; /><br />
<w:LsdException Locked="false" Priority="32" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Reference&#8221; /><br />
<w:LsdException Locked="false" Priority="33" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Book Title&#8221; /><br />
<w:LsdException Locked="false" Priority="37" Name="Bibliography" /><br />
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading" /><br />
</w:LatentStyles><br />
</xml><![endif]--><!--[if !mso]><object<br />
classid=&#8221;clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D&#8221; id=ieooui></object></p>
<style>
st1\:*{behavior:url(#ieooui) }
</style>
<p><![endif]--><!--[if gte mso 10]></p>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Normál táblázat";
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:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-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:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<p><![endif]--></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong>2012.m&aacute;jus 19. &#8211; Food Revolvution Day budapesti programok:</strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">&nbsp;1. <strong>Goodness Medical Fitness- &eacute;s Wellness St&uacute;di&oacute; </strong>Food Revolution Day Ny&iacute;lt Napot tart, aminek keret&eacute;ben a sportim&aacute;d&oacute;k <strong>reggel 9 &oacute;r&aacute;t&oacute;l d&eacute;lut&aacute;n 5-ig</strong> ingyenesen l&aacute;togathatj&aacute;k a j&oacute;ga&oacute;r&aacute;kat, vehetnek r&eacute;szt dietetikai tan&aacute;csad&aacute;son, &eacute;s pr&oacute;b&aacute;lhatj&aacute;k ki az &uacute;j X-Body speedtraining g&eacute;pet. Ezen k&iacute;v&uuml;l &eacute;telk&oacute;stol&oacute;, a lelassult anyagcsere t&uuml;neteiről, annak kezel&eacute;s&eacute;ről &eacute;s a fenntarthat&oacute; gazdas&aacute;gr&oacute;l sz&oacute;l&oacute; szakmai előad&aacute;s v&aacute;rja majd az &eacute;rdeklődőket a <strong style="mso-bidi-font-weight:normal">Fat Free Tests&uacute;lycs&ouml;kkentő</strong> <strong style="mso-bidi-font-weight:normal">K&ouml;zpont</strong> igazgat&oacute; nője, H&eacute;der &Eacute;va (9:30) &eacute;s az <strong style="mso-bidi-font-weight:normal">&Eacute;lő Tisza Egyes&uuml;let</strong> eln&ouml;ks&eacute;gi tagja, Dr. Kelemen B&eacute;la (10:30)&nbsp; előad&aacute;s&aacute;ban. Akik pedig a j&oacute;ga&oacute;r&aacute;k k&ouml;z&ouml;tt fel szeretn&eacute;nek friss&uuml;lni, a Somerset Teahouse-nak k&ouml;sz&ouml;nhetően k&uuml;l&ouml;nleges z&ouml;ld &eacute;s feh&eacute;r te&aacute;kat k&oacute;stolhatnak eg&eacute;sz nap.</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: 1061 Budapest, Andr&aacute;ssy &uacute;t 5. 4/1</strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">2. <strong>Napos Oldal Veget&aacute;ri&aacute;nus &Eacute;tteremben</strong>  11:00 &oacute;r&aacute;t&oacute;l &ouml;nk&eacute;ntesek fognak gyerekekkel sz&aacute;r&iacute;tott gy&uuml;m&ouml;lcs&ouml;kből &eacute;s  magvakb&oacute;l eg&eacute;szs&eacute;ges desszertet, cukormentes k&oacute;kuszgoly&oacute;kat k&eacute;sz&iacute;teni,  valamint 11 &oacute;r&aacute;t&oacute;l d&eacute;lut&aacute;n 4-ig az &eacute;tterem s&eacute;fje, T&oacute;th L&aacute;szl&oacute;, egy  izgalmas workshop keret&eacute;ben k&eacute;sz&iacute;t majd el 3 Food Revolution &eacute;telt. Akik  pedig kedvet &eacute;reznek egy kis főz&eacute;shez, elk&eacute;sz&iacute;thetik saj&aacute;t &quot;Napraforg&oacute;  kr&eacute;mj&uuml;ket&quot; is, amihez az alapanyagokat &eacute;s a fűszereket az &eacute;tterem  biztos&iacute;tja. Ezen k&iacute;v&uuml;l d&eacute;lut&aacute;n 1 &oacute;r&aacute;t&oacute;l az eg&eacute;szs&eacute;gtudatos  t&aacute;pl&aacute;lkoz&aacute;sr&oacute;l lesz egy kerekasztal besz&eacute;lget&eacute;s, ahol szak&eacute;rtők adnak  majd tan&aacute;csot azoknak, akik v&aacute;ltoztatni szeretn&eacute;nek t&aacute;pl&aacute;lkoz&aacute;sukon,  &eacute;letm&oacute;djukon.</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: <span style="mso-bidi-font-weight:bold">Budapest VI. J&oacute;kai u. 7.</span></strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">3.  A <strong>Nyers&eacute;tel Akad&eacute;mia</strong> a 4. ker&uuml;leti <strong>Szűcs S&aacute;ndor &Aacute;ltal&aacute;nos Iskol&aacute;ban</strong> egy csal&aacute;di nap keret&eacute;ben tart felvil&aacute;gos&iacute;t&oacute; előad&aacute;sokat a gyerekeknek &eacute;s azok sz&uuml;leinek. A Szűcs S&aacute;ndor &Aacute;ltal&aacute;nos Iskol&aacute;ban Food Revolution Csal&aacute;di Nap keret&eacute;ben reggeltől estig az eg&eacute;szs&eacute;ges t&aacute;pl&aacute;lkoz&aacute;sra &eacute;s sportra nevelő programok, vet&eacute;lkedők, előad&aacute;sok &eacute;s k&ouml;z&ouml;s főz&eacute;s v&aacute;rja majd a csal&aacute;dokat.</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: 1044, Budapest, Ugr&oacute; Gyula sor 1-3.</strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">4.  A <strong>Mannatural &Eacute;telb&aacute;r</strong> interakt&iacute;v tortak&eacute;sz&iacute;tő workshop-ot szervez, aminek keret&eacute;ben 13:00, 15:00 &eacute;s 17:00 &oacute;r&aacute;t&oacute;l a h&aacute;rom legk&ouml;zkedveltebb nyers tort&aacute;jukat fogj&aacute;k elk&eacute;sz&iacute;teni, valamint a cukormentes, tudatos t&aacute;pl&aacute;lkoz&aacute;s hat&aacute;sair&oacute;l besz&eacute;lgetve el is fogj&aacute;k fogyasztani a nyers finoms&aacute;gok kedvelőivel.</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: 1054, Budapest, Garibaldi utca 5.</strong></font></p>
<p><font size="2" face="Verdana" color="#3366FF">5. <strong>Somerset Teahouse</strong> 14:00, 16:00 &eacute;s 18:00 &oacute;r&aacute;t&oacute;l egy k&uuml;l&ouml;nlegesen &ouml;ssze&aacute;ll&iacute;tott teak&oacute;stoltat&aacute;ssal v&aacute;rja majd az &eacute;rdeklődőket. A te&aacute;k k&oacute;stoltat&aacute;sa k&ouml;zben az &eacute;rdeklődők interakt&iacute;v m&oacute;don ismerkedhetnek meg azok sz&aacute;rmaz&aacute;s&aacute;val, eg&eacute;szs&eacute;g&uuml;gyi hat&aacute;saival.</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: 1024 Budapest, F&eacute;ny u. 1.</strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">6.  A<strong> Fruccola</strong> &eacute;tterem <strong>Happy Fruccola Day-el</strong> v&aacute;rja a gyerekeket &eacute;s azok sz&uuml;leit, akik anim&aacute;torok &aacute;ltal vezetett, j&aacute;t&eacute;kos programok keret&eacute;ben ismerhetik meg a z&ouml;lds&eacute;geket &eacute;s gy&uuml;m&ouml;lcs&ouml;ket reggel 10 &oacute;r&aacute;t&oacute;l d&eacute;lut&aacute;n 5ig bez&aacute;r&oacute;lag. A programok k&ouml;z&ouml;tt szerepelni fog: csukott szemmel val&oacute; z&ouml;lds&eacute;g- &eacute;s gy&uuml;m&ouml;lcsk&oacute;stol&aacute;s, gy&uuml;m&ouml;lcssal&aacute;ta k&eacute;sz&iacute;t&eacute;s, h&aacute;zi gy&uuml;m&ouml;lcsjoghurt k&eacute;sz&iacute;t&eacute;s, kitűző &eacute;s Fruccola-Napt&aacute;r k&eacute;sz&iacute;t&eacute;se, vet&eacute;lkedők &eacute;s m&eacute;g sok egy&eacute;b.</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: 1052 Budapest, V. ker&uuml;let, Krist&oacute;f t&eacute;r 3.</strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">7.  A MoM Kultur&aacute;lis K&ouml;zpont szabadt&eacute;ri sz&iacute;npad&aacute;n&nbsp;11:30-t&oacute;l d&eacute;lut&aacute;n 4:00-ig ker&uuml;l megrendez&eacute;sre a <strong>Szem&uuml;nk F&eacute;nye Csal&aacute;di Maj&aacute;lis</strong>: itt folyamatos főzőbemutat&oacute;k, &eacute;rdekes előad&aacute;sok, dietetikai tan&aacute;csad&aacute;s, j&aacute;t&eacute;kos gyerekprogramok &eacute;s vet&eacute;lkedők v&aacute;rj&aacute;k majd az &eacute;rdeklődő csal&aacute;dokat. A rendezv&eacute;ny h&aacute;ziasszonya <strong><span style="font-weight:normal;mso-bidi-font-weight:bold">Hadarik Rita</span></strong> gasztroblogger, a program lebonyol&iacute;t&aacute;s&aacute;ban pedig t&ouml;bb magyar s&eacute;f, eg&eacute;szs&eacute;g&uuml;gyi szakember, kisebb-nagyobb c&eacute;g &eacute;s lelkes gasztro-forradalm&aacute;r vesz majd r&eacute;szt. A rendezv&eacute;ny helysz&iacute;n&eacute;t &eacute;s konyhai h&aacute;tter&eacute;t a MoM Kultur&aacute;lis K&ouml;zpont &eacute;s a Miele Magyarorsz&aacute;g Kft. biztos&iacute;tja.</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: <span class="st">1124 Budapest, Cs&ouml;rsz u. 18.</span></strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">8.  A napot pedig d&eacute;lut&aacute;n 6:00-kor a <strong>Felelős Gasztrohős Piknik Flashmob</strong>-al z&aacute;rn&aacute;nk, aminek r&eacute;szleteiről &eacute;s szervez&eacute;s&eacute;ről a <strong>Felelős Gasztrohős </strong>lelkes csapata gondoskodik.</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">C&iacute;m: 1051, Budapest, Erzs&eacute;bet-t&eacute;r, Akv&aacute;rium teteje</strong></font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal">Minden program ingyenes, s megtal&aacute;lhat&oacute; a Food Revolution Hungary facebook-s oldal&aacute;n:</strong></font></p>
<p style="text-align:justify"><u><a target="_blank" href="http://2012.m&aacute;jus 19. - Food Revolvution Day budapesti programok:  1. Goodness Medical Fitness- &eacute;s Wellness St&uacute;di&oacute; Food Revolution Day Ny&iacute;lt Napot tart, aminek keret&eacute;ben a sportim&aacute;d&oacute;k reggel 9 &oacute;r&aacute;t&oacute;l d&eacute;lut&aacute;n 5-ig ingyenesen l&aacute;togathatj&aacute;k a j&oacute;ga&oacute;r&aacute;kat, vehetnek r&eacute;szt dietetikai tan&aacute;csad&aacute;son, &eacute;s pr&oacute;b&aacute;lhatj&aacute;k ki az &uacute;j X-Body speedtraining g&eacute;pet. Ezen k&iacute;v&uuml;l &eacute;telk&oacute;stol&oacute;, a lelassult anyagcsere t&uuml;neteiről, annak kezel&eacute;s&eacute;ről &eacute;s a fenntarthat&oacute; gazdas&aacute;gr&oacute;l sz&oacute;l&oacute; szakmai előad&aacute;s v&aacute;rja majd az &eacute;rdeklődőket a Fat Free Tests&uacute;lycs&ouml;kkentő K&ouml;zpont igazgat&oacute; nője, H&eacute;der &Eacute;va (9:30) &eacute;s az &Eacute;lő Tisza Egyes&uuml;let eln&ouml;ks&eacute;gi tagja, Dr. Kelemen B&eacute;la (10:30)  előad&aacute;s&aacute;ban. Akik pedig a j&oacute;ga&oacute;r&aacute;k k&ouml;z&ouml;tt fel szeretn&eacute;nek friss&uuml;lni, a Somerset Teahouse-nak k&ouml;sz&ouml;nhetően k&uuml;l&ouml;nleges z&ouml;ld &eacute;s feh&eacute;r te&aacute;kat k&oacute;stolhatnak eg&eacute;sz nap. C&iacute;m: 1061. Budapest, Andr&aacute;ssy &uacute;t 5. 4/1 2. Napos Oldal Veget&aacute;ri&aacute;nus &Eacute;tteremben 11:00 &oacute;r&aacute;t&oacute;l &ouml;nk&eacute;ntesek fognak gyerekekkel sz&aacute;r&iacute;tott gy&uuml;m&ouml;lcs&ouml;kből &eacute;s magvakb&oacute;l  eg&eacute;szs&eacute;ges desszertet, cukormentes k&oacute;kuszgoly&oacute;kat k&eacute;sz&iacute;teni, valamint 11:00-től d&eacute;lut&aacute;n 4:00-ig az &eacute;tterem s&eacute;fje, T&oacute;th L&aacute;szl&oacute;, egy izgalmas workshop keret&eacute;ben k&eacute;sz&iacute;t majd el 3 Food Revolution &Eacute;telt. Akik pedig kedvet &eacute;reznek egy kis főz&eacute;shez, elk&eacute;sz&iacute;thetik saj&aacute;t &quot;Napraforg&oacute; kr&eacute;mj&uuml;ket&quot; is, amihez az alapanyagokat &eacute;s a fűszereket az &eacute;tterem biztos&iacute;tja -- ezen k&iacute;v&uuml;l d&eacute;lut&aacute;n 1:00-től az eg&eacute;szs&eacute;gtudatos t&aacute;pl&aacute;lkoz&aacute;sr&oacute;l lesz egy kerekasztal besz&eacute;lget&eacute;s, ahol szak&eacute;rtők adnak majd tan&aacute;csokat azoknak, akik v&aacute;ltoztatni szeretn&eacute;nek eddigi t&aacute;pl&aacute;lkoz&aacute;sukon, &eacute;letm&oacute;djukon. C&iacute;m: Budapest VI. J&oacute;kai u. 7.  3. A Nyers&eacute;tel Akad&eacute;mia a 4. ker&uuml;leti Szűcs S&aacute;ndor &Aacute;ltal&aacute;nos Iskol&aacute;ban egy csal&aacute;di nap keret&eacute;ben tart felvil&aacute;gos&iacute;t&oacute; előad&aacute;sokat a gyerekeknek &eacute;s azok sz&uuml;leinek. A Szűcs S&aacute;ndor &Aacute;ltal&aacute;nos Iskol&aacute;ban Food Revolution Csal&aacute;di Nap keret&eacute;ben reggeltől estig az eg&eacute;szs&eacute;ges t&aacute;pl&aacute;lkoz&aacute;sra &eacute;s sportra nevelő programok, vet&eacute;lkedők, előad&aacute;sok &eacute;s k&ouml;z&ouml;s főz&eacute;s v&aacute;rja majd a csal&aacute;dokat. C&iacute;m: 1044, Budapest, Ugr&oacute; Gyula sor 1-3.  4. A Mannatural &Eacute;telb&aacute;r interakt&iacute;v tortak&eacute;sz&iacute;tő workshop-ot szervez, aminek keret&eacute;ben 13:00, 15:00 &eacute;s 17:00 &oacute;r&aacute;t&oacute;l a h&aacute;rom legk&ouml;zkedveltebb nyers tort&aacute;jukat fogj&aacute;k elk&eacute;sz&iacute;teni, valamint a cukormentes, tudatos t&aacute;pl&aacute;lkoz&aacute;s hat&aacute;sair&oacute;l besz&eacute;lgetve el is fogj&aacute;k fogyasztani a nyers finoms&aacute;gok kedvelőivel. C&iacute;m: 1054, Budapest, Garibaldi utca 5.  5. Somerset Teahouse 14:00, 16:00 &eacute;s 18:00 &oacute;r&aacute;t&oacute;l egy k&uuml;l&ouml;nlegesen &ouml;ssze&aacute;ll&iacute;tott teak&oacute;stoltat&aacute;ssal v&aacute;rja majd az &eacute;rdeklődőket. A te&aacute;k k&oacute;stol&aacute;sa k&ouml;zben az &eacute;rdeklődők interakt&iacute;v  m&oacute;don ismerkedhetnek meg azok sz&aacute;rmaz&aacute;s&aacute;val, eg&eacute;szs&eacute;g&uuml;gyi hat&aacute;saival. C&iacute;m: 1024 Budapest, F&eacute;ny u. 1. 6. A Fruccola &eacute;tterem Happy Fruccola Day-el v&aacute;rja a gyerekeket &eacute;s azok sz&uuml;leit, akik anim&aacute;torok &aacute;ltal vezetett, j&aacute;t&eacute;kos programok keret&eacute;ben ismerhetik meg a z&ouml;lds&eacute;geket &eacute;s gy&uuml;m&ouml;lcs&ouml;ket reggel 10 &oacute;r&aacute;t&oacute;l d&eacute;lut&aacute;n 5ig bez&aacute;r&oacute;lag. A programok k&ouml;z&ouml;tt szerepelni fog: csukott szemmel val&oacute; z&ouml;lds&eacute;g- &eacute;s gy&uuml;m&ouml;lcsk&oacute;stol&aacute;s, gy&uuml;m&ouml;lcssal&aacute;ta k&eacute;sz&iacute;t&eacute;s, h&aacute;zi gy&uuml;m&ouml;lcsjoghurt k&eacute;sz&iacute;t&eacute;s, kitűző &eacute;s Fruccola-Napt&aacute;r k&eacute;sz&iacute;t&eacute;se, vet&eacute;lkedők &eacute;s m&eacute;g sok egy&eacute;b. C&iacute;m: 1052 Budapest, V. ker&uuml;let, Krist&oacute;f t&eacute;r 3. 7. A MoM Kultur&aacute;lis K&ouml;zpont szabadt&eacute;ri sz&iacute;npad&aacute;n 11:30-t&oacute;l d&eacute;lut&aacute;n 4:00-ig ker&uuml;l megrendez&eacute;sre a Szem&uuml;nk F&eacute;nye Csal&aacute;di Maj&aacute;lis: itt folyamatos főzőbemutat&oacute;k, &eacute;rdekes előad&aacute;sok, dietetikai tan&aacute;csad&aacute;s, j&aacute;t&eacute;kos gyerekprogramok &eacute;s vet&eacute;lkedők v&aacute;rj&aacute;k majd az &eacute;rdeklődő csal&aacute;dokat. A rendezv&eacute;ny h&aacute;ziasszonya Hadarik Rita gasztroblogger, a program lebonyol&iacute;t&aacute;s&aacute;ban pedig t&ouml;bb magyar s&eacute;f, eg&eacute;szs&eacute;g&uuml;gyi szakember, kisebb-nagyobb c&eacute;g &eacute;s lelkes gasztro-forradalm&aacute;r vesz majd r&eacute;szt. A rendezv&eacute;ny helysz&iacute;n&eacute;t &eacute;s konyhai h&aacute;tter&eacute;t a MoM Kultur&aacute;lis K&ouml;zpont &eacute;s a Miele Magyarorsz&aacute;g Kft. biztos&iacute;tja. C&iacute;m: 1124 Budapest, Cs&ouml;rsz u. 18.  8. A napot pedig d&eacute;lut&aacute;n 6:00-kor a Felelős Gasztrohős Piknik Flashmob-al z&aacute;rn&aacute;nk, aminek r&eacute;szleteiről &eacute;s szervez&eacute;s&eacute;ről a Felelős Gasztrohős lelkes csapata gondoskodik. C&iacute;m: 1051, Budapest, Erzs&eacute;bet-t&eacute;r, Akv&aacute;rium teteje  Minden program ingyenes, s megtal&aacute;lhat&oacute; a Food Revolution Hungary facebook-s oldal&aacute;n: http://www.facebook.com/pages/Food-Revolution-Hungary/233132023461306?sk=events"><font size="2" face="Verdana" color="#3366FF">http://www.facebook.com/pages/Food-Revolution-Hungary/233132023461306?sk=events</font></a></u></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">&nbsp;</font></p>
<p style="text-align:justify"><font size="2" face="Verdana" color="#3366FF">&nbsp;</font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/i-food-revolution-day-magyarorszagon-is-2012-majus-19-budapesti-programok/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Kaláka koncert a Marczibányi téri Szabadidő Központban 2012. május 26.</title>
		<link>http://www.kolyokbirodalom.hu/kalaka-koncert-a-marczibanyi-teri-szabadido-kozpontban-2012-majus-26/</link>
		<comments>http://www.kolyokbirodalom.hu/kalaka-koncert-a-marczibanyi-teri-szabadido-kozpontban-2012-majus-26/#comments</comments>
		<pubDate>Mon, 14 May 2012 14:23:13 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[Gyermekkoncertek]]></category>
		<category><![CDATA[Művelődési házak programjai]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5222</guid>
		<description><![CDATA[[ 2012/05/26; ] A vil&#225;gh&#237;rű egy&#252;ttes &#8211; BECZE G&#193;BOR; GRYLLUS D&#193;NIEL; GRYLLUS VILMOS &#233;s RADV&#193;NYI BAL&#193;ZS &#8211; harminckilenc &#233;ve majd&#8217; minden h&#243;nap utols&#243; szombatj&#225;n a Marczin hallhat&#243;.
