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	<title>La Page @ Dage</title>
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	<description>La Page à Dage - Outils technlogiques pour les enseignants de maths au primaire et secondaire</description>
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		<title>Boss &quot;T&quot; Maths: Applications Ipad et Ipod Touch</title>
		<link>http://lapageadage.com/?p=1548</link>
		<comments>http://lapageadage.com/?p=1548#comments</comments>
		<pubDate>Wed, 15 May 2013 16:59:28 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Ipad]]></category>

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		<description><![CDATA[Voici une série d'applications mathématiques en français pour les iPad et iPod Touch: &#160; 1) Théorème de Pythagore: https://itunes.apple.com/fr/app/theoreme-de-pythagore/id556317588?mt=8 2) Racines carrées: https://itunes.apple.com/ca/app/racines-carrees/id566823789?l=fr&#38;mt=8 3) Identités remarquables: https://itunes.apple.com/fr/app/identites-remarquables/id528310816?mt=8 4) Fonctions affines: https://itunes.apple.com/ca/app/fonctions-affines/id546684222?l=fr&#38;mt=8 5) Fonctions linéaires: https://itunes.apple.com/ca/app/fonctions-lineaires/id539633234?l=fr&#38;mt=8 6) Équation du premier degré (iPad seulement) 1,99$: https://itunes.apple.com/ca/app/equation-du-premier-degre/id515339192?l=fr&#38;mt=8 7) Table de multiplication inversée (iPad seulement): https://itunes.apple.com/fr/app/table-multiplication-inversee/id519550105?mt=8 8) Puissances d'un [...]]]></description>
				<content:encoded><![CDATA[<p>Voici une série d'applications mathématiques en français pour les iPad et iPod Touch:</p>
<p>&nbsp;</p>
<p>1) Théorème de Pythagore: <a href="https://itunes.apple.com/fr/app/theoreme-de-pythagore/id556317588?mt=8">https://itunes.apple.com/fr/app/theoreme-de-pythagore/id556317588?mt=8</a></p>
<p>2) Racines carrées: <a href="https://itunes.apple.com/ca/app/racines-carrees/id566823789?l=fr&amp;mt=8">https://itunes.apple.com/ca/app/racines-carrees/id566823789?l=fr&amp;mt=8</a></p>
<p>3) Identités remarquables: <a href="https://itunes.apple.com/fr/app/identites-remarquables/id528310816?mt=8">https://itunes.apple.com/fr/app/identites-remarquables/id528310816?mt=8</a></p>
<p>4) Fonctions affines: <a href="https://itunes.apple.com/ca/app/fonctions-affines/id546684222?l=fr&amp;mt=8">https://itunes.apple.com/ca/app/fonctions-affines/id546684222?l=fr&amp;mt=8</a></p>
<p>5) Fonctions linéaires: <a href="https://itunes.apple.com/ca/app/fonctions-lineaires/id539633234?l=fr&amp;mt=8">https://itunes.apple.com/ca/app/fonctions-lineaires/id539633234?l=fr&amp;mt=8</a></p>
<p>6) Équation du premier degré (iPad seulement) 1,99$: <a href="https://itunes.apple.com/ca/app/equation-du-premier-degre/id515339192?l=fr&amp;mt=8">https://itunes.apple.com/ca/app/equation-du-premier-degre/id515339192?l=fr&amp;mt=8</a></p>
<p>7) Table de multiplication inversée (iPad seulement): <a href="https://itunes.apple.com/fr/app/table-multiplication-inversee/id519550105?mt=8">https://itunes.apple.com/fr/app/table-multiplication-inversee/id519550105?mt=8</a></p>
<p>8) Puissances d'un nombre: <a href="https://itunes.apple.com/fr/app/puissances-dun-nombre/id622339289?mt=8">https://itunes.apple.com/fr/app/puissances-dun-nombre/id622339289?mt=8</a></p>
<p>9) Développer et factoriser: <a href="https://itunes.apple.com/fr/app/developper-et-factoriser/id590385801?mt=8">https://itunes.apple.com/fr/app/developper-et-factoriser/id590385801?mt=8</a></p>
<p>&nbsp;</p>
<p><a href="http://bosstmaths.com/">http://bosstmaths.com/</a></p>
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		</item>
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		<title>Faire vivre une activité mathématique en 3 actes !</title>
		<link>http://lapageadage.com/?p=1545</link>
		<comments>http://lapageadage.com/?p=1545#comments</comments>
		<pubDate>Thu, 09 May 2013 16:46:13 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Dan Meyer]]></category>
		<category><![CDATA[Vidéos]]></category>

