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      <title>In Beweging 2016 by Kim Wintermans</title>
      <link>https://padlet.com/KiWi0501/sibosnl79vy9</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2016-02-04 13:13:09 UTC</pubDate>
      <lastBuildDate>2024-11-17 18:10:13 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
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      <item>
         <title>Theorie Kunstvakken 2</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/93169391</link>
         <description><![CDATA[<div>Drop hier vragen en info die te maken hebben met het thema "In Beweging".<br>Zet in de titel je naam. Daaronder je info of je link, of je vraag etc.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-02-04 13:13:26 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/93169391</guid>
      </item>
      <item>
         <title>STRoeF? GyM! CHiLL VaK!</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/93170897</link>
         <description><![CDATA[<div><br><strong>Structuur<br>Textuur<br>Ruimte<br>(Formaat)<br>Geluid<br>(Materiaal)<br>Compositie/ordening<br>Hanteringswijze<br>Licht<br>Lijn<br>Vorm<br>Kleur<br></strong><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-02-04 13:19:20 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/93170897</guid>
      </item>
      <item>
         <title>Boeren Krijgen Geen Lekker Als Geiten Sikken Hebben</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/93181211</link>
         <description><![CDATA[<div><br><strong>B</strong>likrichting<br><strong>K</strong>leding<br><strong>G</strong>ezichtsuitdrukking<br><strong>L</strong>andschap<br><strong>A</strong>ttribuut/Accessoires<br><strong>G</strong>ebaar<br><strong>S</strong>ymbool<br><strong>H</strong>ouding<br>( en bijv. ook nog: Haardracht, Bouw van een persoon, Dieren, Planten, etc.)<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-02-04 13:52:56 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/93181211</guid>
      </item>
      <item>
         <title>Kim</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95024112</link>
         <description><![CDATA[<div><strong>Arne Quinze</strong><br>Ook hier nog een filmpje van de brug, meningen van mensen en een artikel.<br>Lezen en kijken!<br><br><br></div>]]></description>
         <enclosure url="http://www.nieuwsblad.be/cnt/dmf20141012_01316421" />
         <pubDate>2016-02-14 18:11:35 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95024112</guid>
      </item>
      <item>
         <title>Kim</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95024503</link>
         <description><![CDATA[<div><strong>Arne Quinze</strong><br>Hier nog veel foto's van de brug!<br>Vergelijk het figuur met de originele Nike van Samothrace</div>]]></description>
         <enclosure url="http://www.gva.be/cnt/dmf20141012_01316449/kunstbrug-arne-quinze-officieel-ingehuldigd-in-de-schorre" />
         <pubDate>2016-02-14 18:18:52 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95024503</guid>
      </item>
      <item>
         <title>Kim</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95025019</link>
         <description><![CDATA[<div><strong>Godin Niké</strong><br>De betekenis van de godin Niké.<br>Heel kort gezegd is ze de godin van de overwinning, of een eindstrijd of zoiets dergelijks.</div>]]></description>
         <enclosure url="https://nl.wikipedia.org/wiki/Nik%C3%A8" />
         <pubDate>2016-02-14 18:26:50 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95025019</guid>
      </item>
      <item>
         <title>Kim</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95025201</link>
         <description><![CDATA[<div><strong>Niké van Samothrace</strong><br>Vergelijk deze Niké van Samothrace met de Nike van Samotrake van de brug van Arne Quinze. Probeer eens overeenkomsten te noemen in vormgeving EN voorstelling.<br>Daarna ook verschillen. Weer zowel van vormgeving en van voorstelling.<br><br></div>]]></description>
         <enclosure url="https://nl.wikipedia.org/wiki/Nik%C3%A8_van_Samothrake" />
         <pubDate>2016-02-14 18:30:13 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95025201</guid>
      </item>
      <item>
         <title>In Beweging Blogspot</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95026159</link>
         <description><![CDATA[<div><br>De site die je nodig hebt om je examen voor te bereiden:<br><br></div>]]></description>
         <enclosure url="http://www.inbeweging-2016.blogspot.nl/search/label/0.%20Inleiding" />
         <pubDate>2016-02-14 18:48:33 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95026159</guid>
      </item>
      <item>
         <title>Kim</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95028119</link>
         <description><![CDATA[<div><strong>Rurubu<br></strong>Kalligrafie en fotografie van dans samengevoegd.<br>Dan krijg je het werk van Haly Friesen en<br>Nobuhiro Sato.<br>Vertel een waarom dit beweeglijk is? Probeer<br>Klik op de link.<br><br></div>]]></description>
         <enclosure url="http://thalmaray.co/rurubu-geslaagde-cocktail-van-dans-en-kalligrafie/" />
         <pubDate>2016-02-14 19:24:33 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95028119</guid>
      </item>
      <item>
         <title>In beweging</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95028669</link>
         <description><![CDATA[<div>Er zijn verschillende manieren hoe beweging in een (kunst)werk kan ontstaan.<br><br>- Kinetische kunst; het werk beweegt echt. Dit kan d.m.v. elektrische aandrijvingen (Bijv: Jean Tinguely, Alexander Calder, Theo Jansen)<br>Wanneer werk echt beweegt veranderd de compopsitie in feite steeds. Wanneer je een foto zou maken van dit werk, is het de fotograaf die de compsitie bepaald van dit werk. Je krijgt dan weer een nieuwe beelddragen: de foto! En dan krijgt je een werk waarin:&nbsp;<br>- Beweging wordt gesuggereerd. Dan beweegt het werk/schiilderij/tekening/schets/etc. niet echt, maar dat lijkt er wel beweging in te zitten.&nbsp;<br>Dit kan zowel bij figuratief als non-figuratief werk. Abstract werk kan nl ook beweging lijken te suggereren. Dit komt bijvoorbeeld voor diagonale lijnen in het werk (zie werk Brecht bronzen beeldje), of herhaling en/of ritme. (zie voorbeeld Nora).&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-02-14 19:38:25 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95028669</guid>
      </item>
      <item>
         <title>Eline</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95109343</link>
         <description><![CDATA[<div>Jean Tinguely<br><br>In de linkjes staat twee kinetische kunstwerken die echt bewegen.&nbsp;<br><a href="https://www.youtube.com/watch?v=Afbb6I-d19E">https://www.youtube.com/watch?v=Afbb6I-d19E</a><br><br><a href="https://www.youtube.com/watch?v=vnDphbYEu1A">https://www.youtube.com/watch?v=vnDphbYEu1A</a><br>&nbsp;&nbsp;<br>dit werk in de afbeelding is gemaakt door Jean Tinguely en heet Gismo. Het is een werk waarin het lijkt alsof het beweegt.</div>]]></description>
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         <pubDate>2016-02-15 13:25:59 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95109343</guid>
      </item>
      <item>
         <title>Sven</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95113250</link>
         <description><![CDATA[<div>In deze foto zie je verf die lijkt te vallen op de grond.<br><br>Van wie is dit werk? Wat vind je er speciaal aan?</div>]]></description>
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         <pubDate>2016-02-15 13:57:15 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95113250</guid>
      </item>
      <item>
         <title>Damla</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95114849</link>