Akusztikus, felnőtteknek sz&#243;l&#243; dalaik r&#233;gi &#233;s mai, magyar &#8211; k&#246;z&#246;tt&#252;k  sz&#225;mos hat&#225;rainkon t&#250;l &#233;lő &#8211; &#233;s m&#225;s nemzetis&#233;gű k&#246;ltő vers&#233;ből  k&#233;sz&#252;ltek. Kar&#225;csonyi koncertj&#252;k minden &#233;vben k&#252;l&#246;nleges: m&#233;g szebb&#233;  teszi [...]]]></description>
			<content:encoded><![CDATA[<p><font size="2" face="Verdana" color="#3366FF">A vil&aacute;gh&iacute;rű egy&uuml;ttes &ndash; <strong>BECZE G&Aacute;BOR; GRYLLUS D&Aacute;NIEL; GRYLLUS VILMOS </strong>&eacute;s <strong>RADV&Aacute;NYI BAL&Aacute;ZS</strong> &ndash; harminckilenc &eacute;ve majd&rsquo; minden h&oacute;nap utols&oacute; szombatj&aacute;n a Marczin hallhat&oacute;.</font></p>
<p><font size="2" face="Verdana" color="#3366FF">Akusztikus, felnőtteknek sz&oacute;l&oacute; dalaik r&eacute;gi &eacute;s mai, magyar &ndash; k&ouml;z&ouml;tt&uuml;k  sz&aacute;mos hat&aacute;rainkon t&uacute;l &eacute;lő &ndash; &eacute;s m&aacute;s nemzetis&eacute;gű k&ouml;ltő vers&eacute;ből  k&eacute;sz&uuml;ltek. Kar&aacute;csonyi koncertj&uuml;k minden &eacute;vben k&uuml;l&ouml;nleges: m&eacute;g szebb&eacute;  teszi az &uuml;nnepet, &eacute;s a meglepet&eacute;s-produkci&oacute;knak k&ouml;sz&ouml;nhetően titok lengi  k&ouml;r&uuml;l.</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><em>A Kal&aacute;ka egy&uuml;ttes eleg&aacute;ns, m&aacute;s muzsikusokkal &ouml;ssze nem t&eacute;veszthető zenei t&aacute;lc&aacute;n ny&uacute;jtja a verset a hallgat&oacute;knak.</em> <em>Nem  r&aacute;erőszakolj&aacute;k a maguk szerzem&eacute; nyeit, hanem kimuzsik&aacute;lj&aacute;k a Gutenberg  &oacute;ta k&ouml;nyvekbe sz&aacute;műz&ouml;tt, &bdquo;sz&iacute;v-n&eacute;mas&aacute;gra&rdquo; sz&uuml;letett s &iacute;t&eacute;lt versekből a  maguk olvasata szerinti &bdquo;eredeti dallamot&rdquo;.</em> K&aacute;ny&aacute;di S&aacute;ndor</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>Bel&eacute;pő</strong>: 1000 Ft Inform&aacute;ci&oacute;: 212-2820, 06-70-335-6289 &nbsp; Programjainkra a  művelőd&eacute;si k&ouml;zpont inform&aacute;ci&oacute;s pultj&aacute;n&aacute;l v&aacute;lthat&oacute;k jegyek, h&eacute;tk&ouml;znap  8.00-20.00 &oacute;ra k&ouml;z&ouml;tt, h&eacute;tv&eacute;g&eacute;n a rendezv&eacute;nyek ideje alatt. &nbsp;  Kedvezm&eacute;nyes &aacute;r&uacute; jegyeket előv&eacute;telben legk&eacute;sőbb a programot megelőző  napig tudunk biztos&iacute;tani. &nbsp; Az aktu&aacute;lis jegy&aacute;rakr&oacute;l a honlapon, valamint  a 212-2820-as inform&aacute;ci&oacute;s telefonsz&aacute;mon lehet &eacute;rdeklődni.</font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/kalaka-koncert-a-marczibanyi-teri-szabadido-kozpontban-2012-majus-26/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Gyereknap a Millenárison az Alma együttessel 2012. május 27.</title>
		<link>http://www.kolyokbirodalom.hu/gyereknap-a-millenarison-az-alma-egyuttessel-2012-majus-27/</link>
		<comments>http://www.kolyokbirodalom.hu/gyereknap-a-millenarison-az-alma-egyuttessel-2012-majus-27/#comments</comments>
		<pubDate>Mon, 14 May 2012 09:10:08 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[Gyermekkoncertek]]></category>
		<category><![CDATA[GYERMEKNAPI PROGRAMOK]]></category>
		<category><![CDATA[Millenáris]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5219</guid>
		<description><![CDATA[[ 2012/05/27; ] Pontgyűjtő j&#225;t&#233;k, j&#243;ga, k&#233;zműves foglalkoz&#225;sok &#233;s bemutat&#243;k, v&#225;s&#225;rosok, &#8222;mindent j&#225;r&#243; malom&#8221; kosaras k&#246;rhinta
&#160;
Nagysz&#237;npad:
10.00&#160; Alma egy&#252;ttes koncertje
13.00 Nyughatatlan Mic&#243; - Jazzmesej&#225;t&#233;k
16.00 Balogh S&#225;ndor: A br&#233;mai muzsikusok zen&#233;s mese a Magyar R&#225;di&#243; csal&#225;di koncertsorozat&#225;nak ny&#225;rk&#246;sz&#246;ntő előad&#225;sa
17.00 Erdei vigass&#225;gok &#8211; mes&#233;s zenej&#225;t&#233;k
Kacoe kir&#225;ly &#233;s A h&#225;rom kismalac c&#237;mű mese Luk&#225;csh&#225;zi Győző &#233;s a BA-LU EUforikusok k&#246;zreműk&#246;d&#233;s&#233;vel 

Disney sz&#237;npad&#160; [...]]]></description>
			<content:encoded><![CDATA[<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">Pontgyűjtő j&aacute;t&eacute;k, j&oacute;ga, k&eacute;zműves foglalkoz&aacute;sok &eacute;s bemutat&oacute;k, v&aacute;s&aacute;rosok, &bdquo;mindent j&aacute;r&oacute; malom&rdquo; kosaras k&ouml;rhinta</font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">&nbsp;</font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF"><strong><span style="text-decoration: underline;">Nagysz&iacute;npad:</span></strong></font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">10.00&nbsp; <strong>Alma egy&uuml;ttes</strong> koncertje</font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">13.00 <strong>Nyughatatlan Mic&oacute;</strong> &#8211; Jazzmesej&aacute;t&eacute;k</font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">16.00 <strong>Balogh S&aacute;ndor</strong>: A br&eacute;mai muzsikusok zen&eacute;s mese a Magyar R&aacute;di&oacute; csal&aacute;di koncertsorozat&aacute;nak ny&aacute;rk&ouml;sz&ouml;ntő előad&aacute;sa</font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">17.00 <strong>Erdei vigass&aacute;gok</strong> &ndash; mes&eacute;s zenej&aacute;t&eacute;k<br />
Kacoe kir&aacute;ly &eacute;s A h&aacute;rom kismalac c&iacute;mű mese <strong>Luk&aacute;csh&aacute;zi Győző</strong> &eacute;s a <strong>BA-LU EUforikusok</strong> k&ouml;zreműk&ouml;d&eacute;s&eacute;vel <br />
</font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF"><strong><span style="text-decoration: underline;">Disney sz&iacute;npad&nbsp; (Szabadt&eacute;ri sz&iacute;npad)</span></strong></font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">11.00 Ringat&oacute; foglalkoz&aacute;s <strong>Hazay T&iacute;me&aacute;val</strong></font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">12.00 <strong>Kolompos koncert</strong> &eacute;s t&aacute;nch&aacute;z</font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">14.00 <strong>Szegedi Minisz&iacute;nh&aacute;z &ndash; Az &ouml;rd&ouml;g h&aacute;rom aranyhajsz&aacute;la</strong></font></p>
<p class="yiv787190510msonormal"><font size="2" face="Verdana" color="#3366FF">15.00 <strong>Csillagszemű t&aacute;ncegy&uuml;ttes</strong></font></p>
<p><strong><font size="2" face="Verdana" color="#3366FF">Jegy&aacute;r: A program ingyenes!</font></strong></p>
<p><font size="2" face="Verdana" color="#3366FF">A programokat eső eset&eacute;n is megtartjuk a B &eacute;p&uuml;letben!</font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/gyereknap-a-millenarison-az-alma-egyuttessel-2012-majus-27/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Csoki koncertek a Millenárison 2012. május 20.</title>
		<link>http://www.kolyokbirodalom.hu/csoki-koncertek-a-millenarison-2012-majus-20/</link>
		<comments>http://www.kolyokbirodalom.hu/csoki-koncertek-a-millenarison-2012-majus-20/#comments</comments>
		<pubDate>Mon, 14 May 2012 09:06:32 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[Gyermekkoncertek]]></category>
		<category><![CDATA[Millenáris]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5215</guid>
		<description><![CDATA[[ 2012/05/20; ] A tartalmas, v&#225;ltozatos &#233;s ingyenes  kultur&#225;lis program 4-12 &#233;ves gyerekeknek sz&#243;l. Minden h&#243;napban a  Millen&#225;rison illetve alkalmank&#233;nt az Allee-ban k&#237;n&#225;l lehetős&#233;get a  csal&#225;doknak arra, hogy tal&#225;lkozhassanak zen&#233;vel, műv&#233;szekkel,  irodalommal, j&#225;t&#233;kkal &#8211; &#233;s egym&#225;ssal. Luk&#225;csh&#225;zi Győző ir&#225;ny&#237;t&#225;s&#225;val a  gyerekek kalandozhatnak a hangszerek &#233;s a hangok vil&#225;g&#225;ban. J&#225;t&#233;kos  k&#233;rd&#233;sekre adott helyes [...]]]></description>
			<content:encoded><![CDATA[<p class="Default"><font size="2" face="Verdana" color="#3366FF">A tartalmas, v&aacute;ltozatos &eacute;s ingyenes  kultur&aacute;lis program 4-12 &eacute;ves gyerekeknek sz&oacute;l. Minden h&oacute;napban a  Millen&aacute;rison illetve alkalmank&eacute;nt az Allee-ban k&iacute;n&aacute;l lehetős&eacute;get a  csal&aacute;doknak arra, hogy tal&aacute;lkozhassanak zen&eacute;vel, műv&eacute;szekkel,  irodalommal, j&aacute;t&eacute;kkal &ndash; &eacute;s egym&aacute;ssal. Luk&aacute;csh&aacute;zi Győző ir&aacute;ny&iacute;t&aacute;s&aacute;val a  gyerekek kalandozhatnak a hangszerek &eacute;s a hangok vil&aacute;g&aacute;ban. J&aacute;t&eacute;kos  k&eacute;rd&eacute;sekre adott helyes v&aacute;laszok&eacute;rt, pedig csokit &bdquo;zsebelhetnek be&rdquo;.&nbsp;<br />
A klasszikus zene mellett a k&ouml;nnyűzene, a dzsessz &eacute;s a n&eacute;pzene vil&aacute;g&aacute;t  is k&ouml;zelebb hozzuk a kicsikhez, tov&aacute;bb&aacute; dr&aacute;mapedag&oacute;giai előad&aacute;sokkal &eacute;s  Olvas&oacute;ligettel is kieg&eacute;sz&uuml;l a programk&iacute;n&aacute;lat, ahol a kort&aacute;rs  gyerekirodalom sz&iacute;ne-jav&aacute;b&oacute;l v&aacute;logathatnak a csal&aacute;dok.&nbsp;</font></p>
<p><font size="2" face="Verdana" color="#3366FF">Az &ouml;ttag&uacute; <strong>S&ouml;nd&ouml;rgő</strong> a legfrissebb, leglend&uuml;letesebb  zen&eacute;t j&aacute;tsz&oacute; zenekar a hazai vil&aacute;gzenei palett&aacute;n. Hangz&aacute;suk alapj&aacute;t a  tambura hangszercsal&aacute;d tagjai adj&aacute;k, amelyek mellett helyenk&eacute;nt f&uacute;v&oacute;s  hangszereket, harmonik&aacute;t &eacute;s &uuml;tős&ouml;ket is megsz&oacute;laltatnak a balk&aacute;n  legizgalmasabb dallamai &aacute;ltal.</font></p>
<p class="Default"><font size="2" face="Verdana" color="#3366FF"><span style="text-decoration: underline;">Az egy&uuml;ttes tagjai:</span></font></p>
<p class="Default"><font size="2" face="Verdana" color="#3366FF">Buz&aacute;s Attila: tamburabőgő, &eacute;nek;</font></p>
<p class="Default"><font size="2" face="Verdana" color="#3366FF">Eredics &Aacute;ron: pr&iacute;mtambura, csell&oacute;tambura, derbuka, tapan, &eacute;nek;</font></p>
<p class="Default"><font size="2" face="Verdana" color="#3366FF">Eredics Benjamin: br&aacute;cstambura, trombita, &eacute;nek;</font></p>
<p class="Default"><font size="2" face="Verdana" color="#3366FF">Eredics Salamon: harmonika, furulya, basszpr&iacute;mtambura;</font></p>
<p class="Default"><font size="2" face="Verdana" color="#3366FF">Eredics D&aacute;vid: pr&iacute;mtambura II., basszpr&iacute;mtambura, kaval, klarin&eacute;t, szaxofon, &eacute;nek</font></p>
<p class="Default"><font size="2" face="Verdana" color="#3366FF">&nbsp;</font></p>
<p><strong><font size="2" face="Verdana" color="#3366FF"><em>Jegy&aacute;r: A bel&eacute;p&eacute;s d&iacute;jtalan!</em></font></strong></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/csoki-koncertek-a-millenarison-2012-majus-20/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Gyermeknapi rajzpályázat a Kölyökbirodalommal  ‘Mi leszek, ha nagy leszek?’ Közel 20 partneri felajánlás, több mint 200 ezer Ft összdíjazású pályázat!</title>
		<link>http://www.kolyokbirodalom.hu/gyermeknapi-rajzpalyazat-a-kolyokbirodalommal-mi-leszek-ha-nagy-leszek-kozel-20-partneri-felajanlas-tobb-mint-200-ezer-ft-osszdijazasu-palyazat/</link>
		<comments>http://www.kolyokbirodalom.hu/gyermeknapi-rajzpalyazat-a-kolyokbirodalommal-mi-leszek-ha-nagy-leszek-kozel-20-partneri-felajanlas-tobb-mint-200-ezer-ft-osszdijazasu-palyazat/#comments</comments>
		<pubDate>Thu, 10 May 2012 17:26:50 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[KÖLYÖKBIRODALOM PÁLYÁZAT]]></category>
		<category><![CDATA[PÁLYÁZATOK]]></category>
		<category><![CDATA[Rajzpályázatok]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5171</guid>
		<description><![CDATA[Gyermeknapi rajzp&#225;ly&#225;zat gyerekeknek a K&#246;ly&#246;kbirodalommal
&#34;Mi leszek, ha nagy leszek?
A k&#246;zelgő gyereknap alkalm&#225;b&#243;l egy hatalmas rajzp&#225;ly&#225;zatot hirdet a K&#246;ly&#246;kbirodalom csal&#225;di oldal (www.kolyokbirodalom.hu). A p&#225;ly&#225;zat c&#237;me &#233;s t&#233;m&#225;ja egy mindig aktu&#225;lis k&#233;rd&#233;s, amit a sz&#252;lők/felnőttek el&#233;g gyakran szeretnek feltenni a kis man&#243;knak:
Mi leszel ha nagy leszel?