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		<description><![CDATA[Vous connaissez toute l'admiration que je porte à Dan Meyer et ses activités en 3 actes. Voici une présentation qu'il a fait à Cambridge sur ce type d'activité. Du bonbon. Et le lien vers l'article de son blogue: http://blog.mrmeyer.com/?p=16470 &#160;]]></description>
				<content:encoded><![CDATA[<p>Vous connaissez toute l'admiration que je porte à Dan Meyer et ses activités en 3 actes.</p>
<p>Voici une présentation qu'il a fait à Cambridge sur ce type d'activité. Du bonbon.</p>
<p><a href="http://lapageadage.com/?p=1545"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>Et le lien vers l'article de son blogue: <a href="http://blog.mrmeyer.com/?p=16470">http://blog.mrmeyer.com/?p=16470</a></p>
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		<title>La fête foraine de Netmaths: simulateurs en probabilités</title>
		<link>http://lapageadage.com/?p=1543</link>
		<comments>http://lapageadage.com/?p=1543#comments</comments>
		<pubDate>Tue, 07 May 2013 01:19:27 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Probabilités]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1543</guid>
		<description><![CDATA[Besoin de simulateurs de probabilités ? La roue chanceuse: http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LaRoueChanceuse La porte mystérieuse: http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LesTroisPortes La somme de dés: http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LaSomme Loterie: http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=Loterie &#160; http://www.netmaths.net/FeteForaine/#accueil &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Besoin de simulateurs de probabilités ?</p>
<p>La roue chanceuse: <a href="http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LaRoueChanceuse">http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LaRoueChanceuse</a></p>
<p>La porte mystérieuse: <a href="http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LesTroisPortes">http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LesTroisPortes</a></p>
<p>La somme de dés: <a href="http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LaSomme">http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=LaSomme</a></p>
<p>Loterie: <a href="http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=Loterie">http://www.netmaths.net/FeteForaine/Simulateurs.aspx?Simulateur=Loterie</a></p>
<p>&nbsp;</p>
<p><a href="http://www.netmaths.net/FeteForaine/#accueil">http://www.netmaths.net/FeteForaine/#accueil</a></p>
<p>&nbsp;</p>
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		<title>Algodoo: des liens maths et sciences</title>
		<link>http://lapageadage.com/?p=1541</link>
		<comments>http://lapageadage.com/?p=1541#comments</comments>
		<pubDate>Mon, 06 May 2013 19:57:51 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Logiciels]]></category>
		<category><![CDATA[Sciences]]></category>
		<category><![CDATA[Sciences-Maths]]></category>