         <description><![CDATA[<div><br>Christiaan Zwanikken.<br>In de volgende link zie het werk van&nbsp; Christiaan Zwanikken.<br><br><a href="https://www.youtube.com/watch?v=0REnZWQzTnw">https://www.youtube.com/watch?v=0REnZWQzTnw</a><br>In zijn werk is duidelijk beweging te zien.&nbsp;<br><br>In de volgende link zie je meer werk van hem:<br><a href="http://www.lost-painters.nl/museum-het-valkhof-christiaan-zwanikken-nature-rewired/">http://www.lost-painters.nl/museum-het-valkhof-christiaan-zwanikken-nature-rewired/</a><br><br>Hij maakt vooral figuratief werk (dat betekend dat je vooral dingen in zijn werk herkend zoals: een vis, vogels etc.). Dat doet hij vooral met behulp van dier elementen. Dat kun je op de volgende afbeelding duidelijk zien:<figure class="attachment attachment-preview" data-trix-attachment='{"contentType":"image","height":384,"url":"http://www.lost-painters.nl/wp-content/uploads/Christiaan-Zwanikken-The-Good-The-Bad-and-The-Ugly-detail.jpg","width":600}' data-trix-content-type="image"><img width="600" height="384" src="http://www.lost-painters.nl/wp-content/uploads/Christiaan-Zwanikken-The-Good-The-Bad-and-The-Ugly-detail.jpg"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
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         <pubDate>2016-02-15 14:07:22 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95114849</guid>
      </item>
      <item>
         <title>Bram</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95125125</link>
         <description><![CDATA[<div>Bewegend strandbeest <br>Mobiel</div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=NMBY0bxpjfA" />
         <pubDate>2016-02-15 15:06:32 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95125125</guid>
      </item>
      <item>
         <title>Nora</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95127955</link>
         <description><![CDATA[<div>Als je naar deze afbeelding kijkt, lijkt het alsof iemand rent.&nbsp;<br><br><br></div>]]></description>
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         <pubDate>2016-02-15 15:22:13 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95127955</guid>
      </item>
      <item>
         <title>Lieke </title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95134159</link>
         <description><![CDATA[<div>Dit is een kenetisch object dat gemaakt is door Jean Tinguely<br><br></div>]]></description>
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         <pubDate>2016-02-15 16:00:09 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95134159</guid>
      </item>
      <item>
         <title>


Celine </title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95146926</link>
         <description><![CDATA[<div><a href="http://www.kunstkennis.nl/kunstgeschiedenis/moderne%20kunst/op%20art.htm">http://www.kunstkennis.nl/kunstgeschiedenis/moderne%20kunst/op%20art.htm<br></a><br></div><div><br></div><div>Als je op deze link klik zie je meer informatie over optische kunst. Optische kunst lijk te bewegen dit komt door de lijnen en kleuren. Optische kunst is stilstand kunst. De beweging word gesuggereerd dus eigenlijk word je misleid.&nbsp;<figure class="attachment attachment-preview" 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3rF9fX16MruPtG1ycN2DmyPfOaYtuq2DpzYKH7SeD1U10k9lNsKISm0EKIXLp0f2fKQe+Mb3uDuWrNWFCkqwWkMCUMeQ6h5CsRs+vRTTnZ/9ta3egVJGIZH7kZAqXfcdqv74hc+rxXb1s62cF9gX4RUyfT+9GSdEg9lev4XvOhF7rzzz9PRwk8BhCv5I4HJjyKZNuH/7+9+2112+eV+KliBkjhNI70cp+IPLKWiptwZjzvdvfa1f0SxtGxGWg/pP+1IvvKVL7sbb7xRDKFLQul1JS70gi944Yvc+U86PymfN4Zp9+lPfcqt/s1q1yPGPyaGcO4557qXvOylmocUP/je991PfvoTkb/D/e5LXurOPOtM9X/3299xP7/ySvfUJ5+vWyXWb1jvPvGvn3AvfOEL3EknneR+8uMfu2dccIH78ue/4E45/XT3rGc/x33+s59xd991j/vzv3q7W3DQwe72W29zF/7Xf7lh6dD+9K1/7ubNG5IRYNL9x1e/4m677U69uH+K0H/+839biy4a1mnizy79mbvkxz+SMoq+RRZGiMNWHOre/KY3u+5ev5AV4bEByvCNb3zd/eKXVwoNOkvqTxw6p02KitrFbmggb337n7vFS5cmeqYj4LLAbInzz37uc+7Gm27SEbdDGrtvlL4T9jUhRwlj1cdJq05w//qJT7rh4fmicz86l4ZUUmPI2DktnMQ49fTBTRsrR684BDmadhc87alKYya4/NKf6DL9IrqN3Cf/9ROBSnm85c1vLKRVyz33Oc8KORvjt5777EIauA9/+J9CqizOfvyZmXSveeWrQozHX7z1bUncFz7/hRBaqfzJ616vYW/6k9fr+VW/ulLPP/bRD1c2bVxf+d3feVFloxyPWLK08u53vVPTPPncJ2iae++7R8//86tf0XOZLVQe2vywhoHnPfuZGq703/jHITTFX7/zXUm8uWNWHl2piD0V4RUvf1lV+rzra2urbFy3LuSojd9+/v8pzF/kTl51QmXbtkdCzmLZaqFcc6Nx+wauoJcfCNMdfV2CUGEQxkEwdmyOYvBnqTroCUvYZwLufvUP9OhWhm4Z/VjuzhFn2yfUiVCMkIT3sSRecwfoSNLcHRgh413o50L/mJwbbLtAIzCdSKdHvg/WmxAakqoaGZHV+6d1oyBg6wjIbzOgt02Rlq9ddABsasYUBkCfaxbqhB3HbIewKVCXTLdITTgwffXL1HTfvhH1T01NSF4vE7DtJvA29SbTQikfDlCOvXv3qh+6cV10dngapnPNF/Ss53IcGhqWS4R9mk5z8i+QiGlZfVBP0NE6C3QTpymkXFHZm0XGvuohNhfvK2JIWM7pvAf4I6Y3U2BIKImyUh+mMJua+aMM6xLMhadVUKrW+rD0BrtuUeUSDF/oi8ccKjTdaLoSyKQLXg4WavEczS/zAD3WQ1zOuBx289MakdG0NPxHS3rXNKQlTVxTSR5xQS0+n9SJoTu+/vHJJd6O/gYLML2CuIweMVfIYPhGzJP1d1Wz6QxZWtVAhNjNBYolaYQaghbKZOWfA4lN4ZAyw/XKgLan75uMGIREe4UWy1qEfAXE50o9sIG3598c/RhGm/m+EVYeimqa3JGyPKbKqlRxeEosgdVBvpwe6JX4lAip8sZK3kQOGSVjWhl/OCY8+Vk+K0ADyJWM/E9pgoia+srSkoSSt2TaJlGuEQnvjKycB68+VZ+2Xrka0v+4ilw0T4fucKpEj1oLVoHGGwXqBXkaIs43skRevdgUhABNEehUQZOk4Uqao0Rkk9P7culszpiVR8a45GfjGc6mcMCHIlrKgw4CxKMAsHBF7A95E7rGG12K36a3thDVQCqTkxekgMxUWNLaMzJgIx3RlmQq3OL2tKJyFelfETIKvF6l5ELM15kPJ8z41iQjSOQE5FctMzmMnW8C/srGmkMdogUo14gKEMvXDOaiN2iqiIHd7Lnuf1i5zMAwgnr6yjei/HktxAaM3z+8DOEhjvqFsxlinMdASCxdmjYhEz2SSFMW0aqGpJmpkeWhpKBVTW8uOMywEQlrm2gfUFDZvgI41q2MKErVN9sKCdmTS7z9iLhYRXLXKkmtBmezBPpiPeb0xo0iH+t/gAaZpRbnTfPXrQOBPZiN88y6LtroLJqnQQ7fLcW/2aNcI5Lyo6tEDSpNfeU9mtAGFvxzhkDwQPQdsY0VGWmtstUqdXJhHpA3HYxa61fmg3Y3DRnyuUCWlKSPAuo1jrwMtdCoUSp06lWOXh7oKPubPWY0EtVW1QFCEyWvqtdHXXiPOvaWGKPvDGoXNm9wfkRpDB4wKkJ+bhCoUjPkbPzySGSKQsleyugVc2WyTaC0bLND6Ubkey8vFL2VLc9gQMLV6hv8jQd/fx/YxfpMoPSpTP7kSAVS/xqk5+3S44VVDKSXeG+IAjOczNV3HqQJ6QRtbV5qyoDccU4/FfC/5hHxUVmzdOIbC0l4xb/oUr36H6Q+j/y5R5rPH5ObARLO3Tcc0y5eaGJp83flLNzfpjZ64kyvgsIGZbyj6WH9hmdxvn7JrnJLJZBfaUiSlAYn/lAN40h6khQmUrTrFMP0nuYrgxmNRMqk7EVsOAZd+tLMFAVZVTnqiETRXvkqojDVOE3ZnGLySHl4WIVwbJ5y+pyD5TL2KwtLGd8ZA2boecRyA1vSYunTEaxsSQI9zd986eshvTliMlfTJyajr1piZMJIX0fWiFyzKN2IENp6MpRf5uEfsPqrI37TiG0Cf8KDShWn5+I4nwu+gWxKL/CziizbAMxoQewHvvlz9Gd5aJFCQS02R0JQnU8RK0yQNGDKkyEiJUmU6Q95EG3UNGuNdMVonDijI3VFeSIhmhNA6cW/ZvMXoXQjUqGtgHKcmvA9ht/OIOciDI5BO3YaTxZNLf4ZrsIGVDBK9lM4UYE6L5aGy5El9Sw0JAymTFFijhQj3zMnkPA4ziqU/5SB8ugPHnKMnaYL6WvBaFs5ALpTGno0pDKkeSJ5Aps0lYc15rwUli5p9JEcXhbPOZbflzFNayBtLJOtQgBp/mweQBktlulqnq7BVm6rPoQX+ag/6pworQc2BpoM8MJbQC7WsW5JURlU24njP0jvIjaP0o3IjMf72ZeTZepjqqGFDg7E8/1mwcO8sbFxx8qvMWmdY9JAxoUcjj1Hqmyc+HGkGzeZw7EZWLWz7wW6RqEWpbIVYdcgMWL6tmkxj8lJvw/JcsYGDOIbC/E6OowOGE9WgQPkYB0bL2jktcl7R/clxjk2Ma58bK2jPUgdHR3XL1qAzk6+LIHkHvnrKMBWcxBLig2wTq8I/iZHfYyLHkyeuQKypzZSq4aLUfqrEFQgSRGexYOXX36527VrV93CkD4mTyWyePHGa6/WjW8sZWF5KPvrK22+d8JlRMJPmLhFCxe6VSet0q0NFBpj48KW1JpHnP6gQ95wnJSK3rr1Ebf5wQfV8JBZ3woK34iX9shygYmcGNcRRx7pBvoHdZdmoKiw3gsQ6jeUsdGj4u644w43jXzw4I5LBPq9yakJXcR59MqVunhTjZ3ySTy3gTHKHdu3uXXr1mk4YRgdizuPOfpo193T57raO8WQxt3ekT1u7Zo1Gt8hvA474nDXPzSk+4UeeXiL27Bxk+i34o46aqVrl/zTkxNuzZq1bt68ee7Qww93O3dsd4888ohbsWKFe/D+B9yRxx3rtj+0xW2WfMecdKLw6nXr7r3X7Zb6XrpkiTt48WLh5dxawvbsxvLccSccrw2Qhrh3z163XuTmszDck+HGzNErj3JD84ZVf1pP8pscm3D33X2327tvnzbUNnQ+MSFlcO74VSe5+QsW6M0rykFdZetIKEjDvOqqX7l9o2Pqx2bYIEg9sHeqIjrs6eh0p515pjvo4INVh/kGbp0F9KjvRYsWufPOO08XrZLW4ktBiDSEVFJFGFUmJibUjY9L/z5D3HD99V6XM3DPe+5zApXm8aEPvr+QZj134YVfDbnL4dprriqkU+Su+tUvQ65qsBUin16qtLJ69R0hhcePf/Q/mTRf+NxnQ0yl8o6/+PMk/KL/8OX4ypf/Xc+f8qTz9fz973tv5agjD69ccdml+nWIPfv2VD7+sY9qmjvvuE3TnHay/wLEH/3hH+j5pNjBkYcdntD++S9/oeHgM5/6dBJu7qKL/jPEpli/dl1lXm9fVVrcty/+VkhVH0ccfmhh/tj95Mc/DqnLARs31wyqx98a0N5OegU/AviXWkj+jCMsdoTZDkL8gF2EC/p6dMsCzP02Br+Bju0S5pJtDcEBeolJ3YE4JTT9bkQQy2B8gD/3fubX9C090iN3d7KLUkZBvSXue3tch8hCGka4TunR+CCWIqkW7/L87JpiRHrW3p5OGSlYvu9HlsQJZXaCgvnDQ248rCmbDFM0owV8n82u1HaVlTcTzRvo1w9bAUu3d2RERrMuoe91aXIgpKWhTOY32OyB3pZRie8IDc8f1pkFvTITOHYiA5v6dYevQ5CGPIBpnZUDGB90h34BH+TSo9DFAWYyw/Pnq8xe73xNo035IgtA9+gGmrEDzGaGZMSl3D3d7HAVfnJC3fGPY6+UEVsD8MVWOObp4QjHXmeK0o0IwNAaB6ASYmcNzBxhVJhOn4KQOueVKRgFRQmSSOmpAvR/MCGlqQd1gHCmSbDnq3FchEIXPpYXR7wX0cxR8glb9Yuh8UkXNWjlETu++ubnxhwpg2bJOfKZIx/XX4BdpNPcSQn5s5k8MC2mlJ12XRLKg6y+HJJG5MDHVBefGpqG+XgjRzh5yN8l/Cy/p+V9lMUaanoNlQpEHOW0uuX5H3ysjm2PUNpA00bonxEZz7RD0HjLz65gEOgDjhguOXHYAZqGb/yyFdWtpEUWcwo58vU+r3dvY4kcEqZSyanJCR38lp/zVFfCO9iqIeFTEqnEDWACccwzNcSFNWcCm0Hq0pKQVyvLLJAgc/5fdPQgH6lNFkaMhJYczMW0QrTu6QdUHnN2fRF8lby+wvS5mxwTmQOdhH4EkmLMALk6hI/eIdQLbsLNCeARzuBjyNP1LwzxsmJEONWhj5Y4n5dt68jK2YSUJ97SbA+KlU3gZfE2ggNk1h5a8rMRTw1dRfYC2YW+iWs3KYAtETLQiQCuD3lZCbC7bRCwerMNicT4Z5zo3pfbVovTsux1W5TdnAd+X5ZxGbFwqk+JtiRWp8DywT+lkYbHtMlj9V4WpVIbE2s8tRqRpYudhceYbhNj5SilVh1zYSkGbM7/vGJ5+3/QRWJMABmojDxtQEjsgK8OySe04MHqYlUytIOjpyaMPFLCQtogpq0upLP8Sk4NLHbtwlfKKz7KgeECnzMLMx7oaSMKYZJdwaikCHz1v6SNX+JiTc7LYtXs09vdP5VVHEAvlBlDg2++7Ga0zABsxNG82WQKZA5khWbo8PIGLIXhTOtZPJyp7qVuACMY75/QkVHymfMgbcwYOxKG/AW+wDro6vwp4jBsKt/QyqBUI9qfiMr86ANh5kggmlL+NxPiSX1qlz0zJCYRiMVGkjQkDeJf4BNbo8AaWwZlRAqNIi2Ih9fH3CFL/cDiUW9E/78DRqlHPZsRskYeG0htU6nLLmQzuskUWkAY6w0ZaYglRl2OoDWiWIJ8Q4jlNl+OTIosofCvZuqmoZ1Djl5hRzAHeNQbUazLRx0IMwuBYiOCUP5XljhGncCy6PSlvhFkGl+9tJEY5NG0anRpVKYotZAzSuPvy+oRNz6LVwMXp2EhLaly5JpDyjLFbOg1gQPeiFAayvJKS0vpFZq6WqgXVw9N90KlrKgals1eRB+jLEWuE0ibkVjkz5fAjBE0I23c2PRGAghBRTziY7MonYuEIsPMuBRjpjI3i/3eiJLeKTr6XxSGk/LmHSrlabYBpVge/M0oydJajkAmi3CxqxDjsov/ZpAMIvFokqBa3iI5eKZFShzvu9Yj/60M/uBlDfH4I1XJeUQ4hKf6CnHCPLlZo4KkOk1JhfMwBUzDBTnh07PqBk9AXF/IZ2dqE8HpFx4IC/8K+iIIJbSScuYYQstWucd89wcO+EgEtNIMKCp49ycyPAWN9Irik166JHIspFzZn9V3I2RklWyI6m+oWbgXnrtJuARRtpiG8p4xPB2jkS/jTACNfH0Ar6NU1tlIvZ/bTQaPSiNKejsMFf8BKHBRpdWCppT0GQNtEvUMtxlZykK5NbCcmfBN60oPAj9iKLTuqnk25jL35X80ccAbEQ/o6OGZKOkzAjnir+kkAUcQD8tU5EyMgrGFLz/oMxjhHjt+zFp4CsIDw+ZHovQbQuy3ynPQDkNAmlT26jIkhivObqRNTkie8HwnLrc9OM1LmtcVsE4hXilt0zmO9jCUEiRpAx3jqM+R9EGypGPRbSSLweorA5E9lgMdaP1KKXkwOylTLx7M2vMtgK+aupch0TOaFRk5S0ssdLVcnhZ8ze0PpBI3AEInowY1y1EVjDPkz4EUUp9y+3AtBstu5NAlZ3yXgHVP2Ic6kYj1Xurs3MouJOLbs83AtgmwDq2frxDIOfxjB085KL+OruYfupG5o73Trx3rYA1dR8ax1AiSrDSo10D1mlCOrCHkVck9PACUo+WxJTg0BnvgDM9aWyHs4W2H1JfxN5BXG4qUnZXYMIaW8eoQvuTpCS+fnxgfc+2dlEN01s2L/9NywB65eXW0LUkysLJaVy9g8GJLLHuiLnokU6/I0y0OXiybQh4aKDJ4x4NxaS50TBLHkh/W9OkDWdZCip9V293oXHSFY63f5OS4b6xTk0KXr0FMeLqRY/X3JNs+JN7zoDzN2ViprRBWGHpCniBve/gR97d//dduw8YNfjmNGI6SkdqP9JbAlMlSmyMOP8z91nN+S8SU9NrzSCWK8pOqkKQJiUgyaNy/aZO79GeXiuJQoK05k3/KW1PxT2nbcw/A9oJTTj3FHX/8CVKZoixRHh+8YuVCBsJjkh27Qo4vQ9x2263u1ttuD/J7w/GGIPmEJ2X26qvo/hvK9uxnPVuKVfyJDnTYLnSpqJ9fcYW7++57dG0aT9/9ZTYVXnHnnXuuO/mUUxFHRxpdYSCG8dOf/MStW79ejXzfvjF30kmr3FOf+lSJZ5XBtLv++uvdNVdfo43kvCec51atOlHLdPW1V7ubb7jRnX7yKe68pzzZPbTlIXfxxd9y55xztlu5cqW74YYb3Blnnul++IP/cccce4w786yz3Pe++123cdP97pWvfIUbnn+Qu+fuu9xPfnqJfn7mJS95iesfGFTj5osS99x7nzboM894nDvviefrzQBUhG1ccdnl7qabblQZKeGYNIAVy5crDeqQN8AysuiKBtHZd7/73+7mW24ROwudgNCaroTvUgkBOvKB7j73J298ozt4yWL9fhIda7KKQ6BpxX3j6xe5a6+7XvUHfyUgxqa2FyAp3YQ0rsc97nHuQx/6oBsYHNJ6s1GsFCRDY4jlTEvtCjM9fWDj/ZUjDpnZVyHOP+8JSmMmuPyyn1Vk1Cqk28j988c+EqiUx1+8Pf3KQhn3jKc/JeRsDL4gUUQD98EPvj+kyuL8887NpHv5y14SYjze+Zd/kcT988f+OYRWKm9/259p2B//0Wv1/LZbb9Fztoc8+MCmyite/lL9OsSypYsrf/93f6tpnnDu2ZpmTfgqxDe+dpGezx8eqmx+8H4NAy94/vM0HPenf/rmEJriDX/0uiTe3PHHHic2FRLk8MqXv6Iqfd4N9vRUNq3fEHLUxkt/73cL8xe5s848o7J7907NJ52DHsuiieYmoIUDaam2HJ6JgfQhOnzTYeYdswp6Tp0qCRhFrIPmQMeOi0G8pYlBb8cHufgCRL9MJfpkysXqZb4CAR/j6Tl52dhqwXlHu1/0yGjAN3J0LVr+J0xtrg0sj37MivJRTl1bbX7KDG+vxt7uXqHhpx58uycpiDp4+2kt04xkx6jI52l5eYF++1WAjHabVnJLj+1TmC799YlcE4U0yG+wLQzAgu1jX2zZAOTnqxBMh9ie0C+jjIFvAHVL2exLd5NhvZymHfFbMiYmxkSWsGBU4Eds5JYRNZTBwtjq0h0+d8lHzkbsqxDiGF1Mclucykp70rOoVeuVMHEch2S0YIczQD/6CgCpt7j8wHbVsi0DG9QpppznHZjN10q8VhtBmCOeXY8w7Nq2YA1Xj58Dq84i6XwYw6MPCAePkNm/1L0aRttiGZZpNB3SaGhQ3nh8A8hAeHBdAy+7Y2rXBUpPZZB/RjxxfgWvVUbaoER+H6QgDU7LJOHJMxTlga7kCA8VwBwHDdSjbRGgWjmnISUweugY+hgZYZZE6Xg5dNoRzrkOM/gGG2BlD3RtASpfkIMG5UQGflZmjnoNHGgbc6aKtlobavFKbl8+Afk8K22oAJuxDkF5hLQqE7YT0hsN1Ynk9Tr1hkqMcUtYSX4auMZJYLYhWWqf3spdBOKRiw6wWZRrRCIX7JOLVVZhW8UEubSZ8UeAfmNeHH4Jm5z0vbzBFKAFE5dfUk+4OvzBKYSG9i5yVN1jepKXX5KSCglnisCsLRgQ5/RyKFQNJ3IS6A0nAAMDPi/Xb9DlRol3PmnIK5hQY4SFjs0aFsPS6fw8TAIYGbWRSJRx9vN36XmlB4UJ+YhLGnLQPRvePE1Ply/RGazTAEm4T4bEeqR8Shf6wqddVGsji0kfsmi8Qhp2u1wDA+LiDiy1Pyk9skeg3vR6UmBlBv56RTyBEXEA+2LLuEZI0mmRcUq8PlbyBF2K8Noh0eD8aQgX2FfTtcMXBcOSeomdlZRrKm5I0CnFtloGpquGiIXDl8+osfDO8U8V548xHUXutB7oJSggHRlHNeTUVjK8c2KQQQ9+SDczKobJaI2InOZk8iD/iU+d6Ty5BS2/pJIz8GGkt4rydL0pBjKBhwBZgwzIkllTJ9D0EZ906gei8IRygEWJDHF9KPUgF+G5XB4SH5J4RH6TTw06JaugvFZmaBfrRxDC+R93aKxkyLANcb4RCt84MiCYnMZpp0JPpZRj56G+kD6+y1kGzaVOINwKXmVKiDeI9Id06MV0Zo1pJvCrjSEmJ4FeUvIGiI1FK6BWtjRZAm0b4sjiXf43cxjNDCLjaQYZ0ZulIfrxqk2pzKZcc4PZademktDwpfL04t9clHKGjQiLiqqMU/kRQiXEv7kEX6qm14GqjigzJF9PrjjGGp7aozjOvMv/Zo4iCrXsP+kIatZ7Sic7KjUGtP31VQjIwXr+/Y24s5stMqOd+L2NZn81C9wEZtiIBHNY2GahNi3/mqnYTNomdRdz8YqfS1SXYcYG++hVydxjjhut1tvckkxQrhEZ/6jhZIxJImsaV07w2bQ9jGuaW61KA8KemBpdonR/jNni5z4HaMQ++5DNp7aV1P68tsqQo14DiOPM7/VWO0+2Zw55LEhp1M5raA83MZK7oEKAEF7egl9fgiJx/JLrQD33xwzkPH6FdBH3WGKjRzktXMuUKVeK5MaCRCvtwMDk4D/+VC9+hMkwNYQwODMylx/lAtOSqG0RzaCebLm4qkppEuT2JEU1Me1Iqen/FLPl61FMYzaUvanODDPP6afE6ET56zGL2Og9LIXm9L68kgOItShrRKBUWeeknjzyJdhfmHkj0q+VpfDVUf3LYzbGrNdDVMrc6TmHcoTj8tmvDOKe0PzkrM693wqoyD9SiO+CxSBVIucM6y3LqQQCP3uRSU3UasERMs+w5GedRv43W8y4ERUVkbD8L4/yQ2o1eH7CxSL1iUL0eYOEG808bc6bY1cucVq69NcMSJ9Oc/x5Fs3RK0RsGzlyelMm+IE2EPkr5poNRZ+pnoVOcwpuiIReHbJar8GPMdRq4PlHAoCc+d9sMeNGZCsWuGNNT8YseUpqArPOOI33Dsy0RwO+AUFX6AlBpTslR1b+6jkcI56E4RGU4Ys6i1QKCXL7Mk1VOUIBPNJrqtqVQw9p8vDfy2xUasnqtysAtocAfx7xKcomMHqWHyO0pPg1XMhop2RptWTE66nAe2x1A1A6kazmjyTSculRS+kBn3iaVwTqUt/fh24IEL+xysvQkJbQ8K9ig1Zx3cU0m0WpRoRydKlGMEi9rOz2L/7u7epyPZ043hPWqU+PY6fL0iUex0y8s4M1XV7wZqFrsqgA8TNS69IeH5UBYXlTDg/Zm0IHi/QEZMXx1CH7HD4Lv2SkSKJqdHVnKZHLcmaW7ESwp/JsGQD+oWDKz15QqYjWKSXNM+SnnuDA/Yberm5dU0ddjkyOJ+vrrIaoQ2BTI7Tf3Wnr/jolX8qzyJiLpooYay0tWTgv4Icea+k44njuo4be2Z68Y0+3WIjjxfbozdeB50lZSM86Qj5QwPYI6JljHSCOMvYMDLrxMDD42y7lUWorhDagAITaNzrqfnP7HW6cRYDaej2J+NGRgUIqC0nH02W+zPDvn/+MG5fGQK9NXYuK3LR4oAI5eCS9mvhxE0LnxOOPcy9+8Yv9cpegWNVZgM8hecQHHU9Pelrpum+97dful7+8UivCK1viJS/xCk2sY0ISdsEFz3DHHnu85OFNo1FPGo4GkrNlYdvWR9w3v/lNNy5+lhbFoyDGhFw866LSKMeixUvCA0FfRk0reW4XWX922WVqECq/6Io8L3vpS91CySOFh6jbsH6t+8EPvq+fOyHdM595gVt10slK49prr3a/vPIq0ZFzz7zgAnfMMce6TZs2uu9///tu2bJl7vde8lJ3/XXXutWrV+t2iquuusq94AUv0K9a/OIXv3CvetWr3MKFi93X/usit/H+B9y55zzePfG8893k+KSEfc3dv/kBXav3IinHikNXaBnvXn2X+8EP/0frlOJIkHvuc58rMp2kdY82sKXdO3e5Cy+80O3Zu0v1jm4JZ8nRb7/oxe6EE9nC4TvNnu4epR0Du/v85z7n7n/wAX23OtF8bYM8wPi/9OWvdCcKLXSMrUyGZVKmawP6HZo3T7+6YQtRSV8aImApCCN9Wz5HESaENo9bbrypImaDVpp2T3vqUwOV5vHRj1R/aaGR+8LnPhNyl8Ptt95S6eygCovpxe4XP7885KrGv33yXwvzSOMKKTwu+9klmfhPf+qTIaZS+dt3/3US/sUvfE7DLv7m1/X81FNO0vMPvP8fKsuXLan89Cc/qpx26smVkZE9lY999MOaxniduupEPf+zN79JzyfGxitHHn5EQvuKy9NyfPHzX0jCzf3HV6q/rLF+3frKQF9/VVrct8p8FUJ6pBWHLC/MH7tvXXxxyFAOfO3EbLwZlG5utGJJr62WIz0vx0aOKSC7B+kdAT3O/N7wVQjpEJg9sBOSc5YLxo4wc6C/r09XHkODI2/9Vx45JLwjWN/TKUz7upleyugiPxSAI54xgR2vyNMjgtkXDYBRq+bm+YGR0X1u/vz56vcX754Dji0UjE7wGZ43mHx1wU8/oJtStqkK78bmiwfQGhjolRHH52FjG5gcn3Dz+vtVfhB/hdB6UvhRd4C6A2xFAEwPh4aHdbuDbk8YGdGyUC9juvhTpnu9/oNeTIfA7t27k20w/RJnWxIA9WKIV5QDZLBtFXuExrDwNZ1T1/T/7HK2LznoAlShZ3VpDoyM7HX94SNhPONiKwqDi9oSYeLYxmHl5WguD2jChzimeJwXpasH039dmPDAhsN4uLOw/DAJWDjo03oaajTUEuAg8f6CTypBznWlrrgKcZKNo/qJn5bGOMWQLMoSjTFFiIGYODVe2JnjEBoxCTA25tEqb3D8NJqfpMHZampoKD2ErKNfpiN8gAxArb2Nu4k0IqYyfkoHGQwq0amWPxFTYfuTdFuzRJIPOrYWzEpt+jaRsnejrDzKQmHpbb+SKkv0Qv2okUndcPSdW8iUyOkPTCVjIzPawOTDsG0vj/GERxIfjkqTOtZ6Fh3JeWJXck5e9MTRHEAk05+FeVLyP5yTKNFxQGyzxMU07Jw0cboyKJUaJrRSm1tyxMUFM1hY6iSQClEPyqIAXsHaCYvXr2Ulwju2U/CVOeyeKFMFWww6Ov0NDdJj5DF/vHqKU57BL6iEWwKwnFS6QkP5cYSeXF9JZu4IGYhWGB1JlrHTAJMBmmFgkTLgooqCQCBNU7L3HASy4jwNkNATWjZSTUrDs2ss6gJwlTUZwshhvBSJ8CD201un5+10JhxDmPbswtJ4WVJGUz3Kua180AZnDUJg/JGZhg/oIAGjadJ4BG1ynUq9a/FEVt630EnSpAy+8y02aN+wAI3V+KILu98GJ3uhCmnzdAgzZzYdhzWDIgn/F6C5QoKyimme8gyA8STGUo2iqEK5pEw1yRRkKEpK47Zw0xHnteQjjRlkLZ3WEilGUVbl670NUU9/hmYbw0zxqDYiitiM4maFwkrL/uYaMW37zRg1jC4Oz9CPvNXGlJWD2LIGh/HadA5/rRJVU8v28EWNIEutFuXHHh7VRoSatAL1bP+CHjcPwuJflSQlert6iGnbb+ZI85pYSjH4vS5nRp+8vkF4YqWpBN5FqBNVE1n5Z6OrA4v/ZdO5mVSNR7MjuxrVDBqR9bZzbQJF9JRVFDGbNq9ljfLXHZksTqynTqoZYa7ozUIVTWO/N6JiQ/R7+7nxq0Bz+oQs53JgGhHXbfFFZy34jJDl9mnRpjVktW0PM6lM5EkvtKspzISmQe/sBV2aDtAHl9IGuwmRR1IH4Win9Pxx47GRACrVtEJeUaBN5+xuo6Go4SU3TEgbGJOOnJzh4o4n2TBtpGIGdRCbC950+8r+x/+qkWhOlVJQ4bMFxlCv7ue6UlmKExturUY0M8y9fvYHyXrIV3HSmcwx9nsjskqOe6HE2OQfoUVFI1teCXMBSCp3Yep7w/jn4w1FcjVCxqgLfjNHdV4d+eLRuIbCLHR23C13MY+ZICOPjmpxyGykPbDY740o3/ip9NjQ8BXM3DTfXHYcWfvyhGlM2V+26po1F+sgDCnd9DdzVOclJOZXE2XS1ELDvGl80lEWyGoxMTC+2tQb8X3soFQj0j6CnkItOwSWBHVARVuPyVN9FmjyXJ/l6Twcw8+zvXoOcC1jRlPKeCLYE3T+47iWiJfEe0nkJzMiJkUTgWczQCTe6wzkqiuhmzo/3eLBaSp/dTkopx7FWdlZZlVVdjnaUhoQd0bxao4kOBi5Lc+hvJOiF+gRxlHDJM54JGlDXujyBlngF/L6eGAPge0BqyJ4derpvWoD6ICcqmsp77jQ1wU/gW8ifVqMBFx3suwLQJ5rM1+nyEmorz9bwVGltxqwMjaL0iORkUepvCJ2fGzUTYyLmxhThYyL8dA4qOysG9N0+oZ+STcxOeZ6BvpcX0+3GxA32Nsrxz7X39tT7Xr8cUBcj6Tl5e+2Xk7l0ApW1YmjOvLO4uS/WBjr5fqkAvqFTm+PuO6sQ6ae7k5x4u/tzjyNz8DIJs7zmJjg9cDduj2E9Xk9XUIrcvBnNTbrvvw6N/9K4WmWM6kxIrOTNHzVoMsN9Xu9sFK5r68vuaBXngKMuK+v3/FW2D5JY9sWSNDZ1a5bHnTbQ2gIgLeX2nYHtgF0SDnVwDv9m1BpAJ1dHcm6QV7CiO3ZCouxfSP6NQhe5NknslUkjy2pokzQ160vUnfIo+qReLMN6m5MbKdH6p1y9kg9DPT1uuGhQTd/aMiNjo/p+rztW7e5hx/a4nZs367ne/bscSN79rqx0TH1D8wb1BXXA6LLBfOGRad9rlfkQaYBCR8S+uPSwcBzbN+orvwe2zemx4wTeqPEi11pYxQdB/WWRqmtECShx2JJCCPKgw886N7x9re5bdu2+XVebaJ0ScMvD94/rz2AOJaSHLqCLwL8ntqdT0/vIJWYWaYCJC4zz2tzmzdvdv/zgx9qhXIRrT1Nu1CBtzi9WyVHXfwZORZ0nnHGGW7Viav0sxywJDxzPSHwd7tUGuVxx+23uRtvulnSZRsTRsFoYXzBxNSEW778EPfc5zxHGx8GqeXOQUcZCb/6qqvc7XfcqYZk6TiiozPPPMOdftrpQoMtHzI6SBhbPy695BK3fv1GMdRONY6jj13pnnT++VrxXe0i7x23u6uvu06N+dxzz3Enn3yKlueWm29yN9x4k5T/BHfu2ee6Xbt3uu9897vutNNOc8ccc4y79dZb3QknnOAuEfrHHnusO+mkk92Pf/Qjt2XzQ+6Fv/MiXYS6ft06d+WVv9JPrLzwhS8UA+7VRnzFFT939923RnV08kknuXPPOUdnGJSR8lz9q6vcbaJHX2dSRyLb4kWL3W+/4AUSzxch2nW/D1seOru69WsVl19xBUan9YEuu6RDYkEr9Eg/PH++e9VrXuPmSaNjaQ8Nl05SbQY9ii1hAz/68U/czbfcrGHsJbJGnAezFPT93ve/TzrXHj23N8GWghBtCClMZVIcR3DfvfdVDhoaMqmbcmc//kylMRPcevPNFekPC+k2ch98/wcClfL4m7/5m0Jatdw5Z58VcjbGi1/0gkIauHe84x0hVRZPOv+JmXTPe+5zQ4zHu/8m3f7wj//4wRBaqbzrr96hYa977R/q+bq19+n5e//+PZWdO7ZVXvPqV1Y2rF9bWX7IUg0D5zz+LE2zbt0aPf/8Zz+j58PzBivbtj6sYeC3nv1sDcf98evfEEJTvOF1r0/izZ144okhthqvedWrq9Ln3byBwYp05CFHbfz+q19TmL/InXPW4yu7du7SrRC4ZlBqOkcPQM8v6f25/AaH5tGhu075R6tXJyGxY1EhWwv4UBVH0CM9gsiofujZVAbS9RwY3bfPzRsc1K9C8HGofundusIXIdjlymUAXIhnKTwzdL4KAewl7OPhixD0ckXwMvk4WzApY4XS5ajOyhs5wPRobIztCkw3/Urt2Pnpmjgpr029EC+WHxhfpsk+H9PoyWQ7AjMCwBc2+DAX0xAQv/7WvsoA9MX4AlsdPirTHHgxWrL9gWuZPXv3uD6ZEhmYPvKRMeKB3T7vk+kT0ykwMTGa+ZKElQn9QRtYWKfMVvjQGeiWKa9tBVF1UMf+LCk7oy3lpN7YQsKi2S45R/8DMoUdC/mVlzjRsJ7HsB3AlFsX1uoxW2988QMMiV2p+kUYq8+ySLVeB1SkVRyAL+JlxYYxzSv9aZgIxMe9dIgX8JDTjIU0ulVAnSat6TS9HPkihDIOB5052E+GcX5w0vfMibOpkl2sM4VD4fmpXAIhanF0BBkILX2HAlPPjAvxkt4br5RLWga8Y6cv+xeqmlz9pEzp2OzVx3gDtAaYn1ICIanOKp3PlxjiFdPt4cXuTL8ARmew6z6RWIwUfnqqcumK9hCgcuoRnt6vq+hDOLBGjP4sjUE74aAov7o6xMtBy+HPEt37aS/5pFMjryTyK+yxRY3QdPBUXiqqdVYeweQUxps6IIk5MU0FNGhk6CNUTWmkWq8DFKV0A3E2ttndH/776Sj/uLsTOZGG73HSgIKskkRomZCaGREsoAGEEaOWz++VC2VfPV5NOHRnvbOXy4cBDK3mfDcR0sOenjPf9nTpDEimguecxEtkW6CNUdYGFR+MRfxUJPQDO6Hh6QEzSJw1FlttobqI2ETZMvxtu4QBY4EUBkcWpU+YtDG7Nk2OgadB8yRhwiOON50L8p2U6s46Mrha2ix5pW/H+NpT61jSWt3GcsFJyxCcwaRJaZJb0qgE3oUoHdEsr+Uri2xJ6yISUA5cFFYDY8v+yJIpGMoJ/uahxILfA8OJg5SnHC3MlDQTxHKnsJLFv4Ci5A1A3noixvLn5dHzOCgTnWbM2bMaeDxamJGBmEdMzkqp0VG+2ei3CDaVtrJh8spNeca69jKAWiKEnBn4+sr+ZosmGlEELWC1gPsbni2jXFZxXlmEz1IhnkyCeEQoA+29Z18nGcQSGOmYRRkjjhsGII9vAOKRuLhBJWiu6AcIQaiSLbeqTPsJTTYiEwqzLcrq+434ZxVmoGAzLZq/dpLckEtoWuNhBPKU4+jZ6LG4Eqxk2Z8hLmsZkDPPJcO3QARr23n5YjnijJYuK1vq9/GSu7C8ASGv/g9+0tfLMhPYNFBlDSJmyyWAb/DWg5XHUkMSf/43W5RsRJQmlEjgjdkKq4cQa+liFxDm2BRjxhBmNtzLhCSZt8dsqqlXq4nzQmOXsDht9p0Fkk/4VdMHnlZFX61sdKvppwbHNDdOV0wV5DsgPep/mfpwgV5UDkEmX/Am0oc41aX49TftVx8kcml4CrtpkH17NCnSVEU6rdswi5AjEaTztAN9pRnRLaxLgV07AlLXE0XLnamT8ijZiPLcOS9iRFjegSh/0phmhloKa4RyuZCtnnyNqEh8UhH1QLrEV4VMAyiQx6JpBGW4JSJleDJL8A3FH30HkBh9rhx2dzA2GE3aQIBmG5GXKIsGLGrzCBmLaM4lSjaiIqSChaoo/GEEcSHLVnwR/CcHcfi9g299IIX8DyNYQ0T1UdRg05LFv2rMtLEDW0ajiORpbJBpvliqvCT5GwvUCX5mF7GeiLXplbGGlt351LJH5czzqQXNMxP9WPFL5i3Sl6+v7G+2mEUjqhawLppMXgRIoBeOevuzhjI1nfcm+i5t1LPQaUGdPaZgBqP6ycmKetCR3YaupS/C7cEr5DJG2EDHRaNqI2gnrL7mzT35UHdezgiFEjUoRx5z2oh8gbM/BTI1q4EagGLilGa1HHOFop4sLlv6m1tY7w9iY27cEaSSxDd+8jcZtSGE0Y4orv147hc/qafspMjzJE38nC1/3VgGjUpRBNVyyFg+f67ggrTO/K8oTbMopwHhQw9lSzkYzlk+A/hPoRCF1q4PxTTEOx60coHnq0QYioEwLZsJoDA5yaYC4ScVyaNWFmzSeWITxhk/jvfL2XvkePGjBw/vvKsCrTISbcquoiUYKpQN7tXOeu80s914ycLH8/48u0Hin+TbQ2MPVr4bYjktj4GFtSxbsTTx5ebUtN+SAaYqvt680Xiak1PobtrXh+iIuImo/CaPdSSWd0qOHR1+BQRH9G8wXxqSkIOQ0gR87TBOE2MyrB4HpJ8ShxxxY9Y3xJoNBdmLYCs01C4lu7pMvRl1b1fGoha9WijViFTJIrSRZpUrS+QN8NaC6ll67sXz5744KGBSmFrK5uB7vdAcRZiikcKQxIQS+uYFuBagMRetWiCXSYr8vgSEmqunMNa32Vqx+qgke2+Mpi+ZR7LaAqmjRpSn3dntz63BtkfxcT67s9YZvuDAimp0Bx8aEqubaUzxyhI7mo6TO13Ci/V6CklktEH8XC1dVeEpoX8bwVi1HS9LimGjMF+40DVzYfW21Jqun1M9SRqTa2LMb43RvU1ad2m5Ozo9rS62Zoi+WQnOkiFdQydO6QeZunp7fIcgf/bZoLIotRUCMApRcJLv3bvXXXP11XqEKdCCmKKRJVIezY8KY8qwY/sO98srr5CKoMCiCAxA9ZEVnKC4kVCwFSuWuyec+wTd+GYLLFlkWFUACYAXIkCDufGm++93t956m8pFXY+K8vnag8mq8kpPzK1Opjq8avfxZz/erTzqaJ9GftqNCD2kkqAEnLMHZ9u2re6nl1zixkZHJZmUKwwNpgt9W6f82OPzjGc83S1dukxCSSMupGHt1pq19+q2AwwDIyc/Bvj85z/PLVy4SM8xts2bH3Q/+clP3fg4I1ebO+usM90pp56mje3mm24SGleqn20RZ55xplu9+jfuJyLfgoMOci97+St0i8Qtt9zinvzkJ7ubJP3znvc8d/fdd7vLLr/cveJlL3OLFy9xF/3XRbrV4YILnu6e+pSnu53hiw4PPPiA6+7u0S9VHLVyper5ZqH37e98J+i8Q/f+/N7v/q4748wzdZ8QZezt6dUvg3zpS1/SRa8Um5EJ+2K7zatf9Wp3zrnnSriME1IH0NGGKnXC8itPd9S95z1/5x7ZulW1R111dPkR2eqSQfV1r3u9e+J552ll2SzKj7xajQpNK2FDQ4NuxXL/dQsibfFqKUimhpCK1C9BcBRh9O35M8Xq3/ym0qPFat6d94QnBCrNgy8mFNGs5/4p2k5QBnfecVtl3tBgIa28u+SnPw65qvGlL32xMM9111wTUnj8/IrLKh3h0gX3oQ+m2z0+9IEPJuGf/Pg/a9g3w1chjj36KD3/l3/+aGXpkkWV73/vu5UzHneabosgjDS33HKTpjn9lJP0/B1vf5ue79s7UjnqiCMT2pdecqmGgy987vNJuLmLLrooxKa49557KvP6B6rS4r75jW+GVLWB/S1fekhh/th947++FnKUA/YNbWy9GfjxrgHoWXS4l9ZsfskbYj1ypwlIR29qPQFTh+H+ft2mwIjAomwmGRxjxxYLtjSYA0yB6N2gSS/F7di8HLXA+AGZTiHOAlr6GQofO9Yk6+Ja8fNlCEYMAIvY5WG3hZGF3ZUAXrFjOsJWAPiy+zKe++ehy/YlE7JwzYO/v7M7+WKCbXWnN2XLAvT9ufmyyPPq7w9fhRDafsfslO4SZYuE1rHEGa/ebr/9wmiTxr7h47e1eFkA9IBtWQD2BYvYBqA9NDCourC0fXKd2C+WYLrkQTJfvZhmxhF0bnXN9oxBGTkAUzSma3zgQAYprTs4Yz8GnVmwZURthkokUJz4lY/oB4eMlKGWHmvBl7oEIKxDqxybZURaS6/DdEUEJtx/DkDj/BL11OkL7SUNLmw/8l90C7ctORJcVg4UBCqstKbYUnk0pdgJSzFQTYagus0ZwKIem+S6QBIxi1OvNpvUoWr/wnV8cKs9XWC6Sl2zhQR94deLZOYoArsj5qc6fijS80jIWC/TOeG5douBEapBSZlJCXXLz8fXFOGcGzTxanK/o9TDdMyVFQ7Y9gyVmV4z+K2x+F2wng+0fAqBJNdrN3QbApMyCWndoSxAhknRl34xT0hRh8pZ/pkMAF3pVndkgAxO/JwTx7QX+prO6rMkmkpthYgryFAQpChKy3VB9lgMws0BeiLoFdFsBOMF8FNdMX118s+2PYD0At8Dto1Yp/F4YhdByNYtg8QZZ47e+bLH4EI4MxLXoJnPZ42QcAyfl37gVyc/YvN5jA93Rc3I/AV+ZEIhDWkjqRIYTaPFf/VJMDnoMIyryoKR5+QwJDTkiMz+xB9AnEulKSbj+QQezTYew8xyzQJWeINXdzasFuICNwutkOCHne8rcz9JQBpLx/lsEFHWX9lyxs9rEkQ9vqEqpAb5RGc53Ru0TsR5GWuSUaDFRnVQLz8gt6XJUmqU87GJA9KIYuPX/5zr2YFDzNEbjQ/L/nKoYXQ1IQRiA4sp89MEpVCQrqBF09hiftYI8kg6rpDWpl0GaJhOOJK6Fi1g9Li+SO7ICmrnyIJ0SGKSK0+lWV3G/w048CORuLyqQp00hM83M0VrQw7+0ihrFUWYA3vA5tWF8zlDjqAZsOoo6KmetpKGK4cZaDWHNH+9hvtYxgFpRNZzGezMV5jMwa1SasCi/bqumSlaezs5KikuYItYkkAcUXjjC9MyYMbVHjrmfJljNKJqRgoJI6MX3uEkicdFfGwpD8jM73Oy2MNE1T+0NB76UmLxx3TtmNJLr8042msCFBau/3MQOhautCRf4CpG6G/tFOYrACNpcr3KQTL6xckpvLS5cu4nHJBGlEe+OL7aHgOYAz3PRVXl69sbW4qkMen/ErAGof+hn+bEILVzUkPjRoE35jSNPyb8o7za4MyYBRaThjw2gIixnHONR6URZSoicdW//YkinjE0fjaKlzLGtO1XCql6IhTkjfSoiE5jXtU5syFk81mL5KtOa3rJ66dZfTWXug6UUD1qc8apEAe8EVUr2p/T/+V/+xPecLK/uUQRfX7l4NNl20iJvJFu6/HSNWIBjac62ThY6AJQAdOy4jWI5VCiROWghMqXYa5RuhHFxo+/mV4nX0mcWYhWdtl7ycKyViNshDhVkdGYTHFMfeOqgZLPGmykKNJj0gAkKpEpkyycSN5Yxvi5VnxNZCmMl2VhKqd1iZ/rofDciXOTLw9d/6fXpqz+4Cvy1eUlp8llR+hlKBaTj2CyVCfU8FAWAI/qupLzKE2BEj0kyGjFNJtBqRrXCzlxk5N+oaAvBBVAj4RCzVULYRWVQArLu+gIaRMaXFRSQv+/tgPwhh7wNMOt2YwMcXwKKsNo8RS9SwxArgbkzJzIInlYYgM0bZ5G7jwPYu0db+1CE/qx49kUmJwWPYbtCX7pknoT+Jfd85TdP0FHFjUnSxhuKzMiZGWK/NHLEPjqArAVDarDQMPqhzPlI/+Uu5XD6LP8RsBiUZw/8ctpEgQ+wOTyHCVKXCq+8KQu/alGcFOG84mKp0c+3o4bchKUgIUuE8n2Dl+v6WZCPXhthxso7e2kISJLRyGZrdNCZhbBGq2yKNWIrFejtavChYm+/bKNoZw4c6ayFOSNe4q+3j63Y5//tApuQpRkJlblpMzmwOjoqL6qF/ipBHRj/ua8rDG4A4ja2WUzKhU4FgwBdeHgp/LAT8+pxKwyq3u7LPjaA2vLAHuZamFcDM/Wn7FqO0+2K5RxQgo+Lsar8sk/1rmBtrClYWBgQPiNqh/oqvSAWFZrPHxVA7B+UYjoWkRe54ssrGfjNcW2rIqygL3hdb32JYmB/gG3Z89e9Y/wdYdQDhBvxTDY6Giv8AV8EWJfWLZDLHrfJz5CesLaQ+qR/UrexrIK4qXz9kZe6olOOQ+tw9BReJswVwDIS4egtsppll1DlN4KYT0W2Lp1q/v4x//Fbdv6iDIGOs+mG1MJUpLk8flkBBLDPWj+fHf6qSdrAX1nR35fgAyMVADLTSakEd29+i5VNCTp0XRtFwklQCtMHIqnd+EcY5qanHCHHXaYGxoa0spUmSScOLIAHalUdK941lI9+OCD7t5716hxKi9LTPnkTx806lS04kbHR93iRQvd4844w9OlYiP5ATIRR1lvv/123WKgC0gxFGSSH8v6jzvuWLfy6JXJgk3IsI7s17fc7B544AGlwVYOvrDB1y6oG8LWrV/vbr7pZh29TjjxBHfkkSvF3+7Wr1vrrr/hJnfiCce5k046ST9V8stf/lLij3QrV650q1evdkcffbS7/vrr3bJly9wxxx7nrr36Krfl4Yfd0572NNF3v/Dd6K699gY32NfvnkJY2BN00403uvvWrkEd7sTjT3AnrjpRt21wzhrAO+64Q7dX6Ho5ftIbLFq0yD396U9zHdKIVUWhntDvNdde5e666145D2HRaMuRNZV8RuUFv/0CN2942C+UlWj2H5GeNDQFVqj8/OeXuzvu/I3ywPa0Iw0jrIE83PI//bTT3Dvf9S43NG8oxDQBYdoQUkm6PBwH1m/YUFmyZDHSNO1OPelkpTET3HXHHZUe/06npt0H3/u+QKU8/umf0u0EZdypp6wSXZVbRl/vqxBv/bO3hlRZPPtZF2TSPe1pTwkxHh/4wPuSuL/5m3eG0ErlH/7+7zTslS9/qZ5v3vyAnv/F299WGd23V78KwZciDl1xSOVv3/3XmoYvXJCGr0WAz336U3o+3D9YGdk7omHghc97vobj3vTGN4XQFK997WuTeHNHr1wZYqvxmle9oip93s0bGKjs3Lo95KiN17/ujwrzF7knnn1OZdeOnRWZAqq9N4Ma41sWtFZY6VHA8zU+yAQYbHXZvvr9Q7O84xqErQWAjVw2TUJ6ro74FYN05liGP6qbp+DJVyHoxzzf1FEgOHnefqk9MNnp7XThZpAhBiulWRFsq5z9VIKy+UWZ0KSXy7p0ksA3e3bv2q1+rhmz8ovTMHin0zmmOEbHc4OvP6KneKuB5WGLBGBaMy4joIFdoAaZ7Aaf0Ak9ueVnWsxHzpje8YUHm9YxVTMa/TL64JMGo+cmx/D8YRnJdql/mmmp1KfBptro1urY9E45mQWAwYFBmSZ6ukCt2HuFv59ysgWkKzi2Ndj2FagtGD4o+VqFzmjCaGXOwEipR6HBKNShNKod6JepsW7Ek1NmDM0g1XRdyNAqKW3FLrxsPylfX/BvUIAxQ3be+Ur08UIjGADwOXSS4wOqAD9zIoUoTJqAptZdFGyHgB7RcvA8vDOO+AA5ga43k2OyfSECYe1iRHZtwU4XD583UMg50nhaVEniV13lnBoUUw2RO1Q2UmYlJRnnkkPSmV9hBhKmJBhrZrWHERC0h+smhXUk+l+yhwtu6CU8JE1XBZMKaWXaFJFL4LexhAZCOdTnYfRVj+IA+30UkjAxcDl0BD6AfJbX7ASb4f0YdHgUl11O9ll9UlC/QFeki/yUwZxB+yz1hIMQqLZPn17pJrrQoNJIS9IQEWV6clPIowrTUmPE0loFNMb+L+NsOJQvRw6hKtOGXB7eUL2f/M3IIDmDbzalfuyhiUaUg16aZOFVmv/NLTI9zf6oi6ivKCIflyz+HUjU5JaRvbZMjJI2AjXbGfpGNHOzmQsgg410ILaJ+kjrK/7NFk1oI2ImMifvwY5AT1P9mzuUV9YskC2mPyrflHdcOvsdSMSSxMjIUcc2KI6WKeiz+VlF84ansgXxfO7maSQQuWemc58v/5stSjeiDDOdh2azllXJozUNjPmWboxmZPqfY33ZPY8DW74y3NLS5lIHnXh9mOwhTZLJPCkVA/nKGqH2+Rl+s0OZEaQ5W4vK3iRKNiJRlTQaE1zfjRAUwX9mdqqkEB/DwpJjUwXLI82rdIQ5R7xcIGqlIpc+O5I/L6IivsulQhegyiTCTRC7gwj3VIIYPp2XpThFjDiN+T31+siTzvOL33eQQVBEwisks3O/nQE/15hGwyQyjWRpAE1h0YJ6jYO0SV5jV4AkTSZeMkh4EjWdPrOsB0tjxyLxEirJkxOQhJZC6ZEoi5ihh4WosqLf/oa2GRzcVNHFPDMVLEnKVEItWNni32zQbP5aqevYcBU0qSkvbgkRkjSCrCEWp68H30EFWrO9MSVCJPVZp86L4Gsr/dXWZnnMsBG18L8ZcYeC35/NrGGUR/P0/7dgho0IhWSVYiG+v0l/+xuRPQQU9yyZUMlTb+rRCHH57KfhSrN5us3mqJ2+OUqa2npxOYl1kow8+j+GlDYKtLI3hvX8zeSpgXj0EWGaqUt45395NDtKlmpEkFQFJMRZ5xR8HOWfL4dPGTsT0x4KMv9OnoGhDI78gmKyzubouPQBnBJU5RFqDzhxTOr8Q0J/lAThBohfEQw8XV36H/HSmNxRPP4YaPMg0pfDczDHTyF68DKT1fKm8CnRVXprOXr2jLQKo6E5kFN+MUyXrArI8qnm6eHDLSn52jrSl+qrPFNhnXngzUNxfPZg1Ve08G7vSNaf8T/mz8NKoLpVH2XysnIz1x60t3VIaFhN4NOmNAx6C568lNX/JbVMmK7CSJyEqRd9ceJhfuMLHx7W43wmT1chp4msEY0y8KVuAC7keBG9QUUIjPhvLGMhTVD7mYBagUFyu0tOHBWZdejKqHsOPJ0mjlXd+rxZZGiDnlQq2xZoNoTzh9/L6I1gcsp/JYGlPfoGUaWf8gO21cLOzcj8o29oS5z48z/jwXKhtnb4+vR5CCf9Ib3RRkb/i3N4n9JDTs0jXJQuxxAfyQosHfAUA0IDsHcrsMViasK/aw4gAw1gnO0FoSFMCG9yTYctB76czo2PTSRLg8gdv2PBtnCo0AFsedCjOF2kLJhiMWhYFa51GsltoI5Y0uMXKos14SQcx6ptfU4kfPSHDPxxHvE2sujJaNjP15zwUIqSVIxxmqX3kibJWBKlGpFWmghnDWdyYiJZu4QIBKMfYmNnfQxpJjBcwcjIvmQZe7H6DMTEowxbAfrd+L4xpTkmBR4XkhPCnOrG6fYJTenlwT8eKs6+iMBymK6ObqFYXXRWbtt6K2BrwbSM4qAHjzwshEbI2kDuZBY/kExL29Xl5Ymp+epMwVaAePmONTwrI/KajCD+mkFk24nR20vaWSunjVeYd0rYJEYden4b5cwY7UsORputG/byR2wiltnyQMlsRZdlCXT9WmigIH0LK+mg4tNrHQhP1uTxmmJWiyMvb2nltc7EswZQGwR1L7bI64Z5rTTlwFEPWheSn7z9vX1usG9A6fUK3dj19/bqGsTe/n7/pZPIzsui1FYIktAzYfwoYusjW903v/kNt337Vo2zFp4sboqR1KZf5t8nQvNu7QkpJCORJpd/oZONIIFt0gyNnvBmAWGPKHNsbEwXT3qj8r2xTxcSU2GYhIRjFGyU49MajKZ+74mkp3dSa/SVYY5eTRuBxLAokdGnq4uvYSCCV7Bft2vlEogXo+jp6XYPbXnIvydc0jM2GjS/jAjTkg5DWLJ0qRxZbCkjnPTKGDA2iB7Gxsfc2jVrfBnRk2TulsZ0+MqjtJFrYxB6I/tG3Lp165QfAXxl4uCDF0kaqaOtj7iNGzeqjg49dIVbuGix27Vrp7v7rrt03xBbKDZv3uw2bNig2yA2bdrkjjvuOPfII4+4tWvXurPOOsv1SqfF1yW2bdvmjjzqCHfYYUeofDdcf71+EQQ5Tjn1VHfwgoNV9s0Pbna33narqN9PFbGJM05/nJaVhqGzAamb0X373K9+eaXbN7pXNcRUUutDynTOE56oX5lgtKIBYFvJNFAc9sdi2e98+ztu957dStfvthXdat2GzkYSP+uZz3LHn3CC2q29v5zduAibNHihh34XLFjgTlh1ImrVBm/xpSAESmFswr8tf2JiojI+NvOvQmzcsFHXjsK6WXfqKScFKs3ji5/7bCHNeu697/n7kLsc7t+0obJo4YJCWnl3ySW1vwpx0YX/UZjnhuuvDSk8OJeqTuLf9973hhi++PCxJPyDH/DbQL7z3W/r+aHLD9HzT37iXytDQwOV/5bwU05eVdm+7ZHKRz/yT5rm9ttv1TQnrzpRz//yHW/X8z1791aWLFyU0P7ZZT/TcPCZT306CTd34YUXhtgU9953X6W3q7sqLe7rX/t6SFUbIyLDwgWN9fyfX/lqyFEO0vgqk9MygZRfMyiacxSC4ZTWSU/Y1e2Xq5u8/LjWEHpxsHcChlaL27t3j1s4NJBsYUAAtlLkl6d759MQD/oHBnXnKJT8cO7DYxjbfBTWplsnpAz2tYXsz/Nk5DKlhGl7YwRB9o2OusFB/7UCT8coe8eWEIqio+Kk7zXRXSqxp4O+AHKyjR0xekVevogB9OX2ArZmzwv8gE3FQDLlEqRTVE+/r4cvPTDKT7sFQ8M6JRqUURf5GRGo3YkJv/O0t89/FYLRE+zds8cNhF2v3RI2NubTAeMeq82PksI5GinGpRzzh+YlddslcveJY1OFbUdXe+EvTMdj7JNLgl6ZogH9goboxuyFQQs5VNpUHSqH6TUDyEeGhA75NYOyZqJkdd4cVZQP9Uz9dvEQ54O944BgIc4fGOqR3+clyJ/nnEQkUz4BleAvRH1h05gUhJqLQaXoj6M4/xnKODUTt9A45ehRTb8QVu4YmtXTth/2oFwlvU1ffelj52XQo2Sw91H4EP/frrfipfyK2Bs1osw0R+B1J5zl2O5JeiMXvshTZBRJ/Un6tC4jhgLrKANJhTU+QpN8+t+n0zYS07HMhPEXRRmMj8HOKR0+i41TMWWOr3cTQN/kkqOvj+ZQuhHtL+jMOauT/YJ8hQNtVJlfttJmI1ZMNf6VgTSx4MMfjt56w1mEOKj6wvJRQVakIFOu6OW1UR/5BvVo4FFpRL7FP3pQvWOT+Z8INVdyRVQzP4urb0I+XTZFtWQzldW3xZBblFFkiBZiMs8a+Q6gXvGbQFHneKDxqI9Ej74KUjx2ZPGS6H8xNuzNN/yc5WlnFEs99yV4DNjoYx4HpBHRW1hv53thbxj47Rpn/0Mfwyp871XNFREtTXPwuXSErWN1FuNXWxunIo4+TP9LpoRiI4uuFR9Y+EtvOdXzlK/JTW7qiaM/s7Q+DSA+GbnkYOmAUUwpp/mMh4cfh9OcwNsFD1f9WUCSJ4W/qeS5JLLUQZk0s8F+b0SFBajWywFAnmmxELMVLTE2/Z+Fhelkronrl1mrKzDmTqFHXrpoelkkeJOISTQru91U2R/YX43pUZnOpWOPvyNE0fif/+1fxJzslzUA0XrwzAQxXf+z5TeNoGkTBF3Vypux0uI0SRIjpQ3dn5BDjasG+f2JLMtiAfb3KDIXeNSviQxMC/K//YuYk/0SO1PMrvpiuv6n9+tzKDISTZsgxBfkVWSyF6exRpmMknoawnCE1yA/U1TPwjKCKopYplM+5KzO81jEgW9E6EhckQIfbahojyHB5sqEsiNbtXHGhjsneCxW7n5E6UbE014e1pmLVyEYODdnsJfe+6NApiX6aXn8Hfzn5gKvR+SCNuckWh1pBTyht6f1yBDzi3majHF4ZXJC6fDAmBcJdrbLVNKFt4CzRk8YsUSfd851dvJQWcoceOXpV58Hj4Cywce/YJHrnthJXCiMPT/RrQ6iG68fT0gfQAr0ZYeSgfdgs5CTMnn44/Q0K9OnE/1kXsAfTf8q4WXm5FepQgYaz7ik8z8B5RI+k8rWJ0oMJNCeRF71iXxdnZkBEp0wVe+QQHvYa6sE/PvjAo3JKf+QV3iRn1owmSam/AqIyclJZQlNWw1j5eel8+iEuuRhbmc7b0GUxOhKfiYza/KA2gJ+oYHerf5wSXw4N38zSHTUCAgcM6teveAVb85AOmpOjwKtW3EUD7uhsQhBXZlcy5lR6ULNQCdf0DxPk8/CMVblKT+2FMRv/vdl8ufWWUA+/3UAK3u+jObXYzAyXX4Pr5zjL0nLkR93KKMVBt2UU44k4Xk/L1tEbtMh8gHOVSY982VL4MkrTFes2MbnjRknBkcDlXNo8USfhbRhRZLC8tqRldTWuVBGbegBlAlJxeSTNhwOGWj9iCy6NYI/4WfLe2xVAXHw9C+C9KthrPyk4YsY6IHGpg1UwklP2dQf0gGvY9Wo0sNvDkAXP/Q0LISXRaqBBoCBCaWFK80IgyCfZ8UK4skJ1Cw0xeGb0KZSG169rOeacD1h3R6yWOHLyNLV26P8WNHNthH8ebDcn5EkdGAJjEcjXqqfYGxF9AGx8SjOi/qp3NTBz9+Op/GMi97xs9bO9M8WCX+kiaXyxHLH6+jsqwnaYSVH3ylihNBlZTwvzTdD1dXOgnFpVMA6L2rTUxG6MjOIDci2WgC7VZ18xYORI8gEj72j/msTQMsnjnG1I2z96JZ6ZtV+WooUyMYeMoB2Jm2WEwHutnnQOl9bDZ6BJGFd3cT4uHYgOlIFfZVF6a9CAGupu3btdp/61CfcQ5sfEoUgmJDAwGRsrjA+B0CauqB3IN+k1PJgf7875qij3ahUHlMDfRc1ysXl4DfleWBYY2Oj7v5Nm7Qh0huSrzLte1JAb6Y/ObdSQZbpwJKli93w8LCWgUA1hkRWn76dzWrTfD1Apgld3W7Hjm3uvnvXSqWx/0aUG8rBUe8qCi0bJZgS8sULlt6zxYH0HTJNTSD0mTKyrYKec/Xq37i169Zpz+7lDWWQwzErj9EvQ9ADE67P0jrb3A033uDWrV2nZRqXDuWIQ49wZz3+8fopFnrmtWvuczfccL36TznlZHfGGWcqvbvu/I1+IeH00051Z559rts7ssf94Pvf160Pxx9/vH654ZhjjnFXXHGFfini1FNPcz/64Q/dQw8+6F74Oy92By9c5G69+Wb381/8ws2fv8C94EUvcn190hmOT7qfXXqJu/uee1SnZ59ztjvv/PPclHSSohyRq8ddesklIveNrrunW2UZHdnrDjvscPfSl79MRlxGFLEpaXxM73q6utx3/vt77uprrlb6OiqKnaj+g3LogBYefLB74xvfqHuArOFavQAaKe5rF/2Xu1zKxIJfznX0EhenBSy8fdL557sPfuhDbnBoUOOsMykFyVAKIrzYjJiOYOPGjZXDVixHiqbdsUcfpTRmgvvuubsy2N9bSLeRe3f42kEz+HyT2ydWnXh8ZdeuHSF3fbzi5S8rpIF705veGFJl8bznPjuT7mlPelKI8fjIRz6cxP3VX70jhFYqH/+o3xbxipf8jp5v3vxgpbOjrfKOv/jzyr59eyuvf91rK2vX3lc58ojDKu9/n99O8fizztA8a+67R8//9V88jUOWLK2Mjo5qGHjJi38n4fm2t70thKZ43Wurv8xw0omrQmw1/uBVf1CVPu+Wiwy7d+wMOWqjiHctd/4TnlgZ2bNX801OTOixLEo1N7hId2g+vfAe6PdL5D38sKtbCXI/wmFifX5XV6//pswMwJDb39Ork0P/VQiGfy9azAMoX/nHBkDQXn/GmEB0EnwygoULcpuk+FJSptSlpeR6oceNjpYrm01boOl/vgygM3yNAqTSoPcwjdP/Ahk5x8fSryvEMPpAR1+BvdeA7QuM5vTIfCGCzW8jckS3XhLn+qWe8Nn2C9KCXplmsTsZcDMkEjW5kI+RTOfEeQqiJ6ExMe6361chiM22FdWw8OUIf8s/0NevG/MaIbOZT/LrplLRXtZ5rbNb1j5k1tQoJGgudQRTKiKmBeR/1ulP430KjNQMNfaXBamVkvzzu1Bx4scFLuosjH9FKOBLSJE0CU112V8a0xhxWWP9VSHEMU3MyBmSJjnwVEd7xOF5HQjNOKxIR1UhEb0i3TUDr7dimCzKQfwZtuFYO3cWZWwrSQHfhEFZDh5NNaJUJHzVAlLp+V/pEs8YRXLMPdJixKVLfzMFOfO5kzqUiEycRWQOqWSpD0Q5LZ8ZlZwmaSUsz19haSyrpYoMLG+kzXaIRUjuvoZfKmjzyDRWIYV8+Z9GBPjz5tFUI0pFwlddOuud45/K1WTLbg5Fcsw9UvXGpUt/MwU587kzuzkjr6XL3j6OEkSUikM9VN4GdRLd08kAG0/bZI1Es0B8q39/IK2x9Ddb7F+JBXkhZ9ra/1+CvRoL1cW2nnjNk1dlVtW1oXSlZiDeoDElyPCK8sxxdeYvR8oWaebwHHSUCp1C0fS2Hko1Ikj6T6kEhlrH3m/vhvONxYfF0NjovnuzAtYDtPS2tjCBD+9800qABfJGt9vt4jpFgRxCSLNaDxsuNFMU5MkhM4qUBhfQKS97yKv9ZKSvZKoTWHCb3z849ch3WAajYfm9wiKjEUcMC0iMAisIkEIfiIIQ4es+5BOZG3WKxoP/Jh8X7sanCoEcaytI06ZLGXxqK4fyDOn0oOXR0wwytpaSycDkJ20mfRPIW0lJFEhcE82kbQ5UEOU2p7qsya55BVXn2H9liVHd4OcY+YIlBpRGYFwakkubTXdg9JGHypCTq+r8AGJmjajGhBnF538ec1TCpLI9aETFkpBGXDjkkYw0OUDbXB5pSFq29FeNWjzyKEoVs9cyBloml+Xx1RDLWszTBmSjow9vo3kT0TEVQyYskEYEC49lmytYGYvkMRCXqaPY3wBWY/ZLCjYLzKwRRdOkGGJ+VT+PuVV0jCJJCPOVnUpRrefmZEpTp1TTX4jxTGsirvikYej/2iBPYlh21P9WDXE5iqlVhUZyiCDBU4y0dMVoFF8Er6fifImOONQQLdZJs0De/C+PZjuGUo0ImnnCNldGhFQMwvIuIJI1szapCYH9NMfSc/0jREWZMaeUXBwawYKqdecRZbM7RVlKdpZ3wE8vDWX6O588TQdY7gO0py+Y2sW0fL34kAzvSK9G2aKJ0+sSdCd+jtzMCAuYNI09cDQqxAFeNZbQhmEBT/4n12p2jFCvAcRyp8iFSXZbMAx0+ZU48hblt0an5S34gWYfsMYolZOXmid3jARtPKYOoxFrnliCnwqUd/Y/QE6y5UQjwZtDtVLw+3MMXN8pTWPWIPqU9nCBHq6VJK9V10QwRuihcF35Gylew6em9PW142PhJYniB6zr0PYqhW1rx5yyLpFJ4ivJCudJ0Rn8iPU/dOi3PUy7zi5TPesRyQ9tL23SOwoBf+PE008MM6RL43w4PBJEhpo8iQ8LVLQ+Q9l1DaA4FpNOtIleAg8Nl6Pd5LDP9rd3dUpceI+2pIl78nTryLRuVwAWG7+LWzvDwEcR+eNbDiyM5ZXI5EJF1Cd+uPIqelCZmsiUx3QFzGbtfeIgrjecsbPV+zOBL1UDoChUygI+EzT5GoAcvKn6c9LFP6CKDmXTQsZchQ4rfo1u3gE76juSpfFqhUhjYfUtbzTVt19KEqTEcR7sUpTspUto6c8rzXpjcwBFspoZ2KppaTe+Ejmq3tMf8BzI62mrn4WOclRHXnGJ4cpx0hpoFG8rk83+kVErV5xP6WG6Rz5fLn8ef6HB6AP7MgOr4IGlIi/LYZCH8mNsZkhG1WSxLQ+2gFP95FN9eNiLGslrVWzXXuSJ68CgPmMiMJ2T1gw7Mnl1MLTRmjrEwdv8Bms8vEdet6aEssVIZEIXIa+FlUXKsQ5QAAWigPipoG3bt2mc31ZghfTqiV0cB3bt2uX6witgoYX6tHHgzzkKZX4w0D/odu7c5cZEGSNiEPukEY2J4fFlCP06RHB2jsnw0mFUZ0alCpdyMIrlwRcPunq6k5XBVqHkxAztGJfJl9OXbceOHW5gYED93d29aqBxefg6A195YAtDalCepjnAtgTQ2d0V5ME429x4eLXvRNjww7q3gcF54jMjTI3RU/Yw47btCQfNX+B2796tdTr/oINUN0NDQxpmHQgviyf1vCHop7rYs2ePmz9/vvq7unrc2IR/rTOAHmCNmn2JwsL4gIHxZz0eZQOxxCAxZHHol5X+PlcKVl3393kbYvGezowKYLwNqUaqwRo/s7NmUWorBEO7NiIpIMe9e/a6b1/8Tbd1xzZVgh9k1SOuNjmMlEWKY6KEMTEI6MEe4atzieHJfzNQvuiA4vr7e3XxIYWmZ7WG5tlKDjlW9HmR+EX7HPmsSptU6ujYqCRhSwbL6zvVeOCvP2mMyMPCSGgyFZg3NCzGQ5GkOiWdVfC0bcMUeN6St4vxr+J2iSGOipHoNg1kQp7Aw5uFP1+6ZIkuKGX6p2WQHzwx1tHRCbdx0yZt7EpbGjUNaOXKo1Qn9O5MZyfFgO+//wHlR097+GGHukFpVPj5asP69etVvkPYBnLQwTJN3efWrF3numVKtmrVKvfwww+7LVu2uEMPPVSPhx12mNu+fbt7cPNmd+wxx4iOe9y6dWvdloe3upVHHeHmDR+ElO6+Nfe53bv2yJS0Q9Idp50bU7ndu3brVyro8Zm1IOvxJxwvMg1JOf1oRzoa0T333usmpbPQkQYn5aSxs5WEhs0nVZJGKeE0JXTEiM2WmGuuvVrsQOpTIGRlhBQNo2uhRQA6fdzjHueWLluq+fwXJqbVBpHDgH7Z0rFixXLdVsKU2jqM0hAiDSEFFNlk5hm2Q+Bmike2bKnM6+lRW2rWrVp1YqDSPC78zwsLadZz73rnO0Puctj6yJbKYYeV2yLyPz/4XshVjW9/61uFea785c9DCo+77/pNpcP3P+r+4b1/F2Iqlc99Nt3G8Tfv+isNu/TSn+r5woPm6/nnP/uZyvDgQOVbF3+jcurJJ1V27dpZ+ciH/Vch7rn7Lk1z2ikn6fl7wlaSvXt2V+ZJHqN9WfRViP/48peTcHPf+Hr1Vx7W3Htfxe8gyqbFffvii0Oq2tize3elv6/xlpivfvkrIUdJiFmbjTeDctM5XGjdHOOW3Cz2jOxxQ4O8/z9ASCn9Bg7w0Sab6jQLejv6Fwrs6fGfESB2/n8Cur0msEd6fz5OBbzcWfqeu3O9XYx4tcthX2QAdpnDwT6sJvWmx5GRUZmGDatfEc17GFkNdl3CFhR8wzIyjI+Pak9/0ICMXHIc6BuQ6dwepdHX1qllAWw7ALaiYseOXW7+PD+d65OyTsiU2mAfAos0KPHh2izIDMZlJDlYRhvqA9cl8vFVCDbXjE/6skfJq8AlAbMEoJqVvHodLOdmmtBl4yJAX6azupC8ZuPNwGtmPyNTAPFywQdjiq0/kTnxx79cWShcKWXUAAYJSb1WUfVXQzuL4K9bkxmk6eIL6ZqAbh3altUo1KREOSI+TDtT1OaveuRoCkGWDB0/NYrhp6M+uU1rSUfnVA9F9VUd4uEpWWytVIgaGXoqdgGyNGZjO/VwQBpRDN846pb8MYTmlE65rGz16iuOKkrWjH6yaVNq9UhogxABfV5rHj63N7So584Rivn5nJY7RR3WcwJkyJRbRaiW40DhgDciQ6z+rCFkQVSd6FlBG3Tux5/JVb7j8gJq5arPh6RU05+hHml7yGuoVX7G0lh30QwuE16FkE6X/yBTaFCWg8ZhjShPRdMF2qQpr6PG8FSNY55ziliGekjKEMm7P7DfG1Fe8EwFqTLUWxNxdvIaZqMQzAW+dqManznoJjLFVlkK0K2n0kBPDqn41TwyZQteRErDU6XFaWN/bGSZNOIotUVPhOs+vQMZwu3oEcpT8QGaOiWnaQ32sDhGpiyF8FP0JFXD9EDSlEjWmPfcYL83oqIew1RmMWUL69NV05s5oJc6/UWy2EPKsvANKDK2GvCN2Ku+uDRxbn+rXCXMXPMIcplj2e26BVi4dlpy1EaET/78y8sESjttPOkxeIyZ0Errz+KySKWYOQrMJoHXR/NcimxxLrDfG1FZ+KpJf4V3xgiO9FC28QE1oCSzz4cR8Iu4ZlCeeoxUwJSu/5WlGFe2GapJ7BHokC5WSA36CT05+iy+91edJOEhjZCAiunWKCa6jthpmCUA1Un2E0yfjw08ZhrRgUQj9TfRNjOIjb8xajMpS0cbQZQ0zlWPRj6OM6NlxmmNJjSzckqpzbIuypb3sYpHpREVqYzKin9F2y1m0/tQT2oo4dz3Zf4Xcc0g6X2bQGwPKV3/IySPIg6xUXn5fM68PCldQ+qPaRTdhoaWpYFqLUO2YFYUgKp0kUxZWcrBckC3fO58uR9dlGpEKJyKwOHn4Zz5Y6RmaZfs4vSC1VcU4GyMJRriZ/UyNDJk0E3QT468Lhmyh4j4pydFDvJzHjkNC86gL0WXI1c5ujK4oA6oSOJs7Zzlz9Oy8zjcX5hPJxfX/oDxxs6nZdUQy2JqgYWsAHvVSxs5Qs54WaMgLDbqmKItGAUmuaXnhfLQwo+uLNz7fDoDod5jvOUYeMbXXXmYXFZftnhZEa4HOUMXokXvJyykwcbwF9pZfC5elUP4wTKwVeRpFcHsGpCmVrp6qK2FCCgEQcwlCsoxtXMNM6dVQpgXVLUl+WFMvaiTc7/NgIrF+UiOgZUCurqQVPJYz6hrpZS+yeJXJht8WGg4vK5WrJuGDR/8usaOFSjiSKPGFGStZyQG0wU3CvwXKzw/ii0SZX6w0vdLt3c4e5GiBFeBF8/7sovMIhPnZE55+SN1UQtWbpCkk3zaaDxxTeMbm6/f6alJv71EQlTPEeKbGkZZ6yCS31auK0K4NWZ4mrGqHQV6SSMNR9tygWzIQB4rr4H81tHZmjjSQwGRADlMB9DBn6cDCNO8UbzlK4tSjQiiLMrDUQBjiJElgglfnjvkHbEMvZYOA+8kDr84VME+EfRrzgrBwRxgWQlUaDgYPGD1A/Sh61cieD7wMweQlfy+l8doeHG9d8ZX39XMiBV6TzO+mA7I0zboyuUgLHzwxQ6jIxzDsIaepwEIgwwLSZF5fAK5fEVbPOCtnROT0ZtECwwddIeV2YCi0SBUX6ITlgLZPiB7LzgUbRGmL4XkC7pQfQf+2otHPNvJL0efI+RDsQKzH4Xw0DKKF3m8TsQRRa8qYDEqDSTJE6Gnp1u3wQAW5qpexY96gop0xb11guipVoeIHPDgGNd3MyimnIMWOBSc1dNFvUOw3SqQTl1I0M8rYEdHtZDjQpMKQ3TKbk4VKy4OA2PjY25gaFA3mbG8hu/j1OKbhxoH0xjx8xJ1oxmDCqAjhDew/TdlQaVbD15IPzjkMOMqRKRb+96RInhM99qJRQqwhglsSwMYC69tNoPE6Kw+AQaLPOQhjFSMgAqGTxDS0mjiUSrYvEJHJgFbIUwuM0zo2+ujVQ74SBK+48RqcGTg4wbWUejmSBq45KdTY4Ri+k48YbwGube7R7fV9HR1u17RPZ1Ap9gEtHrE6ZRf+LLhcHJ8wjuhGzs6IbaU2GuJoV+3bgpQaisESeJku/fscRf+x3+6rQ8/nLRiXCc9h1QsKS0MmFC6pF0E37VrmyhoQnoP6Q2lshixErMjnx7kGPUeKJEFqPPmDftKF3kwGpVNlMwPPpzbTk4FaaSnpd9jgWVvb4/28PDQtOLRouERsP1A6QjNfqmo3bx3OvAx+sjKwcJwExNj2uMtXrxYR49OZMit74UFRsj0bPvOnW7bVvZk+RHBQN5Fixbonh10iaz6KRHR0UMPbXYPbXlYUvmp0UHD893hhx8ueoJGm9u+bZu7b81aiau45cuXu2WHLNOy79y5w927Zo3obp478bgTxHgm3K9vu9UdvGCBW7FihXvwgQfcksVL3R13/8YtWbDIrVh2iLt19R1ux/Yd7qyzznQ9YqgPbX7Q3Xvvfa63p0/CzhJ5vL7uvPNOt2HjRrGDdt1SseqkkyikxqHku++62911990qI1tQMORFCxe5Zz7zmVJPUg756bRaTAQ7uOqaq93q1XepHnzZ/ejup+2iH9HffLGBF774Re4g9kLph9+m9ZM7U7wbPOiSuc7PLv2Zu+Gmm9TmTN4JZhrQ03r0dUhjYtvEBz7wAd0PRpilLwXJ0BAyxdEl4jLd0fMtm++vHHPE4d6amnQrli5TGjPB1i1bKgPd3YV0G7k/e9ObApXyuPgb3yikVcsdduihlYdFxjL4/d9/dSEN3Ktf9cqQKotXvfylmXSnnXqyhEp3EvDZz346iXv9614fQiuVT3/6Uxr23Oc8U89H9u6pLBgcqPzJ6/6oMjk9WfmTN7y+sua+eytHifzvfc/faponnn225vnNHXfq+Sc+/nE9X3zwgsq+kX0aBl72e7+X8PzDP/i/ITTFm//4T5J4cyccd3yIrcb//YPXVKXPu+ULF1V2bW/89Y0/e8ufFuYvck889wmVkZERzSeNUo9lke0q64B2aa2TEWBo0C+RJ4Jwrkxk1ivtP+ckzhwYHBysWtJfFntH9rp5w/OEqsxzpefrFukpgMoWnL8K8+F8EaJbHCF2DQWUbQ3WyGRysRsTwA8aqYMLLi0n0Klq3a8VpIwZXYAfhYOM6mN6le66jXVku0UtHd/82btndzjLwugDI9Ed6O7ZO+IGBwb1+mbP3j36lYbRsX1uqH9A5QC2+zjZehJo8H2ppP5kIt7RmeqVGUIeNspavYC+vj43MZZu94jBlBjI4OSd+CkJZDiHyoDIkEy/EAzZUjUlMN7kwflai2xTnU/DLGKm8BQaQCdYSBHBbuXGwRSo+jd3oLFmh1kxY5kSiC34KQFzcRqslCqTbIYw2a3ywkRTwzyqSxnZfCn45F72piGZs+zis9RfRhem1yRXrTzZ4tdMVoRm0u4vpDVmv9mjXM3lSy/ntOk8MLLq3xwilDimSVDMhZ6bUS81nOZkiBtq5hgRgWL+B+z6CNQeZSNCAs7I76szG9cIKmvwK4K8IGafyBKi6XB8Of058bwAJi5mXn475XrLTjyNGTT+OjD97S+gsexv9mhCAxE70aEZ2IGE3k6lwsUP/6SeOcqJVTzHJG4WiEtYprSqk5CwGf2Qskx1Jv1mraSNyhzii5JZIza57blQwjMcdVqepInj5wa1bkU/llFOYrVIb7yAOyAVvTNPFKHWk9ZRaBSVVlSTFSD5KiEvPRastcFExPFbZwYfpp3ksId4IJCogt76DX5gt2/1GUZJUe3ar1HZ7HazT+fv/hn3OG+mMZqBhWi9/eu9VYjz2fWIhdBAVH+SWa9X4S8F5MeLPIDl9+/Eg6XX3zQjj9a5T9NIL3ZXLRFaoLQj+Yqg0fKPqTQ5M07CM3rRtN6bQZTGpvo1wbu/QhnrJStCyWbvqaZqeJRA6UIB9cCphYWSV/XoapxJdFNovrzWDBrDKtSnnxvN1iqirRpIGyfXjT4MfdGgOUcmk8uu0ew5T9I5iEsbFv/Kyp5Kp3KUzjdzxI1GO6n9xLNkIyoH35flf3MH1UmiF/NUc4h0V1hZ9ZRZKyZDsuDnw+vTroXQsRcippdteB6xocQxWTmyDLSx0MUHPw1IyxBnCcg/cM4bpj1gbYTATf+DWnrKlmd2iEmlNVX9my3mtBHRq1X/5g66liy6kPUKT7lYBXAwBaKiZtQUslUhpmEli3+KiFkzxhA/9QdFDSdGEpKLih9Ox8Zhfht9/J3M8FA54qUmFc7zxmXLe2KW+JOyN4BRNdTSj8moYui/cvTLIq2x9JdHrQZeC6UbUYZwEwYyl4CtKd8qOWk4+j8rGjKb2GWMulnl5UH+eC1ZHmXJ17pDVV2G2mWKjcP8CXs8EqTXgMEBfQuTNbTAyzotrpkMVg7kKaHWgDS/5osafIxMGdMsGcykntCB6WGuUaoRMd1Ah16xftGmC594b5dulNsKaJPFgzyAix0VFV+wc0zm2TUUWQ9KT3rSijgeSiKKX7yIE+MzPYWjPWTNG2ZRRXARzMNFSxtfBxh8CPF552ELIwvpa5g4OabGKv/EwYoV3gqJJy3yIItNmUJskq4irCbDK4VBXETeP22YavMy2fYLaoNFV/qoHT5CDg7wsrox6W2qiX4B07v0zh11mD7UtQaA7KbD6RAGLD7TUHIw/pS2s7tTp53KOQhETnRnNKh71VXQUYzk4TSdg9gB+bBJSpO4aBpgNOrJV4RSVsw6JuAV4xmYzBy1EP5UYnO/nEB8miNGrPBGCDsW9Gl8J5Un+fRclMPKcF5uH+xCHHxT/saWkaIWO7vAzldIXAJdZexJZ51gcnKy8Km9gWmUQg7WiJAvhKY6NJ1xJD6c2zMZfVYjsDt8hlhqM3Rgo0nCSeL0lc7+zENO4nLbyJPcRdT/nPvFqsCnMelT6F3DQCuRMSoHcRNhMWoelt7rxcqtB8kX5BBP0kjDqvukbBFSvckxiKq6INicF1PpKANBvv4bwWu3AWwhJAYIA3roNr0l6GVQR8FwchY7E8iaGb1rEhaOVtiGkOQ0mgq9PQsUx+WiF3rIpgsWpZ8RR93629JyHjoAW5WslSPsavGMDdNLJ6zE4fflkaP8yztDYmBRmIEwH57y1u0Oolc6l0kEFzAaIh+0tNGHBmENw/pqlr7E5QjtUpH26GlZaeQirZaFz8ewUpryKn1JgmxGLfmCRE5PyGQdBXHWGQBWQwPCTA/wBOiIsgLC4nwxTG7Sjkn9Tkj9oRZVWwBvNjX9ph8HiBIEGG9GZT71wkiMrjN1F/KNjQlN9VWXuRFKNSKI6mYyfkIfpduXCZoFBhIbKrTLCl2RZKzCZQvFqCiEXZEqhRxNjTio5R0vqqcmfO+ZNu4McnLQeRDSKf9Yps8Sf3oyQmNHOGB5vmYQFJUJnlNhmsWWEkYmVg3zql7cUH+vrkbu7w/rEgXkMVl7+/pcX0+Pmz806AYHB9xw+DqDoUf4Dw72u66uTqE7FEL9mrZeyUceOhxG8oULFyofznt7elVevgzRI36waNFCNyznyAnI39fboyvBrYGQp6+/zw1KGXgB/fCwf7VvXKfohLVu84QWq6+7u7p09XWtRjQkZSP9woMPEhkPcgcfNF/dggXzJd+wO2h4nq6UT/NLwxdecUdmgM/Cgw/Wjwfgli9b5g5ZuswtW7JUz5ctWSZhh7jlyw9xRx55hOQosIkSKLUVAvhdmyhmWnuc2359q35KhDkxvT4t3DezLGxOi/FiQCx8PP/JT9KGZKw51lJqDL4GcOP117kdu3ZpZdjOTwOVi0IxdOqQmZc3eueWLV/ujlh5tPY8Jqfd5jWIuSYPZZHn4Ye2uLVr7lX5gtno/7yu4UkPOiBGetzxx+sCy+IyqSZUX5s2btStDZ2d3SqN14VwkbgFixa5ww4/QsJ8rwlbGvGmjRvcI1se0cZNh8JnVah8cjI927F9m1u/fp32wEvEQPjKA/weeeRht37tOjd//rA74qijlP99993rhgaH3LKlS93mLQ+5oXlD7qGN97t5GN7iRW7j+g1uz57d7sijj9aGsPXhR9ymDRuk0Qy6I4UG+3Yo9/333++2PfywlH/aLRLDXHHoCq0HQB3fv3GTfnGCbTA0WEYDOo5jjjlaZYZGjAfu3+QefniLNl7Scj1D+dEPjjrt7e51hx1xhH6ehbLrZY2kydPasvkh98jWrdqJaF6J1ms4o4WddIj2hQAyLRK9a5jSydKqh9KNqIUWWihG4+6/hRZaqItWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWI2qhhVmi1YhaaGGWaDWiFlqYJVqNqIUWZolWIyoBPrBe7yPrFh+n42ifojdYXB5xnipEYUpTHCH44/S1aOTTgVguiysKA4QX0WghResT/A0wNTWlR1NTe3va75jhtbW1qeOcY0WO7Z0dbkqOhHV0dGg+wiVlkievesJAPpxzQiYmJ1xXZ5dra4eK52Px5FUepA0Ovshv4QbzWzhHS2d+C7cyxa6FLFojUQOY0XA0IwNmpIRbb805aJM0lWkxQjH0bjF6GT7UdbT7eNImDS4YK0dzliY+b5e0XR2d2gShy3kSF/JbgzdZLd6OgDiLn5iY0DBk4ZzwyclJTY8fcCyi00KK1kjUALFBgbzxW1h87OzsVD+OhqPp5We9vSHOj+PcqoPzrq4uPSqvNkkrYpgsU5PSYIJYsTwWT2OIeUGHOBzhNtogq4Fzk8PSk87yWP4Wsmg1ogbAiEZGRtQoDzrooMT4wO7du113d7cbGBjQXt0bH4bZ4aYlHaPPrj17XLc0hoGhQc2DcUKDBrJt2zalS36cGT7xY2NjemR06+vrc/v2igxyDj/S9fb2uvYOGh1Gz7Rt2o2Pj4mbcAsWHKQy4ry8NGw/tSMMHjhpEW5sdNSNiuO8v79f5evp6dF0gDjODZqvhQw6/k4Q/C0UYOvWR9w3vvENt3r1avFvdUceeaQa9l13rXbf+tbF7u6773a9Pb1u6dKlasTXXXetW7xkiRh7j/vef/+3u+aaa9w9997jHn7oIXfEEUeoEdKb/+IXP3eXXfYzoXuX0LhLGyiOfv766693P/rxj9yaNWu1AUH73vvuc9/+1reE3tVudN8+d+hhhwbj9qPEvpE97j+++lW3WuR68MHNyotR5ldXXuk6Otvd/Pnz3fbt29yNN94oZTiK9qPXVBddeJG7+aYb3caNG91hQnNkZK+79tpr3FFHrXQPicy33Xab0rJG2WpE1WhppAG2bdvqli1Z7F772j9ya+671z285SE1wF27drozz3yc+50Xv8hd9atfysixT3v7NWvuc5MT45p38+YH3Atf/AL34t95sdu2fau77GeXagNavfpOd889d7nf//3fd3/8x29wZz/+LLdp0wYZvSbd1PSE2yFpn/qUJ7vXvOY17uSTT1bjPfHEE92TJOyIo45yz33eb7m+/j4JT69lxsf3SUMZcn/4h69169atcRs2rNXwTRs3uF07d6h/7949btOGDSo/bkIafUdHm/uDP/h997KXvkTyD7t58+a59evWuvvv3+RukMbM6AQY/VooRqsRNQDTp0dkBLrpxhvc4OCgGx4ellDf+3NkGtctIwJTKhBfYzBF6+jolHxD7tnPerYa5r59e90dd9zhnvzkp0j8oDS4MXfccce5c899gt516+zsVgtnxPjVr66UxrUpmVoxhesNU6s2uUaiYTB9BHLlplOxCWnApOuR0REgT6fd8JD0NHS7q9cu4Yyul112mbv6mmtFtn0y8vW7s846y339a19zO3ftcqecckrCn/wtVKPViBoA+9m9e5f07Ov12gijM3zpS19yF110kXvGBRfINU63GltsaBj25KS/A9Y/0C/G3edG9o0oHd8YK26jNJJvXXyx++53viMjxk4J4ybBtDaEgX4aob8xAbimyY8Ixq6rq9PdfMst7v3vf58744wz3LJlh2g4tGhwCknMnUP5p7Jy3UYjY1oIP/hMTU24VatOUj6MfnQiNM5YjhayaDWiBpgYH3dHyTXEC174Yhk9niyjw680vF1GjfPOe6I7+OCD3cKFCzUMI8M4refG+Ghc4MEHHtDrjaHBYb0+uf/++yW0zS1ZvMSdL3Q3yTUJz5UAje2MM890p51+ujSGZUoHMOqkhux5cKsbYPSnyqhxwgkn6HWU8dUGlNi+vxsHjba2Dn1wu0SmqnQCj3vcGa5X8umzLGloK1Ys12sxLYvkt5sSLVSj1YgixA3A0CE9/IZNG90dt9/urr3uOrd42VINn5ysuOOOOd4du/I498Pv/Y8YuH9GM8VIEaZY+0b3urt+8xt37dVXux/+4IcyQpwpPXuXe7xMl6684ufuzlt/Lekn3PXXX+cOPfxwaZAL9fnSyN4Rd6dM+e65+y63besjIphvREIdIb1vSqZuYthTEsftc5LQ+J7x9Ge4y2V6tnP7dk03OTEpsobnR5U2d//G+92tv77N7d61Rx/cbn1kp7vl5lvlGu1ut09GyA4e5krDG5dp6qjkpcG1V9pdp05XW42oCK27cwWIpy29Q4Nu39iEGN1Od+gRh7uzz3miduydg/1uQKZkJ0rPPyoNZ/7SJa6rXa4/Bgfc4kMOcTwWrUiv/+BDWzB9d9bZT5BR4ng3JuHDQ/Pc0pVHuRulEd1x92q3YNEi98xnPlf5Tovr7e9zWx7Z5nYIz3nD892CgxaoLJ2DfW6hjFzDco3FNdk0hs21kfy6evvdPBnhlh+y3A0vWuh65XqrX6ZpQzJSLl1+iOuRkalncJ7bsXu327lnh1t26DI32D/k9oyPuAe3bHYT0iksP+xwaVj+gW4/tFYslDJ1u3FpodPS3cLJRr4WUrSeEzXA3ttvdiObZOolDQXDnZDeeWJszPWKUU5L87BnOdPTXG906IX7OHfnJIxevb1DrjNkitTZ1aXPZNplpEHhPDsC+yRtl4xOjCR+mtUmWds0/bjwYYRjYNNnQpK+Q6ZhlTCyTIoEHRIulag3Nsg7JiMIt9wn5cg1D7e3p2XU0sYGbZmGVjQ7ZRHend1ESfykjoJMCynTgEzt9oq8U9Jol591jiSQEUp+HV7sFiK0GlEDbL3yCrd3zX1ivDLKiKFOiJHJVYPrEMPHqicrE3qd0SsX4CP79smI0KPXGkyj+mloqNeuKYQeTYiL9Skah0R0ylRJ7FobC2m4kzYlCakW6/U5jsm0r03CO6VR0IilRfhGx4ikUzqJE/namU0KHfmv13PIBi2cXVt1dlakHOPSoDol75RIIa1I5KAlQxN6XfKb2icN7sgj3LKnPcmN9/fq3L+3NRBVodWIGuC29evcPWvXuiNWHCrXLAvUmMf2jLld27e5RQsXumMPW+H2To65q66/xZ1/7tnujrvudju2bXMrDjvC/VqmascceZQbHdnrDpbp0bGHLHPb943r7eTjTjhODf/2O3/jTj/9dLl+2ifXNN36LGffyKje/ubmBTcJ1gj/voF+mX71S1hFR55jlx+m8v1m3Xp3/+YHhcZp7vY77pS4Nrdq1QnuoQfvd8ceudLdJR3AMUetdPeuXePGxsb1geqNN9/ulsm0b/PmzcKzxy1cuMgtWTTP3bV6tV5rnSjTzrXr17sjDj/UbXtwqzvq8CNcx7RcH8kI2daR3sJvwaN1TdQAO7ftdDdLA5k/ON9d8rNfuDvvvNdNSS9+9XU3uhXLlroVci10y213uQu/+V23/NAj3U033uKuv+4Wd6QY3q03/todsfxwd80vr3adclFx1FGHuh9feplM08bd4kWL3aWXXu6OOvRwd5XEP7L5YdctU7XVt98lF/8PuV9c/iu35cGH1W3fss2decIqd/WvrnPbHt7ldjz8iDv+mJXu4W073Hcu/p47+3FnuNtFhp3bd7u9cs3zmzvucQ8+sMUdc9yx7vvf+5FbefTR7qc/vdxtfmiH27D+QTc1MeqOO+pId9011+lNkIck7e133OHGxyvSiMfc6tXr3FVX3+Cu+fXtbpfQO+OUE6XBy2gno1C7yNhCFozQLdTB8NCAO2z5Ejc01OuWL13sDpPRpKdtyvVLDy7dtqSouLtX3+0OP2SpW33HLRI2LqPOkFu2+GAZvZZIYxl2CxYOuY2bN7gJMdjh4X63e9dWNzG61w3197h16+91i5Ye5IYXDLhrrr/atctUa8mSg93JJx/ndu/e5pYsXSDXKaNuy8MPuJ7+LtfR2+7WyOi4+aGH3dBgn5s/f8Bt2LDOzZ83JCPYTrd3z3aRc5HbumWzu/3WX2te7r71dMmUs6vdLV54kNu1bYubHN3jjlyxzB2ycIFMOzvcogUHuZHd293o3t1u3kCPO+HYlW7x8JAbk3OMhPlKu1z3tVCN1nSuAfbJqLFTeuPebmk0cv3AFGtyasI9vGOPmy/XCYsPGnabt+6SRrDAbd+2Va4z/IU8qxWmZQrEyoENGza44fnDbuHBB6sxst5uoYxE3FxYv2G9O/roldLDt7u775HGePjh6meB6t6REWm8Q+6hzQ/p9dLg8Dy5sO+W0WmzGv1CmV5u277D3f/AZnf88ce5dUKLa6uVK492a2UKyE0FrpNY8c3Nj8mpSXfIskPcmnXS6EQengtxvcVt+QGZLm7auElvghzOGrp9o663p9Pt2rlLnxdNy4Ua10vc4Gghi1YjagDVjnTAcrntAwQ0jvb2bm1UTI06ugfEy0NKEvqlQKiVGwgGGhZhPIPhjl1mJUEOejdNIKT0jhkb/IowPjrmuhkRBdyw4O4Z4BmP3f2rAgXi5oGy4AYDG/38dY4tLqV88KbRUHLu5uk9RTm3NC2kaDWiBpiS3pvenXVmGF6HGv6UG5drHOnD5VwaR3uPwwx52q/bt9WWubvmjZ+7YhgfNskog5FyjTElx67OHjnnTpsmFT+NgSN3zcQnEf4WOo1O6LRJTu6kOW5pV9zY+Lgu+YGn3wgocW00AkbENr3bp3cIBbpmDkZCR+8WSjC3xr1syOV5sFRJZZVyMfLSfmhEPp2ct5BBqxE1hFcPhoihqaFiV2JMmJMaO89oSClxeFApBodmvd8bHn69hayNyh/T0ShKQxCkkrQSoGLwjwi/9k1DlKaPIb1KFW55663rII9Co7w8jIQExKMhyWiY3i9HGquKFfILWo2oGq1G1EILs0TaDbXQQgszQqsRtdDCLNFqRC20MEu0GlELLcwSrUbUQguzRKsRtdDCLNFqRC20MEu0GlELLcwSrUbUQguzRKsRtdDCLNFqRC20MEu0GlELLcwSrUY0AxSt2SVsf67lnQ3t1hrj/YvWKu4IpgqW++O3Yx4WFyPOa3H5dEW0gKWL88Ug3G+byNKK8xgsPKYRp43D8+cGo1lEy+JaSNFqRDkUGYyF5c9B3qjy6ozjiauVnvA8nxjE4XRvkcAaVRE9CzN6IE4Xp6kHS2d0yuT5fxGtRpRDrA52f5rRgrwRxWnzRmowI7SwIkO0jXdxGktXxIMwowvy/nwDszjLF4fbOXkM+fiYtsW1kKLViAqAQY2Pj+vX6lCPGZMZOi9EJA1vCzWD5X0KxNHwcGzpti/OkYawWiDeXrIYNyYxY4kz3mwT79T3N1jjNtq2fZww/Lw5VTJlZDZnYUpdzvETFsvHOYCWpUc+nMW1kKLViAqASjBKHEZjRzNI/JYGWByI8xGGcdLY1EjF/nxejpyKX/JAi7cEiZlrvH5ziERKz4fhAAeNJ7UmkfjAm63fmkyTCh3hSUOIX5gS0zJ4nl7mGFYm5MNv5y1k0WpE+xGoltGMUQ3YK38xWIwbo7TRjnNek6VhoxOJUdMACSOesMzoJo5XXuGnoTBKTUyN6beGeE0WeWkW84bmZRpSC3MJ5/4/VRpMQLGDDrEAAAAASUVORK5CYII=","width":209}' 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"><figcaption class="caption"></figcaption></figure><br>In de link staat meer informatie bijvoorbeeld dat bijvoorbeeld dat warme en lichte kleuren naar voren komen en dat donkere en koude kleuren naar achteren gaan<br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-02-15 17:27:51 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95146926</guid>
      </item>
      <item>
         <title>Ryan</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95157503</link>
         <description><![CDATA[<div>Dit is een link naar een video die de windmobiles(kinetische kunst die beweegt door wind) van Rob Brunnmayer in Amstelveen laat zien</div>]]></description>
         <enclosure url="https://m.youtube.com/watch?v=pdqMXbkwv6I" />
         <pubDate>2016-02-15 18:52:44 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95157503</guid>
      </item>
      <item>
         <title>Brecht</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95158966</link>
         <description><![CDATA[<div>Waarom lijkt alsof dit standbeeldje beweegt? zelf heb ik geen idee toch kan ik in mijn hoofd goed voorstellen wat er in dit plaatje zou gebeuren als het echt 2 mensen waren die aan het dansen/worstelen zijn, om een of anderen reden kan ik zien dat het beweegt alleen hoe kan ik dit zien als ik niet weet waarom het lijkt beweging te suggereren.<br>er zijn duidelijk beeldende middelen die er voor zorgen dat het lijkt te bewegen, alleen kan ik ze niet opnoemen</div>]]></description>
         <enclosure url="http://www.artihove.nl/media/artihove.nl/products/015540MSL_SCT_20121.jpg" />
         <pubDate>2016-02-15 19:05:12 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95158966</guid>
      </item>
      <item>
         <title>Brecht</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95163136</link>
         <description><![CDATA[<div>Bewegende kinetische kunst installatie van<br>Emiel van Straalen&nbsp; in kunstkerk Amstelveen</div>]]></description>
         <enclosure url="https://youtu.be/CFz8Bgk7hHY" />
         <pubDate>2016-02-15 19:32:49 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95163136</guid>
      </item>
      <item>
         <title>Brecht</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95163754</link>
         <description><![CDATA[<div>Een leuke video over meerderen verf kleuren in slow motiohttps://youtu.be/5WKU7gG_ApUn op een aan staande speaker</div>]]></description>
         <enclosure url="https://youtu.be/5WKU7gG_ApU" />
         <pubDate>2016-02-15 19:37:15 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95163754</guid>
      </item>
      <item>
         <title>Wes hier is een afspeellijst van kinetische kunst</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95224908</link>
         <description><![CDATA[]]></description>