Mi azonban k&#237;v&#225;ncsiak vagyunk az igazi &#225;lmaidra/v&#225;gyaidra: Mi szeretn&#233;l lenni igaz&#225;n, ha [...]]]></description>
			<content:encoded><![CDATA[<p><font size="2" face="Verdana" color="#ff3366">Gyermeknapi rajzp&aacute;ly&aacute;zat gyerekeknek a K&ouml;ly&ouml;kbirodalommal</font></p>
<p><font size="2" face="Verdana" color="#ff3366">&quot;Mi leszek, ha nagy leszek?</font></p>
<p><font size="2" face="Verdana" color="#3366FF">A k&ouml;zelgő gyereknap alkalm&aacute;b&oacute;l egy hatalmas rajzp&aacute;ly&aacute;zatot hirdet a K&ouml;ly&ouml;kbirodalom csal&aacute;di oldal (<u><a href="http://www.kolyokbirodalom.hu" target="_blank">www.kolyokbirodalom.hu</a></u>). A p&aacute;ly&aacute;zat c&iacute;me &eacute;s t&eacute;m&aacute;ja egy mindig aktu&aacute;lis k&eacute;rd&eacute;s, amit a sz&uuml;lők/felnőttek el&eacute;g gyakran szeretnek feltenni a kis man&oacute;knak:</font></p>
<p align="center"><font color="#ff3366"><strong><font size="2" face="Verdana">Mi leszel ha nagy leszel?</font></strong></font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF">Mi azonban k&iacute;v&aacute;ncsiak vagyunk az igazi &aacute;lmaidra/v&aacute;gyaidra: Mi szeretn&eacute;l lenni igaz&aacute;n, ha nagy leszel? Űrrep&uuml;lő, katona, kert&eacute;sz, &aacute;llatidom&aacute;r, esetleg kir&aacute;lyl&aacute;ny? Vagy delfinoktat&oacute;, karate mester, pil&oacute;ta? <font color="#ff3366">Oszd meg vel&uuml;nk &aacute;lmaidat, v&aacute;gyaidat &eacute;s NYERD meg a t&ouml;bb mint 200 ezer Ft &ouml;sszd&iacute;jaz&aacute;s&uacute; nyerem&eacute;nyeink egyik&eacute;t.</font></font></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF">Rajzold le nek&uuml;nk a k&eacute;pzeletbeli j&ouml;vődet, munk&aacute;dat, mi leszel ha nagy leszel. K&eacute;rd meg anyut/aput, hogy k&uuml;ldj&eacute;tek el nek&uuml;nk e-mail c&iacute;m&uuml;nkre: <u><strong><a href="mailto:palyazat@kolyokbirodalom.hu">palyazat@kolyokbirodalom.hu </a></strong></u>(JPG form&aacute;tumban, legal&aacute;bb 640*480 pixel felbont&aacute;sban k&eacute;rn&eacute;nk).</font></p>
<p align="left"><strong><font size="2" face="Verdana" color="#3366FF"><font color="#ff3366">Koroszt&aacute;lyok:</font></font></strong></p>
<p align="left"><font size="2" face="Verdana" color="#3366FF">3-5 &eacute;vesek</font></p>
<p align="left"><font size="2" face="Verdana"><font color="#3366FF">6-9 &eacute;vesek</font></font></p>
<p align="left"><font size="2" face="Verdana"><font color="#ff3366"><strong>K&eacute;rj&uuml;k az e-mailben ne felejts&eacute;tek el felt&uuml;ntetni:</strong></font></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">Nevedet</font></li>
<li><font size="2" face="Verdana" color="#3366FF">H&aacute;ny &eacute;ves vagy</font></li>
<li><font size="2" face="Verdana" color="#3366FF">E-mail c&iacute;metek</font></li>
<li><font size="2" face="Verdana"><font color="#3366FF">egy telefont, ahol &eacute;rtes&iacute;thet&uuml;nk</font></font></li>
</ul>
<p><font color="#ff3366"><strong><font size="2" face="Verdana">P&aacute;ly&aacute;zat menete:</font></strong></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">rajzod bek&uuml;ld&eacute;se e-mail c&iacute;m&uuml;nkre (<strong><u><a href="mailto:palyazat@kolyokbirodalom.hu">palyazat@kolyokbirodalom.hu</a></u></strong>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">felt&ouml;ltj&uuml;k Facebook oldalunkra a neved &eacute;s korod felt&uuml;ntet&eacute;s&eacute;vel (<u><a href="http://www.facebook.com/kolyokbirodalom" target="_blank">www.facebook.com/kolyokbirodalom</a></u>), hogy m&aacute;sok is megcsod&aacute;lhass&aacute;k</font></li>
<li><font size="2" face="Verdana" color="#3366FF">a K&ouml;ly&ouml;kbirodalom csapata, valamint a nyerem&eacute;nyt felaj&aacute;nl&oacute;k egy&uuml;ttesen v&aacute;lasztj&aacute;k ki a nyerteseket. A k&uuml;l&ouml;nd&iacute;jat csak az adott felaj&aacute;nl&oacute; v&aacute;lasztja ki.</font></li>
</ul>
<p><font size="2" face="Verdana"><font color="#ff3366"><strong>D&aacute;tumok:</strong></font></font></p>
<p align="center"><font color="#339966"><strong><font size="2" face="Verdana">Bek&uuml;ld&eacute;si hat&aacute;ridő: 2012. j&uacute;nius 10. vas&aacute;rnap &eacute;jf&eacute;lig</font></strong></font></p>
<p align="center"><font size="2" face="Verdana"><font color="#339966"><strong>Eredm&eacute;nyhirdet&eacute;s: 2012. j&uacute;nius 15. p&eacute;ntek</strong></font></font></p>
<p align="center"><font size="2" face="Verdana"><font color="#339966"><strong><img width="450" height="115" src="http://www.kolyokbirodalom.hu/wp-content/uploads/image/logov&aacute;gva(1).jpg" alt="" /></strong></font></font></p>
<p><font size="2" face="Verdana"><font color="#ff3366"><strong>Nyerem&eacute;nyek:</strong></font></font></p>
<p><u><strong><font size="2" face="Verdana" color="#339966">3-5 &eacute;ves koroszt&aacute;ly:</font></strong></u></p>
<p><font color="#ff3366"><strong><font size="2" face="Verdana">1.HELY:</font></strong></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">eg&eacute;sz napos Csal&aacute;di bel&eacute;pőjegy az <strong>Orczy Kalandparkba</strong> (<u><a target="_blank" href="http://www.orczykalandpark.hu">www.orczykalandpark.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">gyermekfot&oacute;z&aacute;s egy szabadt&eacute;ri vagy otthoni mini fot&oacute;sorozat <strong>Szajcz Anita profi fot&oacute;műv&eacute;sz f</strong>elaj&aacute;nl&aacute;s&aacute;ban (<u><a target="_blank" href="http://www.szajczanita.hu">www.szajczanita.hu</a></u>). Az aj&aacute;nd&eacute;kcsomag tartalma: budapesti szabadt&eacute;ri fot&oacute;z&aacute;s VAGY budapesti otthoni fot&oacute;z&aacute;s (h&aacute;tt&eacute;rrel, kell&eacute;kekkel, műf&eacute;nnyel), ennek időtartama kb. 1-1.5 &oacute;ra. 15 db retus&aacute;lt k&eacute;p, digit&aacute;lis form&aacute;ban, 4500&#215;3000 pixel felbont&aacute;sban (let&ouml;lthető). Nyers k&eacute;pek nem ker&uuml;lnek &aacute;tad&aacute;sra, a retus&aacute;lt fot&oacute;k pedig megjelenhetnek a web- illetve Facebook oldal&aacute;n. Nem budapesti helysz&iacute;n eset&eacute;n &uacute;tik&ouml;lts&eacute;get sz&aacute;m&iacute;tunk fel, meg&aacute;llapod&aacute;s szerint. A k&eacute;sz k&eacute;peket a fot&oacute;z&aacute;st&oacute;l sz&aacute;m&iacute;tott 2-3 h&eacute;ten bel&uuml;l k&eacute;sz&iacute;tj&uuml;k el &eacute;s adjuk &aacute;t a nyertesnek. A fot&oacute;z&aacute;sra 2012. december 31-ig ker&uuml;lhet sor.</font></li>
<li><font size="2" face="Verdana" color="#3366FF">20 cs&uacute;sz&aacute;sos bob b&eacute;rlet a <strong>balatonfűzfői Balatoni Bob Szabadidőpark</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a target="_blank" href="http://www.balatonibob.hu">www.balatonibob.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">&nbsp;1 &oacute;ra ingyenes j&aacute;t&eacute;kidő a <strong>Gr&uuml;bedli J&aacute;tsz&oacute;h&aacute;zban</strong> (<u><a href="http://www.grubedli.hu" target="_blank">www.grubedli.hu</a></u>)<br />
    </font></li>
<li><font size="2" face="Verdana" color="#3366FF">egy szabadon v&aacute;laszthat&oacute; DD Step cipő vagy szand&aacute;l a <strong>T&aacute;ncsics Cipő</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.tancsicscipo.hu" target="_blank">www.tancsicscipo.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">1 db szabadon v&aacute;lasztott ruha a nyertes sz&aacute;m&aacute;ra a <strong>Keedo</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.keedo.hu" target="_blank">www.keedo.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">ingyenes bel&eacute;pő a <strong>Csan&aacute;d Ovi</strong> B&uuml;tyk&ouml;ld&eacute;j&eacute;be, melyet 2012. december 31-ig lehet felhaszn&aacute;lni (<u><a href="http://www.csanadovi.hu" target="_blank">www.csanadovi.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">r&eacute;szv&eacute;tel egy egyhetes farmprogramon 2 gyerek r&eacute;sz&eacute;re, ahol j&aacute;tszva tanulhatnak (&aacute;llatgondoz&aacute;s, n&ouml;v&eacute;nytermeszt&eacute;s) a <strong>Hotel Venus</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.hotelvenus.hu" target="_blank">www.hotelvenus.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">5000 Ft &eacute;rt&eacute;kű aj&aacute;nd&eacute;kcsomag a <strong>Tudatos Sz&uuml;lők &Aacute;ruh&aacute;za</strong> j&oacute;volt&aacute;b&oacute;l (<u><a href="http://www.tudatosszulo.hu">www.tudatosszulo.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">2 puzzle (Tanuljunk angolul &eacute;s Eur&oacute;pa &aacute;llatvil&aacute;ga) a <strong>Book Market </strong>felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.angolkonyvek.com" target="_blank">www.angolkonyvek.com</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">2 alkalmas T&uuml;nd&eacute;rt&aacute;nc foglalkoz&aacute;s b&eacute;rlet a <strong>Kacif&aacute;nt</strong> J&aacute;tsz&oacute;h&aacute;z felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.kacifantjatszohaz.hu" target="_blank">www.kacifantjatszohaz.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">egy &eacute;ves n&eacute;vre sz&oacute;l&oacute; <strong>K&ouml;ly&ouml;kbirodalom csal&aacute;di klubk&aacute;rtya</strong> (<u><a href="http://www.csaladiklubkartya.hu" target="_blank">www.csaladiklubkartya.hu</a></u>)</font></li>
</ul>
<p><font size="2" face="Verdana" color="#3366FF"><font color="#ff3366"><strong>2. HELY:</strong></font></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">10 cs&uacute;sz&aacute;sos bob b&eacute;rlet a <strong>balatonfűzfői Balatoni Bob Szabadidőpark</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.balatonibob.hu" target="_blank">www.balatonibob.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">5 ezer Ft &eacute;rt&eacute;kű v&aacute;s&aacute;rl&aacute;si utalv&aacute;ny a <strong>Pont J&oacute; Gyermekruh&aacute;zat</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.pontjonekem.hu" target="_blank">www.pontjonekem.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">1 db kombin&aacute;lt b&eacute;rlet 2 fő r&eacute;sz&eacute;re a <strong>Zam&aacute;rdi Kalandparkba</strong> (amit a kalandp&aacute;ly&aacute;kra &eacute;s a gőzősre, kincsmos&aacute;sra vagy vizidodzsemre lehet bev&aacute;ltani (<u><a target="_blank" href="http://www.zamardikalandpark.hu">www.zamardikalandpark.hu)</a></u></font></li>
<li><font size="2" face="Verdana" color="#3366FF">f&eacute;l&eacute;ves <strong>Tudatos Sz&uuml;lők Lapja</strong>, a gyermeknevel&eacute;s magazinja előfizet&eacute;s (<u><a href="http://www.tudatosszuloklapja.hu" target="_blank">www.tudatosszuloklapja.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">ingyenes bel&eacute;pő a <strong>Csan&aacute;d Ovi </strong>B&uuml;tyk&ouml;ld&eacute;j&eacute;be, melyet 2012. december 31-ig lehet felhaszn&aacute;lni (<u><a href="http://www.csanadovi.hu" target="_blank">www.csanadovi.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">1 db puzzle (&Aacute;zsia &aacute;llatvil&aacute;ga) a <strong>Book Market</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.angolkonyvek.com" target="_blank">www.angolkonyvek.com</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">egy &eacute;ves, n&eacute;vre sz&oacute;l&oacute; <strong>K&ouml;ly&ouml;kbirodalom csal&aacute;di klubk&aacute;rtya</strong> (<u><a href="http://www.csaladiklubkartya.hu" target="_blank">www.csaladiklubkartya.hu</a></u>)</font></li>
</ul>
<p><font size="2" face="Verdana" color="#ff3366"><strong>3. HELY:</strong></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">5 cs&uacute;sz&aacute;sos bob b&eacute;rlet a <strong>balatonfűzfői Balatoni Bob Szabadidőpark</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a target="_blank" href="http://www.balatonibob.hu">www.balatonibob.hu</a></u>)<br />
    </font></li>
<li><font size="2" face="Verdana" color="#3366FF">ingyenes bel&eacute;pő a <strong>Csan&aacute;d Ovi </strong>B&uuml;tyk&ouml;ld&eacute;j&eacute;be, melyet 2012. december 31-ig lehet felhaszn&aacute;lni (<u><a target="_blank" href="http://www.csanadovi.hu">www.csanadovi.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">f&eacute;l&eacute;ves <strong>Tudatos Sz&uuml;lők Lapja</strong>, a gyermeknevel&eacute;s magazinja előfizet&eacute;s (<u><a target="_blank" href="http://www.tudatosszuloklapja.hu">www.tudatosszuloklapja.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">1 db puzzle (D&eacute;l-Amerika &aacute;llatvil&aacute;ga) a <strong>Book Market</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a target="_blank" href="http://www.angolkonyvek.com">www.angolkonyvek.com</a></u>)</font></li>
<li><font size="2" face="Verdana"><font color="#3366FF">egy &eacute;ves, n&eacute;vre sz&oacute;l&oacute; <strong>K&ouml;ly&ouml;kbirodalom csal&aacute;di klubk&aacute;rtya</strong> (<u><a target="_blank" href="http://www.csaladiklubkartya.hu">www.csaladiklubkartya.hu</a></u>)</font></font></li>
</ul>