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		<description><![CDATA[L'ancien logiciel Phun vous dit quelque chose ? Algodoo est la dernière version et elle est maintenant gratuite http://www.algodoo.com/ De plus, le Récit MST a une nouvelle offre de formation sur cet outil: http://recitmst.qc.ca/algodoo/ Vous retrouverez sur le site du Récit quelques capsules permettant d'apprécier le potentiel d'Algodoo.La section "Concepts en 90 secondes" est géniale [...]]]></description>
				<content:encoded><![CDATA[<p>L'ancien logiciel Phun vous dit quelque chose ? Algodoo est la dernière version et elle est maintenant gratuite <a href="http://www.algodoo.com/">http://www.algodoo.com/</a></p>
<p>De plus, le Récit MST a une nouvelle offre de formation sur cet outil: <a href="http://recitmst.qc.ca/algodoo/">http://recitmst.qc.ca/algodoo/</a></p>
<p>Vous retrouverez sur le site du Récit quelques capsules permettant d'apprécier le potentiel d'Algodoo.La section "Concepts en 90 secondes" est géniale !</p>
<p><a href="http://recitmst.qc.ca/algodoo/concepts-en-90-secondes/">http://recitmst.qc.ca/algodoo/concepts-en-90-secondes/</a></p>
<p>Par exemple, les liens possibles avec les mathématiques avec le pendule: <a href="http://recitmst.qc.ca/algodoo/videos/?v=pendule">http://recitmst.qc.ca/algodoo/videos/?v=pendule</a></p>
<p>À essayer de toute urgence.</p>
<p>&nbsp;</p>
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		<title>Formation (3) - L&#039;intégration des TIC en maths: comment faire ?</title>
		<link>http://lapageadage.com/?p=1417</link>
		<comments>http://lapageadage.com/?p=1417#comments</comments>
		<pubDate>Mon, 22 Apr 2013 12:00:39 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Formation]]></category>
		<category><![CDATA[Ipad]]></category>
		<category><![CDATA[TIC]]></category>

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		<description><![CDATA[&#160; &#160; http://monurl.ca/851t &#160;]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<p><iframe src="https://docs.google.com/presentation/d/1i5M85cHw8MvUZ_c8OmXB9G3I7h8xXicSEMKL8RP9INQ/embed?start=false&amp;loop=false&amp;delayms=3000" height="389" width="480" allowfullscreen="true" frameborder="0"></iframe></p>
<p>&nbsp;</p>
<p><a href="http://monurl.ca/851t" target="_blank">http://monurl.ca/851t</a></p>
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		<title>Le code: une explication mathématique du monde qui nous entoure</title>
		<link>http://lapageadage.com/?p=1529</link>
		<comments>http://lapageadage.com/?p=1529#comments</comments>
		<pubDate>Wed, 17 Apr 2013 01:49:41 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Histoire]]></category>
		<category><![CDATA[Vidéos]]></category>

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		<description><![CDATA[Un code mystérieux sous-tend le monde. Mais qu'est-ce que cela signifie et que peut-on en tirer? Tiré de la série BBC Two Le Code, il s'agit d'une compilation de six courts métrages présentés par le professeur Marcus du Sautoy. Chaque film commence par un mystère qui s'explique par un concept mathématique, en prenant les spectateurs [...]]]></description>
				<content:encoded><![CDATA[<blockquote><p>Un code mystérieux sous-tend le monde. Mais qu'est-ce que cela signifie et que peut-on en tirer?</p>
<p>Tiré de la série BBC Two Le Code, il s'agit d'une compilation de six courts métrages présentés par le professeur Marcus du Sautoy. Chaque film commence par un mystère qui s'explique par un concept mathématique, en prenant les spectateurs dans une odyssée de découvrir le code et de révéler le sens.</p></blockquote>
<p><a href="http://lapageadage.com/?p=1529"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p><a href="http://lapageadage.com/?p=1529"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p><a href="http://lapageadage.com/?p=1529"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Stratégies gagnantes de l&#039;enseignement des mathématiques et du français</title>
		<link>http://lapageadage.com/?p=1515</link>
		<comments>http://lapageadage.com/?p=1515#comments</comments>
		<pubDate>Wed, 10 Apr 2013 00:59:34 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[MELS]]></category>
		<category><![CDATA[Recherche]]></category>