         <enclosure url="http://www.youtube.com/playlist?list=PLAF1DB554AFAE632E" />
         <pubDate>2016-02-16 07:58:58 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95224908</guid>
      </item>
      <item>
         <title>Luuk</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95249108</link>
         <description><![CDATA[<div>dit werk is van theo jansen, het is kinetische kunst.<br><a href="http://www.google.nl/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjexLLemvzKAhVMGZoKHepOBWoQjRwIBw&amp;url=http%3A%2F%2Fwww.heavenlyheroes.nl%2Fstrandbeesten-van-theo-jansen%2F&amp;psig=AFQjCNH-NfLsM8PhgUPjyy7kyTTX5LPT5Q&amp;ust=1455709509625471"><figure class="attachment attachment-preview" data-trix-attachment='{"contentType":"image","height":496,"url":"http://www.heavenlyheroes.nl/wp-content/uploads/2009/03/65.jpg","width":700}' data-trix-content-type="image"><img width="700" height="496" src="http://www.heavenlyheroes.nl/wp-content/uploads/2009/03/65.jpg"><figcaption class="caption"></figcaption></figure></a></div>]]></description>
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         <pubDate>2016-02-16 11:46:15 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95249108</guid>
      </item>
      <item>
         <title>Jennifer</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95251572</link>
         <description><![CDATA[<div>Hussein Chalayan,<br>Hij maakt mode waar vaak beweging in wordt gesuggereerd.<br><br><a href="http://wn.com/hussein_chalayan_spring_2007">http://wn.com/hussein_chalayan_spring_2007</a>&nbsp;<br><br>De link gaat naar een modeshow van Hussein. je ziet dat er aan de kleren kettingen of lossen plooien zitten zo lijkt het dus of er beweging in zit ( dus niet alleen door het lopen ( wel veel ) want de sommige kettingen hangen los onder aan de jurk ). door het lopen komt er het meeste beweging in.<br><br><figure class="attachment attachment-preview" data-trix-attachment='{"contentType":"image","height":450,"url":"http://3.bp.blogspot.com/-hThebmod83k/UNDPumNpmhI/AAAAAAAAAyI/ht0kZxANuN8/s1600/dezeen-podcast-hussein-chalayan-at-the-design-museum-squ2-hussein-chalayan-iner.jpg","width":450}' data-trix-content-type="image"><img width="450" height="450" src="http://3.bp.blogspot.com/-hThebmod83k/UNDPumNpmhI/AAAAAAAAAyI/ht0kZxANuN8/s1600/dezeen-podcast-hussein-chalayan-at-the-design-museum-squ2-hussein-chalayan-iner.jpg"><figcaption class="caption"></figcaption></figure><br>In dit plaatje lijkt het alsof er en wind staat, terwijl de kleren zo zijn gemaakt. Dus als je er een beetje wind bij geeft en de haren van de modellen gaan de zelfde richting in als de kleren lijkt er beweging in te zitten.</div>]]></description>
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         <pubDate>2016-02-16 12:07:14 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95251572</guid>
      </item>
      <item>
         <title>Luuk</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95264667</link>
         <description><![CDATA[<div>want het beweegt echt.</div>]]></description>
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         <pubDate>2016-02-16 13:33:35 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95264667</guid>
      </item>
      <item>
         <title>Dany</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95271577</link>
         <description><![CDATA[<div>Dit werk lijkt te bewegen door de herhaling in de com positie van de gele 'lijnen'.<br>Ook door de schuine lijnen in de compositie.</div>]]></description>
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         <pubDate>2016-02-16 14:03:32 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95271577</guid>
      </item>
      <item>
         <title>enise</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95272901</link>
         <description><![CDATA[<div><a href="https://kunstbank.wordpress.com/tag/howard-schatz/">Howard Schatz</a><br><br>als je naar deze afbeeldimg kijkt zie je een meisje dansen.</div>]]></description>
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         <pubDate>2016-02-16 14:08:37 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95272901</guid>
      </item>
      <item>
         <title>cassandra</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95273053</link>
         <description><![CDATA[<div>Theo Jansen<br>strandbeest in Hannover&nbsp;<br><br>voorstellingaspect: de blikrichting het is naar 1 kant gericht<br><br>vormgevingsaspect:<br>lijn: dit werk is gestroomdlijnd werk het gaat een richting op&nbsp;<br><br><br></div>]]></description>
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         <pubDate>2016-02-16 14:09:14 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95273053</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95273315</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-02-16 14:10:21 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95273315</guid>
      </item>
      <item>
         <title>Scott</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95277313</link>
         <description><![CDATA[<div>Michelle Diyley<br>Ik vind dit paard bewegend omdat je de lijnen van de manen kunt zien dat ze allemaal horizontaal staan.<br><figure class="attachment attachment-preview"><img width="550" height="368" src="http://katiebreitung.files.wordpress.com/2012/11/flat550x550075f.jpg"><figcaption class="caption"></figcaption></figure></div>]]></description>
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         <pubDate>2016-02-16 14:24:19 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95277313</guid>
      </item>
      <item>
         <title>Roy</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95429788</link>
         <description><![CDATA[<div>Maureen bol<br><br>Bij dit werk lijtk het of er een persoon is met heel veel armen die snel op en naar gaan </div>]]></description>
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         <pubDate>2016-02-16 21:57:57 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95429788</guid>
      </item>
      <item>
         <title>kelly</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95472829</link>
         <description><![CDATA[<div><br>Theo Jansen<br>Hij maakt bewegende dieren die echt bewegen door middel van wind.</div>]]></description>
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         <pubDate>2016-02-17 07:10:31 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95472829</guid>
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      <item>
         <title>berna</title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95510588</link>
         <description><![CDATA[<div><strong><em>vormgevingsaspecten:<br></em></strong><strong>kleur;</strong>&nbsp;je ziet alleen maar zwarte en witte kleuren.<br><strong>vorm;&nbsp;</strong>het is symmetrisch<br><strong>lijn;</strong>&nbsp;door schuine lijnen lijkt het bewegelijk.&nbsp;<br><br><strong><em>voorstellingsaspecten:</em></strong><br><strong>stofuitdrukking;</strong>&nbsp;je ziet goed dat het van kledingstof is gemaakt.</div>]]></description>
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         <pubDate>2016-02-17 12:27:50 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95510588</guid>
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      <item>
         <title>Arne Quinze</title>
         <author>KiWi0501</author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95799155</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-02-18 12:33:51 UTC</pubDate>
         <guid>https://padlet.com/KiWi0501/sibosnl79vy9/wish/95799155</guid>
      </item>
      <item>
         <title>lieke N. </title>
         <author></author>
         <link>https://padlet.com/KiWi0501/sibosnl79vy9/wish/96455995</link>
         <description><![CDATA[<div>Emiel van Straalen<br><br>hieronder staat een link van&nbsp; kinetiche kunst. zelf vind ik het best wel gaaf. hoe je ziet dat het beweegt en hoe het allemaal in elkaar zit.<br><br><a href="https://www.youtube.com/watch?v=kUtzor8hE4A">https://www.youtube.com/watch?v=kUtzor8hE4A</a><br><br><br></div>]]></description>
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         <pubDate>2016-02-22 15:54:21 UTC</pubDate>
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