<p><font size="2" face="Verdana"><font color="#ff3366"><strong>3-5 &eacute;ves koroszt&aacute;ly K&Uuml;L&Ouml;ND&Iacute;J: &quot;Legkreat&iacute;vabb rajz&quot; d&iacute;ja</strong></font></font></p>
<p><font size="2" face="Verdana" color="#3366FF">10 fős sz&uuml;linapi buli a <strong>Kalandpark J&aacute;tsz&oacute;h&aacute;z</strong> j&oacute;volt&aacute;b&oacute;l (<u><a target="_blank" href="http://www.jatszohaz.hu">www.jatszohaz.hu</a></u>), mely tartalmaz: eg&eacute;sz napos korl&aacute;tlan j&aacute;t&eacute;kidőt, egyik var&aacute;zslatos zs&uacute;rterm&uuml;k haszn&aacute;lat&aacute;t 2 &oacute;r&aacute;n kereszt&uuml;l, 0.5 L &uuml;d&iacute;tő/fő, v&aacute;laszthat&oacute; szendvics/fő (pizza, meleg- vagy hideg szendvics, s&uuml;lt krumpli), arcfest&eacute;st, tal&aacute;lkoz&aacute;st egy mesehőssel, valamint aj&aacute;nd&eacute;kot az &uuml;nnepeltnek.</font></p>
<p><font size="2" face="Verdana"><font color="#339966"><u><strong>6-9 &eacute;ves koroszt&aacute;ly</strong></u></font></font></p>
<p><font color="#ff3366"><strong><font size="2" face="Verdana">1. HELY:</font></strong></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">eg&eacute;sz napos Csal&aacute;di bel&eacute;pőjegy az <strong>Orczy Kalandparkba</strong> (<u><a href="http://www.orczykalandpark.hu" target="_blank">www.orczykalandpark.hu</a></u>)<br />
    </font></li>
<li><font size="2" face="Verdana" color="#3366FF">20 cs&uacute;sz&aacute;sos bob b&eacute;rlet a <strong>balatonfűzfői Balatoni Bob Szabadidőpark</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.balatonibob.hu" target="_blank">www.balatonibob.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">15 ezer Ft &eacute;rt&eacute;kű b&eacute;rlet a <strong>Gyerekcenter J&aacute;tsz&oacute;h&aacute;z</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.gyerekcenter.hu" target="_blank">www.gyerekcenter.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">15 ezer Ft &eacute;rt&eacute;kű aj&aacute;nd&eacute;kkupon a <strong>Csalog&aacute;ny Optika</strong> felaj&aacute;nl&aacute;s&aacute;ban, ami felhaszn&aacute;lhat&oacute; szem&uuml;vegkeretre, szem&uuml;veglencs&eacute;re, d&iacute;jtalan szemvizsg&aacute;latra szem&uuml;vegk&eacute;sz&iacute;t&eacute;s eset&eacute;n (<u><a href="http://www.csaloganyoptika.hu" target="_blank">www.csaloganyoptika.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">10 ezer Ft &eacute;rt&eacute;kű v&aacute;s&aacute;rl&aacute;si utalv&aacute;ny a <strong>Pont J&oacute; Gyermekruh&aacute;zat</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.pontjonekem.hu" target="_blank">www.pontjonekem.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">gyermekk&ouml;nyv csomag 5 ezer Ft &eacute;rt&eacute;kben a <strong>Gr&uuml;bedli J&aacute;tsz&oacute;h&aacute;z</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.grubedli.hu" target="_blank">www.grubedli.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">5 ezer Ft &eacute;rt&eacute;kű aj&aacute;nd&eacute;kcsomag a <strong>Tudatos Sz&uuml;lők &Aacute;ruh&aacute;za </strong>j&oacute;volt&aacute;b&oacute;l (<u><a href="http://www.tudatosszulo.hu" target="_blank">www.tudatosszulo.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">2 &oacute;r&aacute;s j&aacute;t&eacute;kidő a <strong>Kacif&aacute;nt J&aacute;tsz&oacute;h&aacute;z</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.kacifantjatszohaz.hu" target="_blank">www.kacifantjatszohaz.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">egy &eacute;ves, n&eacute;vre sz&oacute;l&oacute; <strong>K&ouml;ly&ouml;kbirodalom csal&aacute;di klubk&aacute;rtya</strong> (<u><a href="http://www.csaladiklubkartya.hu" target="_blank">www.csaladiklubkartya.hu</a></u>)</font></li>
</ul>
<p><font size="2" face="Verdana" color="#3366FF"><font color="#ff3366"><strong>2. HELY:</strong></font></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">10 cs&uacute;sz&aacute;sos bob b&eacute;rlet a <strong>balatonfűzfői Balatoni Bob Szabadidőpark</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.balatonibob.hu" target="_blank">www.balatonibob.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">10 ezer Ft &eacute;rt&eacute;kű b&eacute;rlet a <strong>Gyerekcenter J&aacute;tsz&oacute;h&aacute;z </strong>felaj&aacute;nl&aacute;s&aacute;ban (<u><a href="http://www.gyerekcenter.hu" target="_blank">www.gyerekcenter.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">1 db kombin&aacute;lt b&eacute;rlet 2 fő r&eacute;sz&eacute;re a <strong>Zam&aacute;rdi Kalandparkba</strong> (amit a kalandp&aacute;ly&aacute;kra &eacute;s a gőzősre, kincsmos&aacute;sra vagy vizidodzsemre lehet bev&aacute;ltani) (<u><a href="http://www.zamardikalandpark.hu" target="_blank">www.zamardikalandpark.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">egy &eacute;ves, n&eacute;vre sz&oacute;l&oacute; <strong>K&ouml;ly&ouml;kbirodalom csal&aacute;di klubk&aacute;rtya</strong> (<u><a href="http://www.csaladiklubkartya.hu" target="_blank">www.csaladiklubkartya.hu</a></u>)</font></li>
</ul>
<p><font color="#ff3366"><strong><font size="2" face="Verdana">3. HELY:</font></strong></font></p>
<ul>
<li><font size="2" face="Verdana" color="#3366FF">5 cs&uacute;sz&aacute;sos bob b&eacute;rlet a <strong>balatonfűzfői Balatoni Bob Szabadidőpark</strong> felaj&aacute;nl&aacute;s&aacute;ban (<u><a target="_blank" href="http://www.balatonibob.hu">www.balatonibob.hu</a></u>)<br />
    </font></li>
<li><font size="2" face="Verdana" color="#3366FF">5 ezer Ft &eacute;rt&eacute;kű b&eacute;rlet a <strong>Gyerekcenter J&aacute;tsz&oacute;h&aacute;z </strong>felaj&aacute;nl&aacute;s&aacute;ban (<u><a target="_blank" href="http://www.gyerekcenter.hu">www.gyerekcenter.hu</a></u>)</font></li>
<li><font size="2" face="Verdana" color="#3366FF">egy &eacute;ves, n&eacute;vre sz&oacute;l&oacute; <strong>K&ouml;ly&ouml;kbirodalom csal&aacute;di klubk&aacute;rtya </strong>(<u><a target="_blank" href="http://www.csaladiklubkartya.hu">www.csaladiklubkartya.hu</a></u>)</font></li>
</ul>
<p><font size="2" face="Verdana" color="#3366FF"><font color="#ff3366"><strong>6-9 &eacute;ves koroszt&aacute;ly K&Uuml;L&Ouml;ND&Iacute;J: &quot;Leg&ouml;tletesebb p&aacute;ly&aacute;zat&quot; d&iacute;ja</strong></font></font></p>
<p><font size="2" face="Verdana" color="#3366FF">Nyerem&eacute;nye: egy 2 &eacute;jszak&aacute;s (2 felnőtt+2 gyerek) aj&aacute;nd&eacute;kutalv&aacute;ny a <strong>Balneo Hotel </strong>felaj&aacute;nl&aacute;s&aacute;ban (<u><a target="_blank" href="http://www.balneohotel.hu">www.balneohotel.hu</a></u>), mely tartalma: 2 &eacute;jszaka, f&eacute;lpanzi&oacute;s ell&aacute;t&aacute;ssal, e mellett gyerekeknek uzsonna, a felnőtteknek 20-20 perces wellness kezel&eacute;s, csal&aacute;di szob&aacute;ban &#8211; k&eacute;t l&eacute;gterű szoba &#8211; val&oacute; elhelyez&eacute;s.</font></p>
<p><font size="2" face="Verdana" color="#3366FF">A nevez&eacute;ssel egyidejűleg beleegyeztek abba, hogy rajzodat a nyerem&eacute;nyt felaj&aacute;nl&oacute; partnereink megjelentethetik honlapjukon, mi pedig a saj&aacute;t honlapunkon (<u><a target="_blank" href="http://www.kolyokbirodalom.hu">www.kolyokbirodalom.hu</a></u>) &eacute;s Facebook oldalunkon (<u><a target="_blank" href="http://www.facebook.com/kolyokbirodalom">www.facebook.com/kolyokbirodalom</a></u>). A nyerem&eacute;nyek p&eacute;nzre nem v&aacute;lthat&oacute;k &eacute;s &aacute;t nem ruh&aacute;zhat&oacute;ak.</font></p>
<p class="MsoNormal"><font size="2" face="Verdana" color="#3366FF"><font color="#ff3366"><strong>Felaj&aacute;nl&oacute; partnereink:</strong></font></font></p>
<p class="MsoNormal">&nbsp;<img src="data:image/png;base64,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" alt="" />&nbsp; <img src="data:image/png;base64,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" alt="" />&nbsp; <img src="data:image/png;base64,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" alt="" /><img alt="" src="data:image/png;base64,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" /> <img alt="" src="data:image/png;base64,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" /> &nbsp; <img width="116" height="125" alt="" src="data:image/png;base64,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" />&nbsp; <img alt="" src="data:image/png;base64,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" /> <img alt="" src="data:image/png;base64,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" /><img width="174" height="132" alt="" src="data:image/png;base64,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" />&nbsp; <img width="156" height="156" alt="" src="data:image/png;base64,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" /><img alt="" src="data:image/png;base64,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" /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALUAAACACAIAAADChr/gAAAgAElEQVR4nOydZVhbWdf3My4daam7l1Kf2tRbqOJaCO5uBVra4hI8grsEd3d3SYIEh0KB4u4Qz3o/0HY6z/j93s81zHPN/1qfcuWEffb+sdZ/7XNygoB/9a9+W4i/ewD/al3rXz7+1e/pXz7+1e/pXz7+1e/p/ywfVDrMLcPQNLt7hNXYx8prYqcR2OlEehqBnkJgphKZqQR6OpGeUstMqmWlEpjpRHo6gZFKZKeTGLkNjDwyM6eBnd3ALm1jVnczib0switW3St2Yx+rY4jVP8meWmQvU9hM5t99nv/L+j/FB43BHpmF1jes4lZmMoGFL6EHFrFDyyGsAgh9q+XdtJByCCqF+jcrs5SJ2FrwL4aqHtr40mQiEQKKIaUexpam81pZQaUQUgZ5rUxCHyWiCkLLIawcIqogqhpCywFfAcGl4J3DiKlkZtYzqztZ7UOsiXk24/8iK/8X+GCz2RPzbGIPK7GWGVrMDC4BfCVE18Do/Gh936RnDju0hE6hd47O9fnms7xy2I1944uUnohyuns2kPqmKIyuxDoKLhsyGpaY7I7S9jmvXLZ3Lvv1xDBAR3QF1SeX5ZvP6p0Yml7qDSlm+OSyospppe2L0dWAr4SIaggsAr98Vnw1o6qD1T/BXqGy/+4p+a/pn80HncnuHGYn1bCDilihlRBfB3Mrbwg90x7ZLHwpbXbldevQhE8BBBSx00grCbUUv3ymfz4jsIAWXLDik7nsk7nsn7UUWrDgk7nsk7nkl70UUTTnn73sl7Pqm0uLq1zKIM4HFDL8C5l++Wzym8meiZHgUrZnLlR0zgE0FzbPeeaw/PKZ8dXUPPJqWAWEV0FIKcTXsErbWCMzLBbrHw/KP5UPNhtej7PTSSx8ORAG6BkNVM8cVlQlZXall9g37ZMPfnn0wNxl34x5j8QpXPSwU3C/U0CvW2Cnq3+7k08byrPF0aPR0aMBhWu0wzY5ujc6ejQ6uDfaYpoc3BudvMjOPq0orzZ7rw4X/w63oG63kF63sAFs9JhHwqRH0lx4wVxx00REOc2/kO2dD+0jowBtMVUU71xmYCETXwFxBAgsoOeT2f0T/2xI/pF8TC+ysxrYQSXskHKIq6ECtPaMj3jng38B0z97ySN+HB322sW/A+XehMLWozAEFLrOHl2HQhNQaAIKQ0BhiCgM0QFL+q1Ye8PbWDsKTbB3I9ijCSgMwQFLssc22mDbnAO6sfg+XNxEYvlkWdtUSCkroIjtnccubJ5bpXVmNq4Gl0NQMTOrgTUw+U9l5J/HR/cIO43ELO1mhJcz/fKZwSWsHPJiTMk0JmLYNaDTHtdkhyai0HUoDAGFfQcBrv6/FyQHLAn1liHC2h+ywzTaeXai8f1eSVNeWfRc8vLEQn9y3bJ3LiOomB1aAf6FrIoO1tLqP4+SfxIfDCbUvWJ65wGhbxWguaB10SuX7Z68bOMzaunabuvaYOdGQv2XafhzgSWhMG+Tk5N3Mzr8jU/Gol8BK7CY5ZPHrOyY7J0YjSVAQg1zcIr1d8/iX9M/ho9VKju7kR1UBgFFEFe9Wts745+xauM15owr8fBJ8fDNdfWstHFrsXB+ZePW/jcg8hMoRHu3Ontsg1vwK++0ed8C6B4bWaJ0h5fSgsogoJjd9uafhMg/g4+FVUipY9X2M4pb5wKLWF7ZLEvfeU//9LJ8leHuGytDe5b7Nk90HWoh8ORlPXX3y7NwfmWPITvg/o5cgqt3wNWjsCR7tzoHHAkTPhBcsBpewfTJZaYRF8mDCxEVbFLvP6bQ/AP4mF1mJ9axImtgkfJqjvLaO4Nq6/46K9lgqf8bmEUA4IFtCvMIWN0J4AVLhxb6tuZl6Nu6kW3Rrf8xIva4RmtciyWu1QLbaolrtcS1WmJbLXFtVrgWWxzZHtfwJylBudU6eLa4J81550PzwBhAcyqJEVgMja//GVlkvfMxs8iOLGPiKyGggJ7esBJXPGXh2luUpQU0DVjmhzkEMIUnem+2lCF66/fQlnHA4ITZj2HpQmONgj2m3g7T/B/AYYtrckLX+qPz4zGJ6e7ROZjQHExoBjYiAZ0Q4paJw5SjMPVWGDLqT1KCJjhgSbjYsagqRipxKaiQFlAE/gXszqF/QBZZ13ysUCGVyMprg7ASWkAR2z1l6aVzX0w0hj35GTDcALQ6axE6yohHdxCSQghJAYTQA4SPC4IycwqgFlaPl+QqWjr3OPz2KqLcG2w9m209m1HuP73HGkuOcU8dzPZdCn3O9tMDoicE6kGsKVRjwVOLmu04FW3/CmuV4Jlsh21C/elyg0IT0BHD3nngm8+MrVgp7aREVTJGZ9c7IuuYDzbkNLALOwGgldA77Z5OQXl0OGBqxtr3wTQCVj5OwH908zLC2QbRQ0bQhxGLA4iiLITgfYSG0tespcsw+yltEBEQEm/t1vmra2bt1WrnSfZwKPa0ybPzaLL2anXA1aNwDdZYciPOFYptqVEvuq3kWkOekq1kyS5q5OCnLWbSb5KsGfHmrHzb2XwsDl1mi236C44EXYeLHvbKg/ahEYCW7BaIrWJR6X/3PP+u1i8f3SOs4BKIqaK3DI6mEpcc/brMHToSEzGwLAT0SwUpiGsXEXUlCIC9wDIBOgpoLwEe0Oc/khFD2D9HAO0gUERry7Usnf9nO2Pv3mjp3e5vk02Ufzn4WHFYQZWo9NLXPtfSu93evdEGR250dQSMcpg0t9jpg5Z3zz29c/bpnbNPb51+zvOD0sVj7sLXmFEvV0OfhqIzrXAtf6FyYUkoDBEXN5lCopa0TYcW0/BVUN25ro3IOuWDQmdHlTOCy8Avn+6dD+jIETs3oqVLe1OVBEDA0ryJ4D1EThwCYAcwYgG6AJoBWoDdDKAz2PLxzUuI9kY+gOyp3tsuHsV26J9ciJ1Hk41XS/LToBF+qZnrD2ZtDVdqvOfFxAd5JGJNI628OyyxLfW+HlDqZMh7OVHpIXgbUDBaVIwWFaMFnnrl+iLKl45TMlG0JItot0RLXOtfcjYoDNHRvd4jZdErH/zz6f6FEFjIGJ9bv4isUz4a+9ixdRBVTg0oYvtkLDq619u5NTngGgZaLgBjU27i94oSCFj4CCjPADoAKgDKAcoBiMCuATjt+BLhYPYZ0LdShjh8g1OtXDvfwUG28WopUHeZvv5oHvNsIcyeoqVNdXg+gVSY0VGZFpfM0XU3w7XXBAdBHdZJhqfGUAx8DVfRWkuuGhSMFgQYdVnIGdw4vZJqQ02wiHRL/hN8kBxxzc7YTids63u76uLb5p9P9y9kZdfPF3YwsuoZ7PXqQ9YjHytUiCpnvpmbXqF148toTn7dKHSdLboV61My17MLqAg/DAL1EgG074GRCkACqHgXlQAtANKlqQhlaQR7CsEaRYSF4y1dux1wJDsPso1nS5Gm87yS7KSa8irGfCrYxonzHG7f6VkdTXoHfspYe/ry/Vx1dDnOh+2p4SF4VeXycbVrJ3VunHzKfU77+kl7/svGt0494TnHiH654mUQiM61/oP6QnLCtdi5Vz7zCLJyz3PCvU1jKLc6t/DBkFLWKq1rduWNXz7jzXq9QLMe+egaYQWXQt2rqZ6JUd/kCTs3ogOu3gbd5u6XuziwF5jHvVy/crFCAHUbMPMA6j7gowKgBUC3Jg8hKYRgzN2CZemIqEBLl05790Zrr9Z8HczMbb75OBSrxLuLR1hg8y6lA0e0Dx17wnVywUh3RkFl2tZoUk7hjYLKspvmbJpdi7ue9NnDudpC/Q6qDgJXlG6dTjIU60cpAgkzG2Xl7lpqiyP/Dh+OWDIKR1QPFpOP36gSetsOV+mEbV6rMg64Bt+MpeK2+ZyGeXwlFJCZ6zOFrEc+CpoYYRXgk8fyyWM4+7aj0AQHXL0tpsXFvWC8TwKgJCLokpkBAihfAz0SgAxQ/q7EVAG0A0jmxSGUkQhg6TKo0UFhsZau7ZY+7RlGvjOPhMZ4xZc1NTuV5Lk3b3c4+QNNXGFVXN6c87TO1oOzskpUUsCUpeHIRd4JBVlquQcjC2XO88MbG0UINA6SuJXorAGdYfM4kzovr3j3JBS2/ve3QJyx3YZezorxW3z7P9XJ3vTEHeeM7XpXZerQoa+988A7hxlYDKElzOnF9ehC1h0fSxQIK6aFV7ACi1ieybMoDHFtD9Qe22Tj1tJRLwr0K+Sy70QfIVZHELDMC9AA0AJABGgE6AR6KDC3WBkhvBwRQPtsYeA41qfopcfrSPPY8XsicxhTWgq6+67ww++3+V24RhdXGBdCTgpLL4nJW3KdNTl2YlFeeVpKftLiyZic0qS8zKKrhumD893msuBr6C12M1ZHCCKNC9CBz9Gdltg/6Fwccc0o9xpZf27J0P1GuXtlo3ar+so54Vrf7sdgSQ7uDT6ZSwFFrIhyahwBSD3r8f7EdcdHxzDEVjPnlvtIfVNOwW9Q6Lp3M95g4dKblWYOMwjmHEJG4pNwHwSwEDB7H6jBwMgAKh6WdYC5lVyGuHsTMdK1F1a/7CRcf+He540qHORHTlznXUKZTnpbIPcc8D73I11CcVxQalRQakRQakJYeklU7jnnKYNdR5ZklSmkgEnU05ErgpNyMi/vX+i2lAUfQy/xm0mqvOCjlYaJtMC1/WGr4oztMvH01EjbalK0Wz76pFXt90/STltjyx3fWRaUWx06Yji8grVE6R5emEyoYTHXXwZZd3yUtbNSGmF8vr+qfdzOvRWFIa7NphO2zd6tF+1VNtezBcCUUPvi+kVETRECGAhY+hwWt8LqV0BF1BQi7lxDxOM3AqSzVzTxse42zh0tUvpzqnKzlkaz/Eid3YcxZy5RxBRHBKSH+ZGjAm8RmRKSnheVfXKEy4zr7Iqq+oSE7JiMwriEXPkD3lF7ZfDVdxe6mu6qCUTPNEzkHyYPB1yDE7ZdxVvRnPCtee7n3E+2u7V/+yR353P3aGds57tel+Do3RZcROsYGSH1zfkX0KcW/+7Z/4XWFx8MFqTXM8MrIaCI7Zk8h3p7d0+DE67F2MfV2MvdxnkoNdkaKFIAMukRiBuXELZmiJIsRGMJIj4coauGuHUZkRiGgNVPgXqjnmjzAttdroqavfZgzscSqvxfnjhjcfg0IBXoMhJUGdH5x2KjgpIj7xERlp4RkdE4eMzp6BmKsNxSgftMmP0Uj/iUkizbU89d7HqeqSTEvUjAxFti/6CtdcK22roXyYdeRoYd4Hrw7Y7TG4QxRyTCDhh627u8syAOuHoHLNErdd43H/zyWWHl0Dq47jzq+uJjcZWNL6H7FoBvAbjHjKw5Uydcq617oWzoSenIPc898XYuQ7UlkjCDAPoX3W2Kls8PKkkgZEUQylIIT2fEeO8lAHGYQ4y07bHzr44ySZjmFx0XlqLJqQby8KjsO7rwWKJL8lq1+PkmqUuTyteoio9GBSVH3xWaGWGZCSGk8v7D3ud+ZFo/nTTQGuF7PMIrSdFVcRG+WmQoDJ6aceiEP9z2cMZ0GXt4WRK/N0n+8qzktrNS269p7tIr2GYSpu6E6Xh/SQiFJuCiBgOL2T65jJBKKGlZdxZkffExPgdBxbSS9vkU4qpraL89mvC2kLsHPCvZhH2FUIu4bImutXfrLstXZM3sBkgE9h2YQLDn+YChAEsIYOkAhL9uueEcUIazrhp8JDlnb8iu8MvjeSi3df8bfgnQfBR9/5jJ2T2m5/aUi54GHe5JEYkRAeR7ROZEZAYFJOX3HQ47fYXCi5yLcZgJtJl9IBl+42ZDkiW7xDXWJd7qd/lwxDU6Y9vUfVVNazYqYL7gNt17y2j/RWmOgImPUIX3bF1bHXFN7/lwDezyzWfFV6+Ud6+kE+k0xt+9Bj/X+uLj1SjEVLNZ0NU8MGLv0/2eD13vF7rZW1BN26Wjdml4GKJcX1u5dEdGB/a13WePfwrTCGBrALjBFGJ5aGtFibmdZ5ONW0erlO7U1QfLTw063UzE9x8gcgssiclSle+B9m2m1h2KBjdF9e6iNP8wP3KYHznCjxx+Fwuist28YoLb96Rd4WZ72Uw5mIzcER3mEZt1M6ZGP41FJ/4RH832uCqlkFuS+CNH728RcDos4Hz4pBCHduYe9airtthKx/cbZRiik3ezRya9Y3gUoCuNuDq9zizI+uKD2MMMq4D0+pXIsmVHr1YUhuiIa3TEtqoFyAj77D2H3CUVsP952R6HwHgHdLeFS7c9pi48Mig3+3l5sVZ58ZP0NDufwGQL11ZL965yFdsFNbkFL4txYaTmtoOp13hWxeWHBaTGhR/PSojOSYjNiEms9S9LMgIMRT6GIj9dkZ8iKzQtJj4sILUkKtd4X0hs977iK/dW+KSnPcxmnEzH74kuPZVJ8Pr9yy4kJ2ynKS76ZcU22+pvj93f9NiPU9TjyKHb34n6HJMMOmfpke6Efdf+YEkOuHqv1MUUIqWsfS6slDE0/Xevwc+1vvgoamGGVYBXLnhnUZy8mlBYoiOW7IAjPU2/z4va/PW2L+/qbwydR1imi9u7djriGuwwZCvXTkuXV5YunZbO7ZYu3TZu7RY+XXHPI6au887aPAFCkOO1q+4nL1DE5d9WEAHk+xjml16W5Wdq3hiU/7FP9sc+2ct9spdXVG/OSwkP8yMpYgqFtx/wbd9FvivIjHOZ9rMauSk8zSuciIo282pHYQj2WAIKS/zFHdEkZ2yXvpeVUclmvZhvOB9tkos6IRnAeejORvnQvdZEDkv/IEf0T7ccoNAEz4Rx30LwzIbgUmgfXF897vriI7ueEVYB/oUsn8xlR49GBywJ5dbhFJAZPrUV6fzxGcmdxx9tlA3cKRvJaYqNc8Z2/uL2QZKNV5uHU8mAhPKUJHJFUjHmFs/L46fnRWTGhd46jPcxIig1KijFUnk0pfqj6bldqpzbNLh2qB/f3iZ9jqXKOyIgNSIgRRFXiL96W2zXvgFe8TkB6XFtjWlVxVZJAy+/bpegPlevdicPMgpLssfU2WPq7Ne+UYFrcMI1qwVISsccuKy+9weZ7YoJp6RDuY4+2Kwcst3zzacvwywd3bo/5AMXNRRYzA4oZOAroe7V+rKo64gPKh2iy5mdYwt9k8O+mYsobKMDluSEabfySjEpOnxZ7uu7L/ZfVd91SnyHTv7254lijtg2B9zPbs+x8yDbuzfVSxovGKqwG0OqJSQUtu57zSs+Kyyztt5rreyHMSUqviTDtyz3YFXx3qrivRWF+yvyD2fERd+/kyKu4Hv+ivKeQ5O8kqvZuLlkl+mbD5r0vUPTISyJFRpHDYhc8Amb8Ah64+bT4eRBdsS2WLqV6SddwL3+4qLUd1d19qokcclFHT8huOWRzQFk9H4dXz1nbMeHfLiF9vrmA3lgfGZ5vK57fd0vtI74mFuG0GJm19jMwPSQT9q8PabeAUtywnRa+Udoph049uDbB5YHJPw491zeiCJu8Oj51twz4adEjSXZY0lW3m3Zep7T1x/OKiqPOz/T5DpRcuPhooj8MD/yJzIEpIb5f8olIwLIEX7khBByUgg5KYScEHpbet7nmHFBJEVc3vrEWePDJ1a0taZUVUcFHk8/Eiy1ywrOgogkiEx+G+GJ7LB4ekjkql1QvnrSXoem788IffvA9uiL8s0mhTtPiu68b7ZXr2C7bthjB2yLA67xPR8uAZ0+eaz2odG51bGKDtrfvQ4/0zriY3IBworpIaUQUMz2TJpBYYkOuHp7l1duSS6BY4jLUl8+sDmsknKKS2Dzw2fbNLJ3qnvpOKLb7TEEe0ydA5Zo7fcqxCprUllpMcRqRUnt2c6jvueuUCUUFqSEQEUQNPhBkw80+UCDb1WOf1z4p572PQprFWdYADnM/5NHGeJHTgjKzIvKah8+5sJ5jsKHnIt2XIywHuGVSvXtCs6A8MSfIiIJ4lPALiZKJHCfqNdxzoccj/04HRs+t6rjOCuzm9d8e+DYxyZpP9q41X3Ywjj7tfnn0wMLGRFVkEFaXw3uOuJjaJodlE8LLAb/IvBMmEBhCA64ekd0l3mIk04Gxwne74TRRxUTT997uf/gLQ6N1H2WFfucAwtxvqNeIaO+cQv4iKluEb0ZNTmo8g8XeqS798i0kCxVTnBJ7Voy74mY+1xxD7jiHnCl8p1cUL+yLCM0zC/9P2rNWjqZlRBlKAqAMj+o8IEyH1tJcFZCbFpIZkRQErnnQOSFGyw38yln08lbD7tlnkUmrISl/gyRyAR4mWBoTvhaHL3npOgOlfgjbi0fOTRtuK6757rWLq2MfYr4C9bYfEfMhy1uS0AexTef6VcMibVM1npyqOuIj1ejrJBS8M5jBxSx3WNH1zZPXbCd+r7mfLi9R7g3iXocMynaqZ54YN/1zZqRHD7DCMcUXHQCRKRCWAY0PvWblZNYfCxfw8MnunNvD6/4nLAsS/XBvOqPzlcOWF7ca31xr9n5PbYXD4zKXVuQFBvklVnLEx/AITUuLMlQ5emRu9ggeYEsdaFB8jxB4tys8vW5x6LzIvItD0XEd++vu/FokRc5rqQ8KylW/SIqOPOD/JEIobGsp8lCPsOfClptPiuzzyB3L7Yd4dL+xV3T3eekdkjiOZFBZ52CS9GefWt+FoUhOnmRfbMpoaX0wjZqQjVtifJ3r8QHWkd81PeyYgmQRlgKK2Nio4ZRaIIDrgHl2u6UjzQt+uIIz6bHvkedyZ9b1m25qLjnsuI25eS9SiGPQhOXQ7Og2CJjWk2e1hw09URHctOu1Gs8K2LyIwJSU6JiSzICDGUBlooAQ1mQpiDCVBKiyPMvIgUWkQILSKEZCbERgXeVhR85LynK1LoZfZfT4vw+6wv7LS/stbm077XcebYS/zAfclVMvuDWA5ndBwYeiFNzPRZi7UYeSKT5dAanv+UjKgn84nulgy7Jxx45L7P1hv5+86rNuA4EuvMzPptdXII7XlZus6zeiI2rikoAn7BxJ49me3Sto3s9LmW1pG0eoJvQOz258HevxAdaR3yUtrFLuwGgNa9lySl0yN6t1h5DdMB0uNcIWlV+cpibQzbskFvrR07kL4RcDx64ySETdkw1eadjSnGeR/fIfbFJEQma9TPLCxdtjp+hiiuMvasXw/zIUQHkqIDUMJ/0rIQoaPKADg/o3QHdO6B9BzTvrMjzjQlJrr15UlScpnyfqcHD0LxD17zD0ORmadyjK9+fkRBdyzQUcXnvH340OXJi2Vh/Sltj8tq9dmXrsBR2WDKEJ0JMEqBjizVSdqsmHOB8tIXf8ZB9wwZsOwLT+YkYehcn73aLqm1WhC8cY9JjkyAyBcLiae4BAw44kkfqQlwNtXlwJpWw8i8fv66SFlYiCSo6ZqIq6c7BPSg00TN4KCyW+iRG4z5q64Gbm5VjDrq1foRpR2il7z/IvUPRl8N/FmERLjSgarYcY0N/oh93/IrCnoNTwtKTv9jtGBWUGuFHslT4asXOmJzZbXx6t9Gp3bondtpf3jOvcm3xsfhaUzMiKDUmKDUpIjEjJj4rLjYjJj4p/HhMUOp9GRoXQi6LyRkcOe5+7AeKhMKst9m0ukKuc/WaUY1JBLuoKHT3RxYl3xy4tUUOf8i15RN0KwLX/ZFi8HbOh1skg7iEA3ZbRHnGJEF44tvGxzds0jd9wTef7Z4NAQWMdbXFvl74YLOhgMwIKQdcFtsvj+EVMRYctRyVApFJ8CRBnhe1af/VTSrxh1xbPsJ2IMyqt17R2n9NcaNp7W7FgAON2uKQ6d2hrSy0eVfDfaEFUdmRd/3IhzEsgFyRFRyRv1IsfLZM+Fy58A8EkYs9j2/MSAqMCUq+rzIjAj/tsY6uhSByTFBqXAi5FvMism8EHqvvOdwo/phW5TdnotouYYpPouOTIToJTMItVVK3CqF2Hn2wVS97H7oN4dqMwHUhNOO37Lu6RS1mv3HJhmdRplGJEPGBa/HPYoSVUVsGZ3IaFodn/u7F+EDrhQ8WG7IaGFE1EF5O8c9n4FMgMhEiEiE4ho1ruGtZiDhya5NK/EG3FgSmDYGq/0rc++hhbg4RTy6B6GMhz26vPpDVOcgZcvE6U0JxWlh6XkR2SVRuSVRuUVRu6Wchy5JBgiISFKVBXgak5VmSCsuiCsti8iti8iti8qti8iticsticstia4fLLojKzovIzgnLzojITAlJTwghx4SkFkRlMWcuGR7hWnqsMCEpM6mgkOnVEpoO4Qk0/RhxxeRdl5R3X1Tc/bJqK2aNj06EYebm7ec2GyZvRb/62DhaLTz+Jz7CE8E3k5VQuwzQ2TI41j/xdy/GB1ovfDCYkFjD6pqYn1vtxhfRQhMgPAEiEyE4jmJexK0S/PWh2xxqSQddWxDoVoRz08caqUc5+bbzW+507PvePfp08uW74tv3dT0UbX8oUneXP+fG3djLt+KvcidcuRNz6Wbk5ZuRl29GXrgRefFm5KXbweeuB5y9Gnj+hvepH11PXECfvYg5dQHLdd7l9EXzY2deHjlpynnq6ZETT/dzGR7hMjh03Gj/MZNjJ40OcurvPWpwhMvowHHN3YeV9h/Gn706dV14xsOcWuZSZx0dlgx+MbP21Sc9+j87JbyF+/lBO9I3a3xgOxCmRRv3X98k4HhIKmKfZphEeCLtJz4SIDCHEVRMyyWvxFSuDk6to7uE1gsfNAbEVTLLu1br+8ZC8hlhCRCeCJGJEJKwoBTOe8NkxxGezRopB11bEG4tCHQrwrhw949aBy9Kfev15rsnOQcypXj9j1+xPXra4thpo6MnnxzmMj922vrEOSuuMzbHz9qf+AF18gfUyR9QJ35wPnXe8exF1/OX3E5fQP94BXfpCu70Jc+LV72v3/A4e9nj/BX/azdCzl8Lu3E7jv9R4o+307jvZwsJ5F+/VyYhVqUsU3XzIVEa2aqhOPRAfMXCaMrOeFxDbcFYuVnPLSIVsLFkzdSDumk7D/NwSHgfcmz6HN2KcG1GYNsR1nXfcfJuFT1mJj0AACAASURBVETt08vbqRJ+IzB+KvIDPoJzGH4FdGwWeGYz3qynZwytFz6odIirZgQUg2cOMyib+bZdTISg+CnDjOu8dpuP3tuimXrQtRmxVmIsqr4T9eA8eOt7Cd+jAlHHA5/eZj9WW4hznHiiPc4tuoI2Y6agFwVlllXUmQWeKzpaSyJy7FwPmtOLxXuPmbEurBT0Er80OxPHDHdY5JagOb1gEwOXHyvQnV5Ahd+SiBzN9SWrPmhBVHbV8TmzPmhOVHbV35pe7jPDK7kShqIUe008fDzjb72Q5jrJzTfz462aF9GRGeAYkyaBP3Df+vBh7s3qCfvdWj9ya0G4NiMwbQhU4wYugW0yuM1B45+rxZ3wjHkVnfRB/shiBZfQqrrmEmtXXv9bX36pFSo7vJQeWAw+eYzgTGZEwtu9yMCEweChPTqRHx+4/TM+HOo/U044fkJw6x2TfUo5h176nBiVQq4mu00Z6k3cFJ2zeTrtazPMLT4qoTCDR41KKQxzi0/7WI3r6wxdE5kwM56wNBm6JTbx/Mm4vu7QNdExRbVJlOnwPckxFfVJe9Phu5KjSKUJE4NhnsejSKWJZ0+G70uOicmPyqoM35GYQirPqaiP3Hs8JowclZTvkTGqtEqMjFuNSASnNFfX7i8emm4+IbrLqHD3WnFxbUagWxHOLV//ILWF22iXZsYhZMhx9zjSez4iEsAvHZIJSwBtLYOTncN/92J8oHXER0gxvaF/tm14KCSThY+H8ESITgKfuA7T4mPCDhsP3fmJj7XQzT54w+DAadEtnm++sW/YVKihMiOpPKkgNSAj+Ubu8ZSO9JQJcsYcOWcnu+CqtOCmPGcnN2uDnHWUnbGVnbGWnXVQmDGTmTGXmbVTmLWUnXmBnLWRn7WUmzGVnjaTmX4qMWskPm8hvWCBnDMVn7VEzlrIzljLLmGV256JpcnyrOJVqXHI1wmu+PjV4AzAJ0NEHJinqLt0fnZN8dtregcsajdj23/iw639y0sKm3+Q3aWedlQu8oBbbFHMB/kjKIMVUkIra59Na2S2D/1bX36hFSo7pJjRMTo1ONsXmskKi3vLh0dcg2zEmZsmuw/zbNFMecvHWkU3LtguhOM6wrNJP22PWvpWy/CwsdwAaFSOsr8fZsMNLVq0tqewEgOQz6Lnsln5AEVAiWF0GNMaVGlNmr8ZDWq0Zn0Yx7Fm/Of7MfMDWPqkDwzZ0RrUaE2a0KOXHSxgY3gZuvXYZPk31e4hKYBPhMhECE+kqYaIifjtO3qPQ9D1iA3h25/yRwsC0/X5dY0tZyW2+Q1veFGxwSYi9kM+QjJZvgUMTAaEVkLH8Dq6BWQd8YEvo4WUQlAxLTidvVZfohLAN7HBs3eLgs/XB25vVU8+7EL+6D0fZmXfykScPC229Y7pQQn8IXW87utyPLxSi3S57/HyBjRrsqbCV+n1AcGWWjpSxk/lvXxNx2dK2HOx1GoVao06tVbjV6JGjVqjyl6Mn1moMLNWf/pc0dRMUV1XspEcye53plQqQategttDrMl1aNFj1ckPlmHwiYBPhKgkCIgfNEi/KOW3/ei9LXLhxxzqP1szp29rYucnD15sOym8zajwgELc1peRmA/5CE5nBxbRUgjLMXXQvp6eO7WO+Agvo/kVglcuM/QDPnwSCS6t26Xdvz14e4vaB3ygWxEo4mfKCcdv6O09I7EV1bzRtPhkdY4btOlmevK5PrkCZA1Yii8q9Xv2DFlaGlZcHKKrK+Hj9wKgnEbUplar/QYfqtQ6TYCSnHwfYxOZqamS2dmKFy8Uw6OdYC6aUqkArXoRqLueL25Cqz6rTq6v1DM0AfCJEJ0I2Jgqj75vdcM/4eTbrpF65P1Q1/jAdn4s6rz9hMA26fCT4iE7TSNtP/Qf/smQS54DaCUMMMn9f/difKB1xAe+lBZXywgvowanveUjJgmwseWSoSduP9177P5m1aQjzk0fubUi3lWZjzRTDwq4HOPi5XBo+M64fGtCqhq0GpUFC5sqnoN6NZiPTM/GRkdbAnQB9KSnuzk66QLU0JuMqNWqv5k/6jQACpNSnP39nwGQAVrd3Q3zCnxgPna1Ugla9fwt7uDteKBFj1Un97rUe42PmCSwj0rUzN5xR2/jJZW9+jn71kzSB3x8JOWx/fD97cYFe1w7PjKNNYxIeLtFFpEAQSnshJrlV2NDOa3s1jf/5o9faIkCkeW0JdqbV2OD/smw5k9jkgAdW2KQt0fEaeuR+1tUEo46NX7yPmlj2hFPsrdJhZ7iEuDgdzwkEHzMNe4WNBs0x0qqCB+nVyvDQlhhqY+TkyYACaApOdnZ3EIFgMhoeU6tUv5tPjQBimLi7ENCXgI0AJCcnDQqqoJhLma1Sgla9dBPrqZgHkGzHqtOrrvI3z8GQhMgJgksYtCSkbtPimzjNj1kXLjjvflY4wPXhZD1336IZ5tW8sFn5d8aRCm95yM8AcLS2L75DK9cVlgldAz/609/oWUK4Mvotb0Lec1zQems4BgIjIXQGEDHlvsNfaUf+/nhu9uU4445NvxU1LHtiJel38nFnDovu+2m/h6NnP0vU7mW6jRGc5VUhY9PF8jAnD+xIdzSUonNrgVoysjAPHsmD0D4PT6qVWkELWAXhYRZpqSgABoAiLa2yvVNkTAbRa1SgmZdS7UL+T4CQNZl1skNVPglZy1FJbGDosCpWN6l9eOzwhv5XTjNKja+b17WAteFUInYdvT+Fgm/4+LB+zTwYuFJq5Hv+Uhh++UxvHLY+Ero/JePX2rNf3jlAzYLKkj9nY3NpaUjxQWLwWkF2lkHhF12HOHZLB/FaU/8Av3u/xLThrAnfKEUz3Vdb985yS1+IxtsCBvJhTK0Ki1DmdO9aY9hHNfZlWJkjKRSKwHai4v9jI1lAGoYLaa/wwedpAOMIr+AF1VV/gDNALXPnkl3dCfAZBC9WondqG0gfboyRBTIOtRqZUabA22sYO51dTOxwTKPRz/9m5N8GyX8jlvXbvgwf6zxoZ247eDtLbJBBzHdnz5NvxkQOxeZ9M6fJkJ89UrLm9HM5n/ry69phcrGl9LDK9g++VDf0gaz8TCeCtNFja2eEiEneCwOHuHeJIPnsvlg3t1aEM5NH6smHOZ3Osr1iEM344BUzP7YDF6o1zOSP1sfJQIDttOTBZJS9wiEkKmpythYlLqGKDDLGU2Gv+k/qlXpJF1glDi76sfHoRYWCFNTJXJyD/rfpMAghlmrvFqrYSx39lWqDLtBm1qtzOxwhskcmM5aHAzXjL18w3QfF98WuajjtnVf/Q8+sB0I/YwdB+9sFcfttyZ+p5N4yS9uJCrpnT+Nh6LmWYCW2j7Wv/70V7RMgchS2vTKUNObiYr6VzCeAqOZMFXQ1u5tUblTL/k7zoebpYJPWFZ9++G8o1sR2ql7xX25OO9vFEJzioRy2sVfYTfpmqleKPIXgI4nQCvyDbKUU+BVUhGUkXuUlIYDRhGNoEmt+Y3+Za2+MIvyCr0kJbk1NUW1tSUUFPkWF4vYXZbMOtXpMpVnCueG8xXZJC1qtRKjAw3jeTBe1NuLc27jePSC46TwDqV4LnvCF/+Tj3aEYd4uTt5tD6wPSoYdlQ76wTehK/pd/ghNhpAielLdSnQd/Ls/9itaoUFkBaN1eLqgda6EMAATqTCaARMF/V2haPJO89KvuAS2PPY/YV75PeaDuo5pRxjnbUGGnTohuOWh5X7X7u8cq3ZPETU9jG/GOt2HZi1Gtz0wsuemMkYGkpbns4GVz3jlTK1Wpdb+1v6HOrValTUVDtCyTKnq7s1o7UieXawGWiGNpMsmaQzmK5oonJ0sVWEStajVysxuDxjPg4mSmjYLp86vH5h8f1Flr0rScQfiTz7pfTU0yN3Dyb/9gflel/Zvnubvc4/ufM9HWArbN4+JzoTQf/3Hr4rGgLgqul8RoDMhu2acPZYBo+kwWTDci1eO/EHQ/TAXL4e4L9fzUg7sz/l4UfKdbNTpC3Lbb+rtsidvNcjf0V4tn+r40PvFTWjRo1Yp0+rUWeQn0PqM1fSEWqfxm87jwxaGqMt45Qjj/rAQCctxMB1O77ShVqtCo057qrSJ/LmlGg0GQZNarcLq8YPxPJguTig3Fgo+cg659abBXpXE4w71n6J/nufcWhHa6YdOie3gMdmDatz4JPsANrLrvT8NSQJ8CbW0fSapHtr+3R/7pehMSKxh4CvAr4AZU7qwOpwLY2kwkT/2Osoo45RC5C4uPg4RTy7D3J/1jZg2hHn5BvmYUzcNdl+Q3SYdceqRz7HiMpESX2EHvR+BrEt7lxLexm+VlV9UGUqlIqVSkVqpRK1SplYqrlEFZN2KEJEnsmeY9doMgga1RpXVGwzjeTBZHFOprJy+8wfkljvP9inEnrCq2uDehcC2IzBtCGw7AtuOMC3epBB76oLs9us6e2Sjj8qGnA1Oao5IgMAYCIwG75g1/0EmvWE09f3di/GB1gsfDCYk17F6p+YGpwciSlZmBopgPBXG86Zexwd273Mif36Cj0MQfVwz9YBby0/7kph2hHn5BtnIU3z2B08JblGM4ZSN34vPv18T/viF0g+Mem1a3buUUKVMqVKmVCpRKhUplUr/AxQ6UZtB0mWQdBn1ugySLp2kQyNovS03NervixE06+Z48qF0LkOzLq1WnVqjzu4Ph4l81nBBTNMDj0HEFfnv75kfkI8+qRB52Chvi2XVBuuar81Kv9dO3Y0MOa4Qd+qi4k5uXQ5c35fPs070dKQMdzU11r2qq3xdUT0QVU4pa59LILC7hv/NH78QiwWZJEbDm2XywJhfAXOwuwbGU2E8d/lNslXuJeWEPVz8m/kdjyjGHkeRPltLIW4tCFwn4knuFiT+lKj7kcN3txjl7PIa+tij+GJjopyW2ImFSjUGUYtarUKt02A0P4Vua+hzgH5nZqcVtVZz7RIMrU6LUa+7Uqk8WyA1nS0+lSU2kyuxUCxLrdVk1OvRCdofYgTNusluDz1Nb0CLHrVGjVanwx6Mh4l85mgWKvOBQvKeU8Kb75ruU0s/LRNxUirkpHQol3TYcangE5JBJ6VDuVRSTt002HP+8fcv6jheZlyaH0yAmUyYTIHphJHXVd65bM8c8MtjDEz+A/3HUPsQIZHwquYV83/tZ6JL2xihFeCexcJlQ0trK0ykwFg2ezTjRcIDwYCjXHyb75vtl4k8bZS3BduOwLQjsO0Iq6qvZfHHpMNOSAYcP/Zws3zoQb2CnS+Szg8VK6kLHx/MlmcT1WnNpuzFVIC65aXymdmShcUKgEbmkC+1SplWp0mpVe/FX29w3E2230y229Rsu7HZjqPJfluj66G+8BsrlSq0DxCBFt1wO54A81vQpk+tVqGRDNnDKTCexxrNQWU80i3Y+sh85+6L35+T3slrd1AykFM24oR89EmF2JMKsSdlw7nEvY8ef7TplOAmqegDLxLv00YzYDwHRjNhMrmns94jB/wKwS+PPjzzz+KDDWWhZa633YL4g9H30BGGEX0N/ysVsq6bFVkD0RUr/oXMMlIfTKTAWBaM5rnmCliTv+F7+u0N/b3y0SelQ49rJe8xyNqunbpbFs8pFcwlE3pIOmTfkTuf8drvFwk6qRl+bpGgZq58viVeEgiqrLFANrRERtvq60vq6UuqqwvjI2yBXUQjajNIOiOJj8qfflVk/LWP3Fe2wl/ZiXzlIvFllNrXtS+/qXj2VYPT/uUyeVqNCrVSiVqtAs3aPi9uhdvefctHvQl7JB3GsmG8JLdJy6EToZO1T9zj0F3DzVz8HIfvchzj3XxSgIOLb/NxXg7OR5sO3Nx0Vnq3fsou11cf+RaLwFghjGXDaCZMpLS3kmOrqT3j4+nEpeGZf1R9qYmpcbuNrnEr6o4jlRgVx0rFut5zbcpp+q8PpXmAHUeAVXpXfd9EbOkcayQTxjJgvDisQs6557PH9t9eUtmjEM0pFbT/ccCxx4GnHgeeRIZwIUMOy4RfUEyVve+g+dj3vF3TtzaFBxcJWnYal0qDRaBeDcYDBodztbREGxvj+vtza2qCDY0kmfRSZrMpg6j1OuxK7Yuv9Xm+kLv2xUv+r80EvjZ++KXohc+0eb4qNfq8PfQ2czoOxoMYnda0BkNo0rZSPZ3gzA0tOpQqJXrTSxjLgrEsGM9dGU72LhIV9j9sUrkB1/+1dDiXfvJ2RX+O67p7b+nuuGWwix+1Xz1+v3LiCYX4A8pp3+YTn8FkMYxmwmgmTKY0NLVlNy2y2D2VHTMT8//1qf3P9Qd8zAzPoAUwaQoZK286ALobXAiVxtXpKuk4PtxA08B/dygDk+zgYhqpbyazfjG4kLo0WAjjaTBVnF37/HHUoduG28+IfSEffUI2llcm/KJ0yFHp0OPI4P1yCVLqtQQt8qBO55Jmqatd46eY0sPMJn2Uzo9h9neBrAHDHt096ebma1dhGmdnc83MFWi0Cla3HaNOrSfwYsWzr9Vvfpn15PtWFEejDUeT7Sai1Sa5Hz9BS3xOH/QDeMWCeoBGgCpYSS5MM+suNmaRDVfLZRlkaxjNhZFMGM2A8TzmSC6J7B5eLfks67hw4EHLhq/MiJskE055jmx6QdyrkHjQY+AjpWQOCf9TUcUGqyMZMJ79lo+JFBK50zufnURkxFTQF//b379ls1hMJuN9/KVj/4CPFNuUAN7ACuOqjlBiR2x1iUFpVziJMtaVaZiYaJ78/zHmX9HMEjuslO5bAJgM8M5lvemphokUmCxqbsFIhB4SxJ6+j1LXqM3Qbh1TzvdCBh+QDuWUCtqjmPlMp2OR285NKrVGrTxU0OfbxNSr0KYXYX/X/dl1IGvAG+ybwSwjY+TSUhEAYXw8/cULWSq1kt3nSq9V6w44X2m6Qe3WF0k63xEsN1WZbaoy29Rqz2HE/RFa7wJAQ0SkjZERMjzckkCKXKFUA3QCNAGrEKbDWeMxMJ0HY5kwkgHD6TCWDTMlMFk60ZdQ3GAbVKpkFnfHxPGwTTSHScw+tcgf3Eqvxlap93QFwVQxjOfCaMY7PlJLSf1uGeBfDMl1zP/iU5Q7myt9UWqG0qfUBQ9rihzRFD6iLXbM4alQENogO8GrtiS5mVj4+8T8Hh+DLUPOd52rnYvqHQixyHjXm2jcHY9anzxY6c1+lhT7NO6/dh4AAMBgQkI1A18JmfULYaUMUlMHTKTARN7sQKxmxCnZfJxe15JqdbdSRZd6TTEylBMZvF8qYJtcNI9OW99FLWN+v1jN+gK5FP3QyoCRFrsyfz57ncvQoAb9bnPzJXr6ElNTWQDEiYkMU1OZldUKeIOl16l1B5yvebFB4drnUerfkaw4qsw2VZttarLdpHkNEYd/RqURdHVFyssDk5OdrG1UTU1lcDijklLfkbEcNjQAtAIQgVkOK4Uwm8cayaD0JFC64tj9aTCaD3MVc3U+yY92CO76Muzh1q58q9XZUpirgLlSmM6DqTyYyoWJHBjLZI1mplVNxtVQkkjs3MZfWa2lFer80upfnc+J0T4tge3eBgdz0Zeq/O9UB96rCbxXiLuajDofbXUOrbXfVPxbzQefOxo9Gupr/60P+T0+0uwy0k3iAPq6syud77g2ZTcRk4meYp5xcjEB/AHVMdV/dcR/qLwmdjIJANpqXk2nVYyzx9JhLBMm80OLlCQLo/S650Xw8VdNrLWb22QiriJDOWWjryvnPjPsG79t5czvG2Y8tKLfMy/TOu/bXNwUKWKqeIZVp8ruQbFYtXr64q9fJwC0ra4UPX8uu7RcDoPu9Dq1V4EXa15sUL7xecR7Psw31b3cYC66ubM3o6UlMiHBGaADoAWgYXIyt7TUz8vL6OVLORsb1egoG3JzDJ1RAdAAUA9QtTSeMdwY1JbpSAh/TogyJ2GUIrg57u34LOXOxiZn2del3v0l7oMVXmO1flP1IQsdMbSBVJjMmB+sSK5eZLI7B+dmS1p/Zk6XKZBa1qphHzk8OfdXJzM9GuugsmepSh3euEG3JZD1oFkfuqyg5RmTqEmpVqM0vugr1HRU3u78VPi3PuQ3+VieXfYU9Sw1y59pbs+0jMnD5a+9Ptw+HKgcFGkYuTS99FdH/IdqG2RHVEJJ61x0JSWogLoyWAiTyTCZRX+DtybkqbaOIVPyL2k/0e+Z1G2p026qUic0KJY1y2ZXnpFXOSEpe8fW9bKuyf3gJOdOcluqvBHyxGKFErv9BQDp+UsFb++nXV1ZmZmu8goPllcqYRBHr1PrCbpU9/JrlRufh6p8U2/9lo9So0+SXO6yoDkmxqa3N7u2Nvrq1dPZ2V4dHemVlSEAvcvLZUQiPizM3NJSxc5OzdfXtLTUa3gkd+3HJNj0ytnBhO4q3zpnKf8fv7q349P0R1sKTO6VBhiVeOkWe+uWeOuV+upXBhrV4Z93plk1lyWGldCIvZPF7XRSLwDAMoVGbO+39YtB+aFM7PU1HSL/g8kM937hY3AIOi0BhmA2mVGtQGt6ymY0smczGHXqzHo9YNYDECt8bjxXPEel/np++k0+mvObPe55lRpUZKplYfixM0M/fWuYQWMwmf8ruyDTi6zAAppPPnjmsLxyoITcSRooqO2rqBxudHg9qNU9oVRWf1pGSTgs/q6L32UDixNSKmfk1S5o6u+7yX1UQOQhzv++eyB/WrVjK2mkVPWJ9Mm+bFkgGwCrvKEl3viZ3NPnCoZG0hnZ7gBkZo8jo06tJ/hHgtkGtZtfBii+5aPKbGOZ8edTDbY0RoOXl8nsbPX4eJG09MOmplR/f8uiouDh4RKANoB2gGYmkzA5mZub6+3lZWz2UsHJSTMx0aV/IIXJrgVoBahpznbS+HFPGs93RaYPK8OeVwQ8WYtyf8MyP4NSX4NyT5WcYFePbCYuG0JK2KNzEJHTcFke+/W1J4nRhvOvnPVeyOUR+v+DyWyqzTMS+a4pWmSyzX2k6tlYjiSt/glrJoM5FEyvVWOQdGAqBhZiyr1vPlc6R6NRf/VDfpOPRKukNL2ENq/6EKHQbEz2fzC+/0B0BjuVyAytgPresdb+caeiZRVyv1JTv1hu7QOv0BvPrU/LKm85ceaCpgGPo/s9vyjBxALJ8mbtnkl+Xzy3rYvx8KLuq0nNlsFMUhiboGIsd6Yh5jE0aDJ6XYCRBZSclelUoOQAO5s55EMj6jJJOn3460Szb1Rvfukr902DDUeV2aYK0w119nuBkt3Vk+jt/RSgn0yOj4hwaGpKCguzxmKNIyLsAAYAyABdAB0jIwV4vO3oaO70dFlTU0Rysr2jk4aFpXJAgCmpIYIJnc0pZok3vyx89uBDPt5Hla9GWnJexauV/FZ2cBFFyiJCQF3ppqzegQdRSobOheE/3lNUG5/6T1oaBoPmg1IyEN5kJPiZgdB3BiKbG8L52K2GzdGCdoo7vfQPpqDOFbpftZHfinc3+q0P+XU+5scW/GR8F4fIK5PNuIfYgca/0Mq+fvOqoYXwqq9rYmp8hbLyV8+qqY8VVgGvRof7xt8El7EU4ipOqmmdlle7oGPEjfaTTM4/p6QpX0w06Z+y7X7t1t3l193s0PdGMDz50pOXus2vQxL8S2PMGLVq0Kxtpnqh2F8IyDqUKmVqtSqdoMUk6TCI2tQaVWqlErVGjdmg1x9xk2T+jRb3lx4yGxptOKrMOMqMPm0LuwvQGhtnHxHhwGb3R0U5Rkai1NREZGUfXr58wthEzshI1tXVsLY2hsVqqawMdXDQxuPtAF6PjhYmJjrR6aS+vsy0NKyxsVREnB17NC7j4aYC47u/5KPKX6fA3yKrboYFg9l15IP8KCNLxflWHDFTcAf30y8uWx9+JKqJwv/VOXwvNptNJhQWpIUQKjKfILmKvW5Cl1Gm2xUN4f1RvmYYc6St3v1wT2PKym8+cuTX+eiu6sbdww1kNzRFF4WqhzLpf7aaZBYnnRfZd05y+3mJPedF9t2Xv+ziZ/2qv/PPn9IyhR1Zzggrh4ACemghWCZ1CyVlIWs6NNqHTXtGDbpHL2jqC8blOvf0LA1nscbSYTIld5DMn1BwTsNAs+l1dqhVu7fCcoU6dOigdC5FOdyF18bQpAON2tCoBQ1aUK8JDVrQqA2N2tBqOBbP02qzweThlxipDR0Om4mWm2qefTZW/RSgA4XSrK0Nx2FNcDijgICX3t6miYnO4eE2jo66srJ8AQGWZ84csbZWDwiwiIlBJSS4AIxkZHhmZfkADAC0AfTFx9tHxjkwh+PS732fb3yvCv+cFPKEGPKkJsiwJtCQGPKkOVQ7PzHeKmbUPSpp933tT06/9Pc1Z5CvLpaekNG8h+DSQlw2Dc8kvJ+c36oCf0YovduEIB5o18t0vogy4l178Q+3Q36dj7rEuiD+oHKjqqCHIcUBxe9fZ7PZK/Mrc2Nzk68np3/xqPDFpQVelas3nuyQCz4t7H5ICH34vuW+07LfXhY/HJUW8ufPpL6Xia8Cv3yGbw4Tlw+YluGC/qr2gZL+wXybrt5TGkb3/KKcX/fDWBpMpMJ4avqbZrG8uvMaBrpdo7iiTNecFAtCTVeXV4TVtccPDucGCFUEi9TixerCxZrjJDuTkJ1JyO4U6e5U6f58lRqvaxlanyle+Vjn9ieZel9HKH4erfL5fF/Q4EiepaUKi9XKzX3R1dUQj7fR0BDD462jopyzswMsLNQWFqqfP1cwNEQqKQlISNzj5r5YXh7s5KxfWxvR0pJAodQB1NvZqfS+yZgheqQ95Ci1FS8LffnczNYdZV0S+LQ85CUGZcEjaSBpaEUssWipc7awf3JGOOm4QKKr3WVG1b7qyC3b7rz8Qdp9bmkZAJZX5s0c5R9rXHJw12Mw//IzUhfmps2VzhJjJGExNRV731aX508e+Ot8ZKOzo8RjSgxL/fj81rbSh9uHKyIq4l7EeUt6u95zQ3Oj0Q/dSMmkD49q72nZz/OVS4bi0GKRRTa/tagXoAAAIABJREFUZNhh2Uguk9R7wjZcnLybfCOxf3JMqzR2TCU9uAxyG+cqO2biSlZW3xTCVCKMp3v19ZzWf3EbhTXrG0sdIMcPtvv2dT/veC2RnH9MQPSRV5BMaYNK67B4w0RoU+ZMoXSw1W1n/R9RupeNZc8qCXIqC3PK8R2V4zuqwH9Ugf+YhvhJJYGj0jx7hW/sFby+R+nRfqVHB54qnF+cLyGQIh8/5k5MxOHxVgMDhVVV4dLSj/z8Xnp7v7C317O0VMVijfB4u9hYB2dnfSmp++bmqsoqgpKS92xtNY8e3dPenjo3V2Rvr8oCwlCNZ6GDXCPeyN/VhuO2wo6bcj+Imf34+NlH50w/vmh/jM81NUqN3qwyWSt8C6n49QXHLbfUa6KODmef3vNAKyyzYW1OvENt7mkiFHwRPKofRyV5/smZfK+5mQkzec6m3GcAy5khyrY6N//kgb/CB5PO9FfyL3qeU/QsD/sIVxpcGmUU5XrPNVAwMEE6oeBJbrV9calJSapimtdjr9XFn/qi6vry46Lf+ZfozVPqnYofiwTvfZJ8m8KsL+vzumu1+zgfR3iS/58cVucwO6AYOkdGV2ldQcWslIop5lgmTKREDvdec/HlQaH1eyeF00qvOPtwaf+/9s46Lq5j/f9TS+9tb+XbaJvGXUkIIR7iBEtwC+7uHjxACMF1cbfg7rDKLruwuMOyuFvQXXZ3fn+kX5oSSGhvvu39vW7fr/3rnDPPmTPns3NmnnlmxuSUvNrxx2I7zp6/oK4rmYtUbBgQrx12qUbCajXYpg1btGGTFqzTYNSoL1WpzuKUZ3HKM1ilGazCBFpuvkp1qUZ9gaS0QFJaICnTyUqMBjW4EAdhVUNzrKeXrqmplJmZXETEUxwudmCgYGysxNZWy8vL+Pz5Y7a26jKyvGpqwgiElYGBlJOzZkqKBwoVZW2tQqO1FBR4hYaaQ1jXjvRBB+phIywuilo8s+VU1eUC5+x23zW99UTzCK/bFk6nby7rlYR9u1x96KUjOzihBo5pymnwlkSdFzL2WmEwIYRMJlNW74pj7EUKdNTy2yatcX2TxbjK5PjQU8UzTSlicNA/2/2mkx73JhOuo4+FqUUfIa+5kVpqFeb5redud18ieIKLNItw5jiUAWYIUwdhR3MwqUit1IffZ6h9aDUhlog8L7VDOvyUciTnLdPdN8x2yiDO4XqCI6oMpGKO3rP5mU1gT0MreTPZYjBhJpGRVAXjUEvBxXSvPFhO7IVzRWmdhPMWLvu47rIpqp+SkLlsaPHQCyGZVaaIJrOr6ShiGwxb+lxwGO+0qOT4Fw0Jum0p2l0Z2tQc7YF87dFi7Yly7Wmk1gxKaxat/rpCZxlj3J+n0ZamsIS0fF1qOVtsNV1oPZX/dDzPtjzRcqI9H8JaOgNX15AYF+9ga6toYiKFQJhXVcX19+fhcHHV1TEIhFVamkdero+gIJesLJ+vr6mtrXpPTzGE7S9faiFRARBWVSdb40MMJDRs2B9zjxddeuFwF7Dp/891fUzCuaxIhe+va4BD2o8V7s2UcXZnbf3xthQ4obvrlvR1SUlSS/+b0qDRlqUNzscVq0HYZx/NIa19ZZNvd5UBarux1OHGeF7YpJ3ufN5Rj2eTCdfRx+zYrI+g92AlkZxcZHPB1vmqS2cubry6EWeJRRlgu1Nrptsbq13xecr5Po99pganVhPiSCh2qZ3CIQe5nu7keHRQROPeSb5tHCrbhf0PycSdEI04cF71O2kD/mX6phpZozPM8DJ6SBlEFNHDyhjBpcwXL9yEnvDuucd7hE9QKqdchdim0jqi1Dqm1jSg1dh7SlKWP7kwtLuVTn01VPScgNAp8tYu9dMrDzSoCDQsDzRABhmiEIYohAEqRB0b4FMTRSW710twPPaSeFljg8eYoTBmKLQpGmuGqzAsFzotlGZa3BRUT8XG0GbzICRDWN0/mFtQ6O3srG5iIuXmppuf793fXwhhHY1WVVUVY2T0RFj49vHjB7q68paWKi0snkxOlS5NFWBDDPChRuZW9jtuy9laXXW0uQTOqIGTGukBZ+hVV+5IPwJHtb+7Ilud8AMTd1JIkR+c1vzkorGAUdhqUdBoNDmDq3qR3+VMXlIN+EJRf7Oth1X6e9pMpI50pj6GbYYJtqftdP6N+mNqaMqD16NMpzxBKtGSzTKAL2C2u5Ex24Y0K0+VSw0RCE1XTq92IiRKJSSYJDDfWg0aR0Kdk9yuEneR3+mwipXY0tIiqR6vaCzCJr5NwPNAdI1hGMqQTWRHASp7k5mr7WGEIWFQKaROjFPHqUauGLvcFuHsihMyKppNfVoNPU4NDVntuJgWogq5+6F/xOP8Su/WJjiaA8cL5juTO4vcK8ONy/y0ywN0UQgDVLABCmGACtVAuluirXHtcdBFJljwtCDenIgxwaOMsW9+ODNCjmaO6CUZTNRrwsuBMhdTdIh2bZp9LzH49WAGhHgI68fGy0pLA3x8DW1tlZ2d1WNjHTo6UphM0vQ0EokMnpgoJ5EinZzUIGzoqw4p89VCI/TrYkzcne0+4zTZckERnFcBJzVD3E6vELY+Uef7gsP2u+s6XNKSqOgLqQGHPrtouu2OW1AqcrUcaDSavAGXYjDw7gWK/kBR//4mC3CV7vZaI+Fd1HJDuFiT5M5vp3lvkwnX0cdI94g3n3eZVnm0SIwNh43nHa8ys+JsnXSvu14v7rywuWCLCU+HsCvLLBGfRHg7IZJQyq15anYJn4FxVbQQfHNwcWlB11bpgvTOkZmKGTrmlt4+fQcl5ubWGGdCiGpajC8m1rZW1PVNx+BgLHHxaWbsZTl5MWxHbEc1YzgbjqXV9pSLE7rl6gcUaijuDbX0oRw4nA3HCuB44WJ3CqXcuyrGoiJAp9xfGx2qgQm0x3k01jp0p6mn3j52K10znWhFRJui3/xQpijSU1KwDELm0hOSXTPWFoUOMEchtCv8dMp9tcp9dSbq3Eho+6w0ewirISTT6Pi2jpSYWEd7ByVzc9moKOva2vjFRTwCYZae4QaZRGKiVbm/DjrYoDLcqCnRKiAgcNt9O8BuBM7oWZpfXUSdvSsluoXTT1xTNSdBXlxNyMz01M/33Pc+dKlp/dXnRKPR5A1uKgUDxABQ8AeK+nc3+XZXaanD6vJ/019pA+Fgkp+EneZmLayjj+GuEV8B3+YoQp71qxfcbkGyQd53ffylAmpyajpwHc9vuBICi6bbGiPkEJ2VXW8nRBHK7qgebRxKCs4zUrQQXBXBxNTofXlOFde7zuUivC77OQQPTs5sahutpcXRnOSHicHfh3rtCo2xjM2IiPI/muD/g/vzvXrIvMIeIhxPhcNZvb3FgU01BZ24rt7S6YF81uq4+VAOHMuHE4X0/oypurCOQrtKL0eMDbYlBaKeN989dNNb3LvOtg5linpbH7U2tYZ3DaxFXRq9RlF2qehgXXSIHjrYABVkgEYY0LtcES8eR3qJzHe412U+6yUFL4znQkiCsLqnL7ekzD8wyMLaRkFFhW9qtnSsPa7cVwsdbFAZbpz8XEVX+KK1Ere1gyOnnNdXV5333FE3NTu7964kOGVxS4J3GXc1OUz76yuyWy6ayFlHst4ap6PRaDIGF9wzL0+uZD1FcEhr/e72aXMt1kB4x0ixHKTYJtift9N5sMmE6+hjqH04UMx/Za65l4SJ1IqeHXtdV1C3ML0AIeyu7va47VGuV1GoUeT9yHtm5DehTm++LyIhh27b/qRkIcp66xETsiKPPPr6ccgePs+9Z/h39vR1byZzVViX3Bgw2ggoBIBwBQEugJQPRlpBSSzwDxNOI02NdCPhWBoczYDDWXA4C45kweG3xPGmIpnOgXP5rPHC/goCxq6GZEFEWZQ9ZntkzWtda1u7qow3P6wZttK8UpRNONmqvDERYtwj0SHqb3ydFQH65GRTZr+rlcGdunKDYbxdibdWma8GKkiXmGjVVuYx0Rm/PFXIpOGmpkt6qLkry0hSsnW5nw4WoY0ONdIXu+6odNtV9Y7awxP2purKNqE7H3iAM+bgvBo4oXldTICB+XywcPue+6qfXTBsoQy9XQ40Gu2JwfmwIkEI+xxD7ktoXN3k212luRZrILJrpFAKNmol2Jz5t9ofkwOTnjyeDWG48md5wfIhq8dZLFakZlQEf3SlGSFJMjnWKPZtBcD/bZ+Khx29Z/fzGn3Ut5LPCe5WCL2gGs15TnRnbVP1ZjJXlKlUmQPgHJjvBGGeINgNDJABpANiLggPupNOYCZilrDk9ilqGRzNgKPpcDjrV2UM5sDRbDhagEKWOgSjLsiV73iA28eHF1Op4rpjbfXYvt2+FmOKebvyQJuiSU9JsUqxMhelKk0rsRY1SPfnyBANTIQRNsq4PEifinGc7nF3MH5EqXhaF2uK9DeujLGujLVEBuuV+WqV+2mhEfrEBMuWopdUQnBtugPKXx3tr1oW7hjm568jcqXYV4MUbR5rK6XFe8Jcgdvxpd9VFQRgNwTH9AXk7tKwpzAxbHvva35909olPP/tcqDRaIqG1/Tivogd3inn/pncpr1bqzTXYg2Et48UycB2swSbf699ujCz4Mbtlq9amCOf787tMdYzBiGkL9ELfQqDn/gNkWqaQqoCuYNw8WvjP3Ak1DmJ7Y+D9t6y2aViIfa2PgqQ2RdF9jYPpLYPZlyS3kNuJMFN0NOZ9yr0y8ockBf3SVbi/ewk3ty4Leh0EO0F4tPc5uhDrYMDHjkwtHg5v3KA0k6gD+bB0XQ4mg5HMuFkFmO8QNMVs+UB4ZBcM7cVRcqtX/LFIKdh13fCpGuy1YlWhGpz9Jr6o86mTodL017WpwXxGm1ZRAi3qkm2LjSSS5HgKXXQLlQXTOW/FXKGPfHchfhzF+MvXU3g4oq7e6PISqUy0hIZpIsK1EH5a1Z4qyK9FNC+SqVB5k0VESNjXW4+kcainMggXVyoUVWkaaG3hs2TK5oC5zxdnmo5xe7gefnzPYXqVzsiPU98cdrouqTENRm1us6R1XKg0WhKRlwaMcC7DzxxAwrav7t92kzGGIrsnOkKhzRiotNVO51/o33KWGGEqYaly6dXu+FjVEKDZILy3fODniBeXH1Z6V0CYU9Dcrkbt/vs6Np9BjBV5VzKhxNIFmp+NxUthVaPt3U13ZI6d0NvN6rHr5DsfVZgJ6WvC26OlvqI4mwFVIkJnfaayWQQcS8TohWiM6IjUbCsmZ5HXgwoWAkpXYlF0xHFjCTkTCW5o6edMDdQxOrOCg+s+JKnyiF+KAW/GF7GjEKy8sjLhM4pr+x5dr22XYLYMDM86S2J4C3w+Xr5fCceFrnUVYcutsVUMMYz2sKdwrftT/jhQOzPx1/9fLJw/7naR8INj0QbL98ncXBhTnBm7DgSvnV/uphATbwlLtywAmFSHGxXEOmd9iovOGsY2zH/mjHrHxBsJMKJDNLFhxlXhhvjI0wqw4wCjR4r3zvia6OeWYTlMwzf90DxJL8kOKN3RVrzeVjC4FvbOLyeey2lxa4T80nI0BaZl0Bee7Nvd5Vf9NEdAWmEf1cfEMLSoNJI0YjlsdaF0YY0hdQY4ZgMjVclBsUEa3ytd2WEaGiRb9E6qXAFqvYPIZwMz7HgVr5MqiOgq8ptPYzZ+PeclP1KJPiQbPyJu9Z7bj85/3ruA3tYjA6RSrPlervXuQsdwoZ+GJ0aEhSqHV5A9SuEqJZJBrMxizTnmQu986B/ETOmbK4qqk1OgXBWq4HOpMwuUuIwzPBySBkbhbCxoHYhuIR52ahjvxA21xpfZfaLPurt6o3uGxndMSBbkZGG2GlCEVwoTHtwp/jslSkf1x4ZhYG7gpOyKnC8itlaMiogMfZQbNbKglFX2KaoELNjX0lITFxpf0oppXeoqbB21rcYIspgNA5GY5le/gnmEpzYEIM0F4Uoa0lcqCE+3KQq0jTLTVlP8FxykAuEMLm08aK8h3VgVkff2gX6J6bGJHXZismWMytJ6l4/yGj+/vqjDmcgvGOkWBa2mybYnHbQe7jJhOvro7+x34P7ZVt65WBZPdoQW+tDYC619RXUovSwcSIJQTKI1+ttQoEhlt9QPIjA6KgF3zgm8O1xge/PSexgV9im5Xs/nmilnXJZOPjgWakfAqLd35+nhfmxlMgzBQmfxvrvmJlepyVbS3iRGgLSECAmSiisbDmDDKup83EYum8+I7VyfnCqO71qPqIcijt0c2g2NPaN41qHNfyGBe37DRFdGZW98Wh6RDkruHj5gGKtqBKOZIXBGiOrLAhpGqkPTzwoc2kk+k6SXcrhUBacykvgYCfKy0I4tBgfNPZAZExUdjEvZj4xaIhPfOi+8Ky7E4Td0842ydv2IixivdEwCb/ymkYh9iyEImFoKSOXzOqdgKiiHGvZm7hQIyflu2LXD7hpPCj11yZEmBCjTDNeKGk/5ijNSnxPgYyOD4lpn0A2282w0pXdfpDR+d366Goj6wvvGMyXhM36MU9PW6reptPpy0uLtOUPRJasrw8Wi5XxLCOMNxxlgMaaVNZ6VS30t3Sl1CSJvXK97dpNWr/38ab9wef7k3j4YeGAwxJBx0UCD/EH7UZR/CBcci4RZdf87ob4qb6hnvfnidKR+yrk0/EmUJj4aQ3ee81ZJpORGnOnGQkmmkGw+5b6tvaKFlZ0BQtRzIjCwgwSHJ4ZyK2Zj0FDSRcKm2pDLAbqBE1suY+8qEE8LFP95YNKAZueOPTyAr03GdX+LS8u0ZKAM8JUm+LVLytY3zFp8JrGe01RMsppU3lzgyWxV6+hObkWw3xHNLWbrj1AnbyQs/tQ6tbdSVv3pu06VHHmQpuwKOni9cT9B3NSycFoGIWFCZUwCccobWD0jTMZDBaEEFuaY6twBxti6KR6z1RJwEJNSF+YI/mZLD7ChBhlFm8vrczL1lRTuVGB9A9SHsrtNsv4MqTvG0lnYPlM+f0FuAqDsdJERtYSiuKCbBXv/YOSIQIbtRLt2MRvfGX85Lix1FF9sYOeVmKvp8c3srBh/NjU0BTiCSKULzRDMSNfvSBTPjOMPzxQIrChqGGjJL/0X4KPioYftMzh6Z7MD8Co8SN2m2Xc9ylXeWBy6Dj3trLKgg8+VWtDUlY0gGMAnQnwKOc1Z+deD8WHHB2qBTQqCHoBZiepEMKFZUgdYxE6WWl4RmjJSnAJzCBDGbf+c6r18Vio6DmyQ7Bibqkjv2ZKwWPwG16smGP7Ao1S3TWwR4ps5N6KKxtIjh54+RKfEdJVndiYF9GdWDyViJnNJr2OFZQpPcI2wSuOOXct/OcD0Td5IlSeRVmGkYI9cG7Pwrllw34+Hbf/TKahayKeFoFkFDewGnpZM7+Ni8KU5D6Vu4UONnihyZ2fGrtCpyWFeck/OIUwFSJEmFRFmnrp8DjoydA3CO/oG+jmVdhrkgs8OoC4/ac2LuofLEMI4Qp9GeGiosL9TyPBb21kdoSaHp+tMoYjCcNInepIbnIMT13sQ1L4bSe57QEuGwruffHrM6MzJYElkWqRIXIh0RrR2W65b/oyG1GOK2KX2imGOCIStt+hQGhuuSEKb/Q4eI9A0J4jkls4Hx9GEoo382AN5IiyVwCOAnQGIKCfrzk7O90bH3xgtB4sUkDQCzAx9pvYfAYTTs/DtkFWQy9L1av7glZ7dg1Dy39ouyCGSJnLqoVpNdA8euZ7AZx9wmQijnVJp03CiQBhd3wVw68U5jYsQ9hU0THjkQc9c2Hd8CzeVq/gENuEgGTOz8ey5JWKG2kRBBhdC/GjENMHQ4poaTk9yMIWYhercwTOLa3p8v8CtjTXQvpGRaCem+bDjPhfXAaYkhw1gYsRlqLV0ebFPlq6ghfQxeuPPHR0Nd2T3mZSAF60AhHrT577mGymGMmVBQZCP9TF8swjZedQCstYeQbFF8JR2BcEScqQrAlbrOB0Ei5G1Ez+7PLS74xPXoW+RJ+bnFuhfXjeVREq55zkdgH/PcIhB8URxwzSb8rHnpWMOKqRePmWxsEbYmc3GW5YXx1SkQrgGECtp4/XM31xwQdH6sHrjnX08TYOUb0PrXuW6NS40pbveCuRjQxcB6uiiVFQQ+fQID926E0lwrumHRwaREI3Lb4SRmHhKxLEUWA6GUbjYHQlzO+AmSbPio6cnZZTKTpwPPqJaUIdKxHHKK5jYFpYDb1w5DWcXYEfnC+7rj4ghKiiTJWHZ1Kc5cmxlj56vM9NVVZW1tk/u7656rrYl9Gk25hJBXHbLxFRa8tkXaL8zAP0DsFGczibx+pwXcErM8iGsMsVNpjAGk1IVIJ9/hAuEvPMLGSOLy2u/2o+5voO+RVZN5UPZdc7P40WO/boG07drY8D9ummXntNJ5Ao0WdlvhfT4h6f/PDuFSSce/l79ZEYcmiyBUy1gCBXMD7atJEd+8jeB08pE3MDEcXd2x5XLi3/EiVJZ7Bu6tZJuI6mECCfXf81LXLrAKylsMgUBqmLWdkGiV3MGgqjhsIkUmCKph1RRgKOkmtU5Qs1TRZYcNPBlr+ykT4ghKGe9k+fXMOFGeV7qqnxn+tua3w3ObkRxyX1VftIOIQtyo77/MPtN3PT7EQfJ/mdi3XWEA7CkRg6XmmyVLYzha8xnqcpUaApnrclTbK20NhN54SnteRGRj6mPrJL0yRMr0JITSl+fopnF5fEuVMi34t7niYORGQ2O4oEHWKX3yqlzz83/4HOLQnnXpayoT4mJ9rjAndOt4LpVoBw+2JyvG0jO8+iqVeN+lMILN3gqR+FMSvMX/7nmdjxn8Rrc4m9zQOTdy2HxG3XeSWrlGkZkpUVGCO1tRrKaEOLzZXEWt6jj7HhAR3xm3G2UpVhxk9lb+SlRL+bHF1ZcEnkk8h69izqA0GTLXGpAZu56egQRUNgh7/ewXRvXoQ5m6PcdnOJ7cbiey3lT1krnXuqyGateNr8ySFX44fjwxvGn39MfRSici4++cmpUEzKlV31qfjk1Li9p+lJ/m03zHdIRB6WiT3+KGDvcdGvLV7ovZuWyWTW1dXRaDQIIanSA50B4DgofQXw7+hjdLg20uermXYw3ghiA/fRlscTE1+1tLS8a/NZNPWacX88Fqr5T/4ggO4ZXhoYW/Z81bdLiMDztGuFSRmc7Dyk0ByaM/Ru2lXyFNRxbFdnniihT3Mizawhi7WytLQ4PjHR2t5dVFrp6o53fjHV+QF333v0ASEMdrN2VOSqjrHw1uVzs1qn7VmBzbkiBpxqgCMRPNT8vKA0dc0Fi4vz9c1Eal/7muNtDdgYX+MwN40YP9PMeA90UUJnS83k2NDM1Pj05NjU5OjM9AcGSj+mPopQuecldwgE7uay3qliJfbmYGJO9GneH7nMf5KNPRlQqWafLHHy0dbskpQ1aT3c3b/77rvMzCwIIQHlhMsGcBwUJwEC2nXNlf1UVIzfZ8s9oI8EshI4MejCTz/7kpOTc3JyrVvpTf3xCs96Gj3+NQ/mBz7MbjH8QbmWR3Z9/vnLuWS6cdjg9/xYytD7fAApAiLECzenH0kVH78QfeFatoRc1MkLkYdOxx45m3KELW/vqbw9JxMv3pzuet+I4/v1gS7OMha/jAkxiLYWN1Pkf7c1U4HNuS4NnMnAngDuqXxBImPfHKfRliuJJb5hdvck9nFJfn1XcntBefJ7svEH+Nj6kN4uHn7kjs1PT4z56PRfwqyzSlJO8OwUsD++xKoeWii+rLdVSOPu0luemdHR0Z9++mnXrl0kUjWEEFVqTsgDcAKUvAIE9Is1d6F2lcQFAOYAqC8FaTEcs7Oj3A/5AAA5OTlrrrSPol417qOODw1OUp4lTmr4TxqHz3hkLUZVMKOQTKdXC3ulG57FUNbtcaySeIenmoNrWkim4dqDopMc+PPXm8Uk28WlOm/y9vGLzTx3GNPVzfn5eI1v4HuMvF8fvd3temJXin21khylLZT46bS14elF5Wm3FD5J6GIPrj15VfJTv+BnEfGeGqZCEqqXr4p8eU8dqIcCmwog4QzkdK8t/v45R+/hY+ojtyyDW+cEjoJ4liAjpHVrfv7XCbqJ2dGneLc/jRNxQ0vxPt/LLrivrfvXfkd7e/u3337Lzf3LoCKq2LwqH8BxUJIMqjBr9dHVlpMeDuAwQGeA/HRBCKGUlAwAIC1t7XoTjlHUq0b97UPD/RN9CZiVyAqYhFsZmOojdoxGVEDNgLF/cldm4zZ0Db0h/iJX/UMBGiZ9xtVh+J7wuLQinCLBroqxByIzRsYQ9jCrsooPsWEd3tenWPV/rKuP0aF+PbGrBd7qKc6yFkoCtOW1XpDs4jh+rX8tM/ET88UPdT67JvUprxEQtgGy3sA0D5QOyvbRAkP6vjHJAecfftrZs2GH7g/wMfVRjM0X0r+0wqqPLbKVNOCm0X/zP3Dyszz86KvHAft4XPbdlWMfHf91fJLFYnFxcW3ZsiUiIhJCSEA6Y7MAHAflqeu0T+tIQcXJAI6A0leAiLFNTMr+/PPPjx492tfXt+bKN9+XyIqViHJ6LBpGImFaFR3C7r6JwaAiJqKI9vApda9kVVPP/EZPxGQw4s9fb5KQhLBjKStyjEdsUkyOnhExF+nTd0+w97HEaKBbq5Za0vYDXdnvm4KKKcmxkb+NDTF8ocH9rj76KB26opeLfTQT7KUtlAXeDa7LLIh5oPk5dlgLO6bmiPvUHgMQzbsR3f/j2QletoCGWXsIqyOou574AG6pAxNTI/Dj8TH10TdEPcu/W9qV46bmPmMXjTVnl5YXlc3F2WW3scttM3JRe/vUzMyMlJTUt99+a2JiCiEkVXog0wEcB7gsgC23XWMnP02KVAhW+kFO3Jd9lMySEvTWrVsrK9dxTr9pn0aUs15mLIo86xF7Pir9clLNb9A6djykZCUWzUIUMzj0+vnMG5jM9b8xzJWV+Mu3Gq7df21u1ikiSeLgwrNdQR69UHSaaqElAAALbUlEQVT4fObRc0n7ToRu3Ru27wTe+QVt9n27or9fH5Xl+SYSV3EhhhFWoqYKfO8mL0FmXJMCjkTwshW4NYMwyo8QkruWXr5oBS+bgW/j984Fe0TswVXhrzML/vhkzHX5mPpgsVhRaYiLYgeFdW63dK7TaZycmbB00zV31Rwa7V89ODU1JSIiEhsb29raOjIyAiGsrw4pSQZwDFQXAlSx8RojkX5HqEQw1wXiA7cuzvc2N7exs7Njsdh3b/em/kgnsnQR45/fLL1tUMdv2cClV/fD46rL+p1u6QsVzUvxyKEfxckFVevvaU6fm0/gvNHIcXvk1qPUvSeiz1/JlpTLk1fF2j9vz8gZwBMn2zrmhz78f817FWUjz7WRPqL8XRwUuGpiLLx1+Vwt1+m/9A9S7ojtfOIOXKqBCxl41n1T2++eWqWgHg3EHMENeXBJ6At1Yz5UZe4Hc/J7+fjrn1L7u2de/47FTLy9vX18fN4+0tqQkBYG4DBorACZibxM5q8uxcnxtmjfrdOtYLgOhPv8TKctQgjJZLKoqOjw8PAay3aRvcLPul8vUb0ye7cK4Jbpv1QSFbXTlzRrjii29Y93Qdh636pL13f93sfy7Oskjhu95oYzHs5p+0/Vh8ds/rneJjsp3E7hFi7U6F19zE5PGslwR1qJ48KMrJ5cK0yPW9dCUUXKHcmdDzW/5Df4jE9/y33Vz68I/eO6wA59a9GUrHByw8dfq+cNf/H6uAMDk7y8fO3tv+m49/VUxAV+udANRuoAwu2fc7O/VjbYMuuChE9YQwCbBfLSZFaP29nZRUSsXUTFLrJXzLl7bqnXL5u6TQC3sPzrd31wfPmAZJVFZHc15bWS1yiHevUyfZ2Q+vmRsfQbd+fbC+FsdQ7H9fb0zc7MWENWQugz5buECJPn6g+ykyPfPhUd+MJAmAOF0C/00VDhOdvZUreRkaGR3uTMUI8gq5TsiHJMDrWvc37jefcfi79SH3X1pb6+bF9/84/h4d90IhYXJxNCz1CJgDEEUkI/raxweHN8dKgm3Ht3BxYs94D4gM97Kb9OHA8Pj2Y7vy+v0Iv11lt+833JIDJ1EVO7hDHzS79xjMu6NJ9Wp4aXQ82Ayd2iuNcL67jN5waH4s9epurpTDvapB2/0FVU+seeNDbQ1VHpFjHK1FX9gbW2ZEN1JbWzta4KjXCzVuI5k+goQ4619NPnc9x4CPev4i/TR0/P5HPnw3OTQOHxlvRM1Jqz+WlyuJxP4DRow4AA138UZipWFBqGef1cmgLgBGguB0nhl1dWfh1ytLV197YDbbWfp6b9Ou1s1X+qHTT9ozBm9XgjZV7Pu32nMN4hjppLpj2yHxK0aVx3Rs786Ggi+9XWS/eG7wmlHTvfVVjyxx423NPBUfFWVaRpnqeao/IdDf5zyg9P6wlxPFO6neqiQIw0K/XX0RfmQBdn/TH7/3f8Zfooq2i20f8MjgIq9hMlFfbCIkxYWFhmZuabs32U8gTEF9OtAE6A3mpAyAP4XNCKBqwRsEAF6RGfkgleDAYLi8XS6SsYbJOC7N5FEoBdQEX58uot3ugjqRJqBY5/x4NOR495p/SfV63eKYQ/qNBpFT0AYfvgJPW4SpdLXO+6mVyamUm+eLPtJs8wv3jGkXOtr/7gkp4JIZ528lz4MCNChCk2xLDQWyPfU73YVwsbYkiMMsWHm7hp3LdSE95oEPUv5K/RR0Nj23Wux9pPPoVdAC6DwSFw5cq3mppGtbW/LMvMZNKzkoVLkwFjEMAZAKcAnARwBjAGQUUaSAy7zGQu0WgrOjp6QkKimto/9fcB2A9oVeDBncNFJb+MxazWH6bhE//ixe4QrT2t2i5gP2AQMuWTS0vCrVDHx5wS2g9IkroG13exrywtxXPebLh6b4xbJPXHo7jnL5emp+eGR+aGR2b7B8Yam/rQ2N4yJOMdj9Ya2hpqNATOR1iK4kKNiFFmhAgTfIQJIdKUGGWGDTVCmAoq8bI1bhw/9hfyF+hjeXklIOCerzs4fwZQawGEoK8P+PmuHbSbnaZE+x8oSQJD9WC+G9B6wVgTKEkGUYEHxkfr/tfUclJSvq/vPyEEkAXKEsCx458oKf+AxZVBCB2jqNeMByLKmUFFdNe0eY+spaAiWvfoUM/4SGQFMxrF0vCf+PZxbXje4HtyG8PJVX3x1qKXK17uSdiPh6KOno3aezJ678moQ2eiDpxM2nsyccehPGlF2usPNBUz4xAagpedlG6nOsuX+GmjEPoFXuopTnK28jd1RK6iCtP/jRL9P+Qv0MfUzGg77hs4DjSfgGOngL3DFiWli21t6wwxT0+256eJxQXtTA3/V3bMV7EB/5OTKjw92bnmMjs7ncSEz0rLwdGTIPI5gPMgK00CQmgXSb1sQB2cGmwdHAovY4aWMqOR9Kn5vsn5/oACmvTL0e8F6xyiet6f22J1PeTlWxB2rrSVdNzia7/BQ5GR71FS7rjF13GTd9zFdgjx4tXBk5T8dULt10DtbPG219cWuWokdtlM8oqB2BU98esvrTT7KGvHXf9z+Av00dbeTC35BnaBxUkgr7jNzS2k/52lqt5mZppK7SrraE4fG6lf94LZ2SV3d29e3gcqamChG8Bm0FYpBCGMKhg9qthCGekanhkMLWWElTEQRSvWcdMiLoPHlNr3S1aF5ryv5ngDtaQ8Yc/RYU/H+eeOE/ySE4LSrLYSOF87Kas89kAEtpZA2JXDxtH0Tu96I8aGBzAlOYUZcS11pKmJ98Vr/ifwF+jDxdXc+ymYbQMQgsYmu49ldmRksL3zewgBrAWWukdb2wbpTHjfuO68DoXfvu+SQe8Zje79cm17xYnXdGrdEvv7Rje1aCSDRsuRUszafrDx4u2eB4J9DwRnA9zmk4OHBaV67z0eUtdoUVVO2HusD4n5sK3/D/lT9cFiwbi4oJqaHTU1Oy3MT9jaXp2envpwsk1TUeEUHPx5sM93BQWgsNhkdma+f2zZLpKq69PpFNPjldIfmDlAbPlA9Nq7LIyOocyfRh5ji99/MvMIW97hc3mHz+WduJB+lO3VnhPhuw5We/oxln/3mnH/X/Cn6mNmZoWHZzeEAMKwgIBXMTF/0B25EUtLNGlptcbmcghPolBf2Nk9+4jG54eHB/FVzfFJ9ZGx9VFxdRExrakZg/iqmZ6PvM/JfxR/qj5WVqCk5IW42H/295PNze16e9f3Ovw7IBDhGEzt0vILLy9gaWn20e3/t/Fnf19yc69zc3916dI1Z+e1E58+Cl1dXXx8j+/dZ+fl/YxKXX+s6282z5+qj+lpmpPTj11dZw0MNBMS1oagfixUVAxfJat3dHwRFWXzf3SL/x7+VH0wINTRVbp5czcPHy+1v//DCf4QMTHJsrKX5OW/CA7e7HKrf7MRf5I+pqenrSws9HV0srPz3D0CBO7d11RS0rWwoHzUJkh3b29USkpYTNSNG3efPfNNSE2NTE5uatpwAtXffJA/SR/46moJDo64n38WPHtWUUtLXVT0+TffxG7frvjw4eJH2kqG0t//6MwZ03/9S2X7dkcHBzMrK5V9+0y//15VVfWj2P/v5E/Sx+jEhL6CgquMjK+Hx/0HDw4fOybDxha6c+fDfftaKR9nN90X7u6Ou3fn79/Pc/Ag+6VL3AICJtzcVrt2GRkZfRT7/538ee2P8cnJBQYDQigoKMjJyYkmENSMjHT09BbmNwwf/12Eh4XdPndOT0fHLyTk66+/LigoWGQwssrKKB9Jf/+d/Nn+dV9fX0VFRXFxcScnp49ufHp+fnZ+XlFR8fLly0+fPm1t23Bq7t9skj9VH0wmE4/HY7FYKpWKw+E2uYry76K9vT0hIaGioiIpKamqqurDCf7mvfzF8cl/8x/O3/r4m/fxtz7+5n38P6QLYAUBLpfwAAAAAElFTkSuQmCC" /> <img alt="" src="data:image/png;base64,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" /> <img alt="" src="data:image/png;base64,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" />&nbsp;&nbsp;&nbsp; <img alt="" src="data:image/png;base64,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" /> <img width="235" height="92" alt="" src="data:image/png;base64,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" />&nbsp; <img width="209" height="88" alt="" src="data:image/png;base64,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" />&nbsp; <img alt="" src="data:image/png;base64,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" /></p>
<p class="MsoNormal"><font face="Arial"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;"><strong><font size="2" face="Verdana" color="#3366FF">Gyere alkoss, oszd meg az &aacute;lmodat vel&uuml;nk &eacute;s NYERD meg szuper aj&aacute;nd&eacute;kainkat!</font></strong></span></font></p>
<p class="MsoNormal"><font face="Arial"><span style="font-size: 12pt; line-height: 115%; font-family: &quot;Times New Roman&quot;,&quot;serif&quot;;"><span style="mso-spacerun:yes">&nbsp;</span><span style=""><span style="mso-spacerun:yes">&nbsp;&nbsp;&nbsp;&nbsp;</span><span style="mso-spacerun:yes">&nbsp; </span></span></span></font><font face="Arial"><span style="font-size:12.0pt;<br />
line-height:115%;font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;mso-fareast-font-family:<br />
&quot;Times New Roman&quot;;mso-fareast-language:HU&#8221;><span style="mso-no-proof:yes"><span style="mso-spacerun:yes">&nbsp;&nbsp;&nbsp;</span><span style="mso-spacerun:yes">&nbsp;&nbsp;</span></span></span><span style="font-family:&quot;Century Gothic&quot;,&quot;sans-serif&quot;;<br />
mso-fareast-font-family:&quot;Times New Roman&quot;;mso-fareast-language:HU;mso-no-proof:<br />
yes&#8221;><span style="mso-spacerun:yes"> <br />
</span></span></font></p>
<p class="MsoNormal"><font face="Arial"><span style="font-size:12.0pt;line-height:115%;font-family:<br />
&quot;Times New Roman&quot;,&quot;serif&quot;;mso-fareast-font-family:&quot;Times New Roman&quot;;mso-fareast-language:<br />
HU;mso-no-proof:yes&#8221;><span style="mso-spacerun:yes">&nbsp; </span></span><span style="font-size:12.0pt;<br />
line-height:115%;font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;mso-fareast-font-family:<br />
&quot;Times New Roman&quot;;mso-fareast-language:HU&#8221;><span style="mso-spacerun:yes">&nbsp;&nbsp;</span><span style="mso-spacerun:yes">&nbsp;</span><span style="mso-no-proof:yes"><span style="mso-spacerun:yes"> <br />
</span></span></span></font></p>
<p class="MsoNormal"><font face="Arial"><span style="font-size:12.0pt;line-height:115%;font-family:<br />
&quot;Times New Roman&quot;,&quot;serif&quot;;mso-fareast-font-family:&quot;Times New Roman&quot;;mso-fareast-language:<br />
HU;mso-no-proof:yes&#8221;><span style="mso-spacerun:yes">&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="font-size:12.0pt;line-height:115%;font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;<br />
mso-fareast-font-family:&quot;Times New Roman&quot;;mso-fareast-language:HU&#8221;></p>
<p></span></font></p>
<p class="MsoNormal"><font face="Arial">&nbsp;</font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/gyermeknapi-rajzpalyazat-a-kolyokbirodalommal-mi-leszek-ha-nagy-leszek-kozel-20-partneri-felajanlas-tobb-mint-200-ezer-ft-osszdijazasu-palyazat/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Gyereknap az Orczy Kalandparkban 2012. május 27.</title>
		<link>http://www.kolyokbirodalom.hu/gyereknap-az-orczy-kalandparkban-2012-majus-27/</link>
		<comments>http://www.kolyokbirodalom.hu/gyereknap-az-orczy-kalandparkban-2012-majus-27/#comments</comments>
		<pubDate>Thu, 10 May 2012 10:48:15 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[GYERMEKNAPI PROGRAMOK]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5156</guid>
		<description><![CDATA[[ 2012/05/27; ] 
M&#225;jus 27. Gyereknap az Orczy Kalandparkban
Ezen a napon minden gyerkőc &#233;s felnőtt &#8222;gyerek&#8221; aj&#225;nd&#233;kot kap
Programjaink:
- m&#233;hecske 
- Lufi hajtogat&#243; boh&#243;c 
- arcfest&#233;s 
- T&#225;rsasj&#225;t&#233;k- j&#225;tsz&#243;sarok (t&#225;rsasj&#225;t&#233;k verseny)
- kreat&#237;v asztal
- j&#225;tsz&#243;h&#225;z a legkisebbeknek (vend&#233;g&#252;nk a Gr&#252;bedli j&#225;tsz&#243;h&#225;z)
- aj&#225;nd&#233;k minden gyerkőcnek- &#233;s felnőtt gyereknek Playmobil figura, k&#225;rtya, &#160;Zieglerostya
- trambulin
- tombola
&#160;
P&#252;nk&#246;sdkor is szeretettel v&#225;runk az Orczy Kalandparkban!
&#160;
www.orczykalandpark.hu
+36-20&#160;236 1214]]></description>
			<content:encoded><![CDATA[<p><!--[if gte mso 9]><xml><br />
<o:OfficeDocumentSettings><br />
<o:AllowPNG /><br />
</o:OfficeDocumentSettings><br />
</xml><![endif]--><!--[if gte mso 9]><xml><br />
<w:WordDocument><br />
<w:View>Normal</w:View><br />
<w:Zoom>0</w:Zoom><br />
<w:TrackMoves /><br />
<w:TrackFormatting /><br />
<w:HyphenationZone>21</w:HyphenationZone><br />
<w:PunctuationKerning /><br />
<w:ValidateAgainstSchemas /><br />
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid><br />
<w:IgnoreMixedContent>false</w:IgnoreMixedContent><br />
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText><br />
<w:DoNotPromoteQF /><br />
<w:LidThemeOther>HU</w:LidThemeOther><br />
<w:LidThemeAsian>X-NONE</w:LidThemeAsian><br />
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript><br />
<w:Compatibility><br />
<w:BreakWrappedTables /><br />
<w:SnapToGridInCell /><br />
<w:WrapTextWithPunct /><br />
<w:UseAsianBreakRules /><br />
<w:DontGrowAutofit /><br />
<w:SplitPgBreakAndParaMark /><br />
<w:DontVertAlignCellWithSp /><br />
<w:DontBreakConstrainedForcedTables /><br />
<w:DontVertAlignInTxbx /><br />