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		<description><![CDATA[Quelles sont les stratégies qui favorisent le développement de la pensée mathématique chez l'élève? Quelles sont celles, dans l'enseignement du français, qui aident l'élève à mieux comprendre et interpréter un texte? Les résultats d'une recherche sur le sujet vous sont présentés dans cette capsule vidéo produite par le MELS. &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Quelles sont les stratégies qui favorisent le développement de la pensée mathématique chez l'élève? Quelles sont celles, dans l'enseignement du français, qui aident l'élève à mieux comprendre et interpréter un texte? Les résultats d'une recherche sur le sujet vous sont présentés dans cette capsule vidéo produite par le MELS.</p>
<p><a href="http://lapageadage.com/?p=1515"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>&nbsp;</p>
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		<title>Mise à jour du programme du congrès du GRMS 4.0</title>
		<link>http://lapageadage.com/?p=1511</link>
		<comments>http://lapageadage.com/?p=1511#comments</comments>
		<pubDate>Fri, 05 Apr 2013 01:04:24 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Une mise à jour du programme du congrès du GRMS a été déposée sur le site. http://grms.qc.ca/wp-content/uploads/2013/04/Programme-GRMS-2-avril-2013.pdf Je vous rappelle que le congrès a lieu les 29-30-31 mai 2013 au Collège Champlain à Saint-Lambert. Pour les enseignants provenant d'une école publique ou privée de la Montérégie, l'inscription est à moitié prix ! Vous retrouverez toutes [...]]]></description>
				<content:encoded><![CDATA[<p>Une mise à jour du programme du congrès du GRMS a été déposée sur le site.</p>
<p><a href="http://grms.qc.ca/wp-content/uploads/2013/04/Programme-GRMS-2-avril-2013.pdf">http://grms.qc.ca/wp-content/uploads/2013/04/Programme-GRMS-2-avril-2013.pdf</a></p>
<p>Je vous rappelle que le congrès a lieu les 29-30-31 mai 2013 au Collège Champlain à Saint-Lambert.</p>
<p>Pour les enseignants provenant d'une école publique ou privée de la Montérégie, l'inscription est à moitié prix !</p>
<p>Vous retrouverez toutes les informations ici: <a href="http://grms.qc.ca/session-printemps/">http://grms.qc.ca/session-printemps/</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Une bonne réflexion de Ken Robinson</title>
		<link>http://lapageadage.com/?p=1507</link>
		<comments>http://lapageadage.com/?p=1507#comments</comments>
		<pubDate>Fri, 29 Mar 2013 21:06:25 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Recherche]]></category>
		<category><![CDATA[Vidéos]]></category>

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		<description><![CDATA[Voici un réflexion de Ken Robinson sur le changement de paradigme en éducation. Voici les 2 vidéos en français et en anglais. &#160;]]></description>
				<content:encoded><![CDATA[<p>Voici un réflexion de Ken Robinson sur le changement de paradigme en éducation. Voici les 2 vidéos en français et en anglais.</p>
<p><a href="http://lapageadage.com/?p=1507"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p><a href="http://lapageadage.com/?p=1507"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<div class="evernoteSiteMemory"><a href="javascript:" onclick="Evernote.doClip({title: 'Une bonne réflexion de Ken Robinson',url: 'http://lapageadage.com/?p=1507',contentID: 'post-1507',suggestTags: '',providerName: 'La Page à Dage',styling: 'text' });return false" class="evernoteSiteMemoryLink"><img src="http://static.evernote.com/article-clipper-fr.png" class="evernoteSiteMemoryButton" />
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		<title>Atelier de Nancy Brousseau à l&#039;AQUOPS: L&#039;école de demain</title>
		<link>http://lapageadage.com/?p=1501</link>
		<comments>http://lapageadage.com/?p=1501#comments</comments>
		<pubDate>Fri, 29 Mar 2013 20:51:52 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Conférence]]></category>
		<category><![CDATA[TIC]]></category>

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		<description><![CDATA[Je viens de terminer de lire la présentation de Nancy Brousseau (Coordonnatrice des services à l'enseignement, Fédération des établissements d'enseignement privés) et dont j'ai lu beaucoup de bons commentaires sur Twitter. https://docs.google.com/file/d/0B_NkUtZJBBofM01GVFc4Qndrcmc/preview &#160;]]></description>
				<content:encoded><![CDATA[<p>Je viens de terminer de lire la présentation de Nancy Brousseau (Coordonnatrice des services à l'enseignement, Fédération des établissements d'enseignement privés) et dont j'ai lu beaucoup de bons commentaires sur Twitter.</p>
<p><a href="https://docs.google.com/file/d/0B_NkUtZJBBofM01GVFc4Qndrcmc/preview">https://docs.google.com/file/d/0B_NkUtZJBBofM01GVFc4Qndrcmc/preview</a></p>
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		<title>Core Math Tools: Des outils Java du NCTM</title>
		<link>http://lapageadage.com/?p=1497</link>
		<comments>http://lapageadage.com/?p=1497#comments</comments>
		<pubDate>Tue, 26 Mar 2013 03:07:56 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Applets Java]]></category>
		<category><![CDATA[Logiciels]]></category>

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		<description><![CDATA[Core Math Tools est uns suite d'applications Java pour l'algèbre et les fonctions, géométrie, trigonométrie, probabilités et stattistiques J'en suis encore à les explorer mais je suis certains que certaines d'entre elles sauront vous intéresser. http://www.nctm.org/resources/content.aspx?id=32702 &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Core Math Tools est uns suite d'applications Java pour l'algèbre et les fonctions, géométrie, trigonométrie, probabilités et stattistiques</p>
<p>J'en suis encore à les explorer mais je suis certains que certaines d'entre elles sauront vous intéresser.</p>
<p><img alt="" 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" /></p>
<p><a href="http://www.nctm.org/resources/content.aspx?id=32702">http://www.nctm.org/resources/content.aspx?id=32702</a></p>
<p>&nbsp;</p>
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		<title>Le programme du congrès du GRMS 4.0 est arrivé !</title>
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		<pubDate>Tue, 19 Mar 2013 13:57:10 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Vous pouvez maintenant consulter le programme du congrès du GRMS 4.0. Vous le retrouverez à l'adresse suivante: http://bit.ly/145uX9I &#160;]]></description>
				<content:encoded><![CDATA[<p>Vous pouvez maintenant consulter le programme du congrès du GRMS 4.0.</p>
<p>Vous le retrouverez à l'adresse suivante: <a href="http://bit.ly/145uX9I">http://bit.ly/145uX9I</a></p>
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		<title>D&#039;où proviennent nos intuitions mathématiques ?</title>
		<link>http://lapageadage.com/?p=1489</link>
		<comments>http://lapageadage.com/?p=1489#comments</comments>
		<pubDate>Mon, 18 Mar 2013 02:38:38 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Recherche]]></category>

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		<description><![CDATA[&#160;]]></description>
				<content:encoded><![CDATA[<p><iframe src="http://www.universcience.tv/index.php/view-media-html5-5613.html" height="324" width="576" allowfullscreen="true" frameborder="0" scrolling="no"></iframe></p>
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		<title>Les défis Geogebra de Marie-Josée</title>
		<link>http://lapageadage.com/?p=1485</link>
		<comments>http://lapageadage.com/?p=1485#comments</comments>
		<pubDate>Fri, 15 Mar 2013 16:32:25 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Geogebra]]></category>

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		<description><![CDATA[Marie-Josée Simard est conseillère pédagogique à la commission scolaire des Trois-Lacs et a réalisé quelques défis pour Geogebra. Vous retrouverez sa chaîne Youtube à cette adresse: http://www.youtube.com/user/mjsimardCSTL &#160;]]></description>
				<content:encoded><![CDATA[<p>Marie-Josée Simard est conseillère pédagogique à la commission scolaire des Trois-Lacs et a réalisé quelques défis pour Geogebra. Vous retrouverez sa chaîne Youtube à cette adresse: <a href="http://lapageadage.com/?p=1485">http://www.youtube.com/user/mjsimardCSTL</a></p>
<p><a href="http://lapageadage.com/?p=1485"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Bonne journée de Pi - Happy Pi day</title>
		<link>http://lapageadage.com/?p=1480</link>
		<comments>http://lapageadage.com/?p=1480#comments</comments>
		<pubDate>Thu, 14 Mar 2013 11:20:27 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Divers]]></category>