<w:Word11KerningPairs /><br />
<w:CachedColBalance /><br />
</w:Compatibility><br />
<m:mathPr><br />
<m:mathFont m:val="Cambria Math" /><br />
<m:brkBin m:val="before" /><br />
<m:brkBinSub m:val="&#45;-" /><br />
<m:smallFrac m:val="off" /><br />
<m:dispDef /><br />
<m:lMargin m:val="0" /><br />
<m:rMargin m:val="0" /><br />
<m:defJc m:val="centerGroup" /><br />
<m:wrapIndent m:val="1440" /><br />
<m:intLim m:val="subSup" /><br />
<m:naryLim m:val="undOvr" /><br />
</m:mathPr></w:WordDocument><br />
</xml><![endif]--><!--[if gte mso 9]><xml><br />
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"<br />
DefSemiHidden=&#8221;true&#8221; DefQFormat=&#8221;false&#8221; DefPriority=&#8221;99&#8243;<br />
LatentStyleCount=&#8221;267&#8243;><br />
<w:LsdException Locked="false" Priority="0" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Normal&#8221; /><br />
<w:LsdException Locked="false" Priority="9" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;heading 1&#8243; /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8" /><br />
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 1" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 2" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 3" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 4" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 5" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 6" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 7" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 8" /><br />
<w:LsdException Locked="false" Priority="39" Name="toc 9" /><br />
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption" /><br />
<w:LsdException Locked="false" Priority="10" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Title&#8221; /><br />
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font" /><br />
<w:LsdException Locked="false" Priority="11" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtitle&#8221; /><br />
<w:LsdException Locked="false" Priority="22" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Strong&#8221; /><br />
<w:LsdException Locked="false" Priority="20" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="59" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Table Grid&#8221; /><br />
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text" /><br />
<w:LsdException Locked="false" Priority="1" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;No Spacing&#8221; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading&#8221; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List&#8221; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid&#8221; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List&#8221; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading&#8221; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List&#8221; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid&#8221; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision" /><br />
<w:LsdException Locked="false" Priority="34" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;List Paragraph&#8221; /><br />
<w:LsdException Locked="false" Priority="29" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Quote&#8221; /><br />
<w:LsdException Locked="false" Priority="30" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Quote&#8221; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 1&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 2&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 3&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 4&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 5&#8243; /><br />
<w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Shading Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Light Grid Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Shading 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium List 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 1 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 2 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Medium Grid 3 Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Dark List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Shading Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful List Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; Name=&#8221;Colorful Grid Accent 6&#8243; /><br />
<w:LsdException Locked="false" Priority="19" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtle Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="21" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Emphasis&#8221; /><br />
<w:LsdException Locked="false" Priority="31" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Subtle Reference&#8221; /><br />
<w:LsdException Locked="false" Priority="32" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Intense Reference&#8221; /><br />
<w:LsdException Locked="false" Priority="33" SemiHidden="false"<br />
UnhideWhenUsed=&#8221;false&#8221; QFormat=&#8221;true&#8221; Name=&#8221;Book Title&#8221; /><br />
<w:LsdException Locked="false" Priority="37" Name="Bibliography" /><br />
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading" /><br />
</w:LatentStyles><br />
</xml><![endif]--><!--[if gte mso 10]></p>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Normál táblázat";
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:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<p><![endif]--></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">M&aacute;jus 27. Gyereknap az Orczy Kalandparkban</span></strong></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">Ezen a napon minden gyerkőc &eacute;s felnőtt &bdquo;gyerek&rdquo; aj&aacute;nd&eacute;kot kap</span></strong></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">Programjaink:</span></strong></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- m&eacute;hecske </span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- Lufi hajtogat&oacute; boh&oacute;c </span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- arcfest&eacute;s </span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- T&aacute;rsasj&aacute;t&eacute;k- j&aacute;tsz&oacute;sarok (t&aacute;rsasj&aacute;t&eacute;k verseny)</span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- kreat&iacute;v asztal</span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- j&aacute;tsz&oacute;h&aacute;z a legkisebbeknek (vend&eacute;g&uuml;nk a Gr&uuml;bedli j&aacute;tsz&oacute;h&aacute;z)</span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- aj&aacute;nd&eacute;k minden gyerkőcnek- &eacute;s felnőtt gyereknek Playmobil figura, k&aacute;rtya, <span style="mso-spacerun:yes">&nbsp;</span>Zieglerostya</span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">- trambulin</span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;<br />
font-family:&quot;Georgia&quot;,&quot;serif&quot;&#8221;>- tombola</span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">&nbsp;</span></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">P&uuml;nk&ouml;sdkor is szeretettel v&aacute;runk az Orczy Kalandparkban!</span></strong></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">&nbsp;</span></strong></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><a href="http://www.orczykalandpark.hu"><strong style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family:<br />
&quot;Georgia&quot;,&quot;serif&quot;&#8221;>www.orczykalandpark.hu</span></strong></a></font></p>
<p class="MsoNoSpacing"><font size="2" face="Verdana" color="#3366FF"><strong style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;font-family:&quot;Georgia&quot;,&quot;serif&quot;">+36-20&nbsp;236 1214</span></strong></font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/gyereknap-az-orczy-kalandparkban-2012-majus-27/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Mi Micsoda és az ELTE Füvészkert közös programja 2012. május 19.</title>
		<link>http://www.kolyokbirodalom.hu/mi-micsoda-es-az-elte-fuveszkert-kozos-programja-2012-majus-19/</link>
		<comments>http://www.kolyokbirodalom.hu/mi-micsoda-es-az-elte-fuveszkert-kozos-programja-2012-majus-19/#comments</comments>
		<pubDate>Mon, 07 May 2012 14:12:46 +0000</pubDate>
		<dc:creator>boszimama</dc:creator>
				<category><![CDATA[CSALÁDI PROGRAMOK]]></category>
		<category><![CDATA[Vegyes]]></category>

		<guid isPermaLink="false">http://www.kolyokbirodalom.hu/?p=5148</guid>
		<description><![CDATA[[ 2012/05/19; ] AZ ELTE F&#220;V&#201;SZKERT &#201;S A MI MICSODAKLUB 2012. M&#193;JUS 19-&#201;N (SZOMBATON) A F&#220;V&#201;SZKERTBEN (BP. VIII. ILL&#201;S U. 25.)
a Biol&#243;giai sokf&#233;les&#233;g Napja alkalm&#225;b&#243;l k&#252;l&#246;nleges programokkal v&#225;rja l&#225;togat&#243;it. 
10.00 &#243;r&#225;t&#243;l j&#225;t&#233;kos vet&#233;lkedő &#225;llatokr&#243;l &#233;s n&#246;v&#233;nyekről (folyamatosan): n&#246;v&#233;nyfelismer&#233;si verseny minden koroszt&#225;ly sz&#225;m&#225;ra

Eredm&#233;nyhirdet&#233;sek: 10.30-t&#243;l 11 &#243;r&#225;ig &#233;s d&#233;lut&#225;n 15.30-t&#243;l 16.00-ig.

Nyerem&#233;ny: aj&#225;nd&#233;k n&#246;v&#233;ny, melynek nevelget&#233;se &#250;jabb &#233;lm&#233;ny lehet otthon is!
K&#233;zműves [...]]]></description>
			<content:encoded><![CDATA[<p><font size="2" face="Verdana" color="#3366FF">AZ ELTE F&Uuml;V&Eacute;SZKERT &Eacute;S A MI MICSODAKLUB 2012. M&Aacute;JUS 19-&Eacute;N (SZOMBATON) A F&Uuml;V&Eacute;SZKERTBEN (BP. VIII. ILL&Eacute;S U. 25.)<br />
a Biol&oacute;giai sokf&eacute;les&eacute;g Napja alkalm&aacute;b&oacute;l k&uuml;l&ouml;nleges programokkal v&aacute;rja l&aacute;togat&oacute;it. </font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>10.00 &oacute;r&aacute;t&oacute;l j&aacute;t&eacute;kos vet&eacute;lkedő &aacute;llatokr&oacute;l &eacute;s n&ouml;v&eacute;nyekről</strong> (folyamatosan): n&ouml;v&eacute;nyfelismer&eacute;si verseny minden koroszt&aacute;ly sz&aacute;m&aacute;ra<br />
</font></p>
<p><strong><font size="2" face="Verdana" color="#3366FF">Eredm&eacute;nyhirdet&eacute;sek: 10.30-t&oacute;l 11 &oacute;r&aacute;ig &eacute;s d&eacute;lut&aacute;n 15.30-t&oacute;l 16.00-ig.<br />
</font></strong></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>Nyerem&eacute;ny:</strong> aj&aacute;nd&eacute;k n&ouml;v&eacute;ny, melynek nevelget&eacute;se &uacute;jabb &eacute;lm&eacute;ny lehet otthon is!</font></p>
<p><font size="2" face="Verdana" color="#3366FF">K&eacute;zműves foglalkoz&aacute;sok (folyamatosan): a gyerekek hajtogathatnak pap&iacute;rb&oacute;l &aacute;llatokat &eacute;s n&ouml;v&eacute;nyeket, k&eacute;sz&iacute;thetnek sz&eacute;lforg&oacute;t vagy a legkisebbek &aacute;llat- &eacute;s n&ouml;v&eacute;nyfigur&aacute;s matric&aacute;kat.</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>10.00-11.00</strong>: Ter&aacute;pi&aacute;skutya-bemutat&oacute; (KalanDOG) &ndash; Miben seg&iacute;tenek a kuty&aacute;k az embereknek? J&aacute;t&eacute;kok a k&eacute;pzett &aacute;llatokkal. (Egy foglalkoz&aacute;son maximum 18 gyerek vehet r&eacute;szt. K&eacute;t foglalkoz&aacute;st tartunk egym&aacute;s ut&aacute;n.)</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>11.00-15.00</strong>: a LOGIKO-P j&aacute;tsz&oacute;h&aacute;za &ndash; ingyenesen kipr&oacute;b&aacute;lhat&oacute; egy- &eacute;s k&eacute;tszem&eacute;lyes k&eacute;pess&eacute;gfejlesztő j&aacute;t&eacute;kok, t&aacute;rsasj&aacute;t&eacute;kok, &ouml;rd&ouml;glakatok</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>11.00-12.00</strong> &eacute;s <strong>13.00-16.00</strong> k&ouml;z&ouml;tt: Mi MICSODA kv&iacute;zj&aacute;t&eacute;kok (&Eacute;ghajlat, ősmaradv&aacute;nyok)</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>13:30-14:30</strong> H&uuml;llőbemutat&oacute;</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><strong>14.30 &oacute;r&aacute;t&oacute;l</strong> k&uuml;l&ouml;nleges szakvezet&eacute;s a meg&uacute;jult kertben: Mes&eacute;s n&ouml;v&eacute;nyek &ndash; n&ouml;v&eacute;nymes&eacute;k</font></p>
<p><font size="2" face="Verdana" color="#3366FF">Gipszminta-&ouml;nt&eacute;s (folyamatosan): K&eacute;sz&iacute;ts saj&aacute;t din&oacute;l&aacute;bnyomot &eacute;s ősi n&ouml;v&eacute;nylenyomatokat!</font></p>
<p><font size="2" face="Verdana" color="#3366FF">K&ouml;nyv&aacute;rus&iacute;t&aacute;s 10-16 &oacute;ra k&ouml;z&ouml;tt<br />
A Mi MICSODA k&ouml;nyvek a helysz&iacute;nen 30% engedm&eacute;nnyel kaphat&oacute;k!</font></p>
<p><font size="2" face="Verdana" color="#3366FF"><br />
www.mimicsoda.hu</font></p>
<p><font size="2" face="Verdana" color="#3366FF">A program eső eset&eacute;n elmarad! &Eacute;rdeklődni a 20/3355-271-es telefonsz&aacute;mon lehet.<br />
</font></p>
]]></content:encoded>
			<wfw:commentRss>http://www.kolyokbirodalom.hu/mi-micsoda-es-az-elte-fuveszkert-kozos-programja-2012-majus-19/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>