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		<description><![CDATA[&#160; http://www.piday.org/ &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://lapageadage.com/?p=1480"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p><a href="http://lapageadage.com/?p=1480"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>&nbsp;</p>
<p>http://www.piday.org/</p>
<p>&nbsp;</p>
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		<title>Modélisation mathématique - Activités du Centre de développement pédagogique pour la formation générale en science et technologie</title>
		<link>http://lapageadage.com/?p=1478</link>
		<comments>http://lapageadage.com/?p=1478#comments</comments>
		<pubDate>Sun, 10 Mar 2013 20:53:51 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Activité pédagogique]]></category>
		<category><![CDATA[Sciences-Maths]]></category>

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		<description><![CDATA[Les activités présentées peuvent se faire sous forme de laboratoires. Ces expériences peuvent se vivre en interdisciplinarité avec les sciences. Il est également possible de les faire sous forme d'ateliers ou de démonstrations si le partenariat avec la science et la technologie n'est pas possible. Cela permet le bon déroulement des activités mathématiques prévues ici. [...]]]></description>
				<content:encoded><![CDATA[<blockquote><p><em>Les activités présentées peuvent se faire sous forme de laboratoires. Ces expériences peuvent se vivre en interdisciplinarité avec les sciences. Il est également possible de les faire sous forme d'ateliers ou de démonstrations si le partenariat avec la science et la technologie n'est pas possible. Cela permet le bon déroulement des activités mathématiques prévues ici.</p>
<p>Les expériences permettent aux participants d'étudier, d'analyser et de modéliser différents phénomènes scientifiques. L'objectif ultime est d'arriver à modéliser les phénomènes à l'étude à partir de données expérimentales tout en les associant à la bonne famille de fonctions</em><em>. Les différents registres de représentation sont également utilisés.</p>
<p>À travers un cadre défini, l'élève a à analyser certaines propriétés du modèle identifier tout en respectant les limites du phénomène étudié. </em></p></blockquote>
<p><a href="http://www2.cslaval.qc.ca/cdp/pages/mathematique.html">http://www2.cslaval.qc.ca/cdp/pages/mathematique.html</a></p>
<p>&nbsp;</p>
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		<title>Enfin une vraie application mathématique complète pour le iPad</title>
		<link>http://lapageadage.com/?p=1465</link>
		<comments>http://lapageadage.com/?p=1465#comments</comments>
		<pubDate>Wed, 20 Feb 2013 02:22:26 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Apps]]></category>
		<category><![CDATA[TI]]></category>

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		<description><![CDATA[Le titre dit tout, ou presque. Cependant, nous sommes en présence d'une application propriétaire de Texas Instruments. Sauf que pour 29,99$ et toutes les possibilités, drôlement intéressant. Elle ne fonctionne pas sur les iPad de 1re génération cependant. Jusqu'à la sortie de Geogebra en application pour le iPad, celle-ci est à surveiller. https://itunes.apple.com/app/id545351700&#38;mt=8 Si vous [...]]]></description>
				<content:encoded><![CDATA[<p>Le titre dit tout, ou presque. Cependant, nous sommes en présence d'une application propriétaire de Texas Instruments. Sauf que pour 29,99$ et toutes les possibilités, drôlement intéressant. Elle ne fonctionne pas sur les iPad de 1re génération cependant. Jusqu'à la sortie de Geogebra en application pour le iPad, celle-ci est à surveiller.</p>
<p><a href="https://itunes.apple.com/app/id545351700&amp;mt=8">https://itunes.apple.com/app/id545351700&amp;mt=8</a></p>
<p><a href="http://lapageadage.com/?p=1465"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>Si vous désirez voir un peu plus de vidéos (en anglais) sur les différentes possibilités, vous trouverez à l'adresse suivante celles d'Atomic Learning: <a href="http://www.atomiclearning.com/k12/ti_nspire_ipad">http://www.atomiclearning.com/k12/ti_nspire_ipad</a></p>
<p><img alt="iPad Screenshot 1" src="http://a1640.phobos.apple.com/us/r1000/060/Purple/v4/e5/b9/78/e5b978cd-8f7d-ff28-0f90-ab528ae1a2df/mzl.qakkwmpa.480x480-75.jpg" /></p>
<p><img alt="iPad Screenshot 2" src="http://a1985.phobos.apple.com/us/r1000/116/Purple/v4/fe/86/5c/fe865c71-03af-ff31-8369-fa36d403a874/mzl.jozixbnz.480x480-75.jpg" /></p>
<p><img alt="iPad Screenshot 3" src="http://a1239.phobos.apple.com/us/r1000/114/Purple/v4/f8/8c/e2/f88ce2aa-bdf3-6e94-c8c2-70ef907ce80d/mzl.kqmilcls.480x480-75.jpg" /></p>
<p><img alt="iPad Screenshot 4" src="http://a570.phobos.apple.com/us/r1000/114/Purple2/v4/51/34/bb/5134bba9-f820-c3a9-a09f-34708e353fed/mzl.epmejbxd.480x480-75.jpg" /></p>
<p><img alt="iPad Screenshot 5" src="http://a1373.phobos.apple.com/us/r1000/077/Purple/v4/e8/0c/a9/e80ca9fa-24f2-d2d2-0b68-74ed134003db/mzl.ldsuegtc.480x480-75.jpg" /></p>
<p>&nbsp;</p>
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		<title>Conrad Wolfram - Le numérique pour révolutionner les mathématiques</title>
		<link>http://lapageadage.com/?p=1461</link>
		<comments>http://lapageadage.com/?p=1461#comments</comments>
		<pubDate>Tue, 19 Feb 2013 13:00:27 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Conférence]]></category>
		<category><![CDATA[TIC]]></category>
		<category><![CDATA[Vidéos]]></category>

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		<description><![CDATA[Conférence traduite en français de Conrad Wolfram le 5 avril 2012. &#160;]]></description>
				<content:encoded><![CDATA[<p>Conférence traduite en français de Conrad Wolfram le 5 avril 2012.</p>
<p><a href="http://lapageadage.com/?p=1461"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>XM.Equations: Exerciseur pour la résolution algébrique en Flash</title>
		<link>http://lapageadage.com/?p=1455</link>
		<comments>http://lapageadage.com/?p=1455#comments</comments>
		<pubDate>Tue, 19 Feb 2013 01:48:02 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Flash]]></category>

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		<description><![CDATA[http://www.multimaths.net/tice/equations.html &#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.multimaths.net/tice/equations.html">http://www.multimaths.net/tice/equations.html</a></p>
<p><img alt="" 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cOQJ0FFICdYMSVaCA1QBOHZyv00hZ8m99PkfrrcT1cEaHIowgZp8gBNEaQpgjQlIkRThmgqeCY0VZimCtNVEZi6CtEyNLECjBKw3h6DMLQxhibG0MJys4oztIlCOgzMvGSlWHpECoMBkS4nxdQl2Lo4WxtjayNsTZg/MgvdHJ6li+fmn2YZ0uzu8QpN4DFmcDSZ8E1iMGaajJlmU6bZmGk2TjR1jzd3p5u7U82GRLM+1mKIYQ841sfyDLFmfazFkGzpTjV3p5uNE82mySbTVHPPdLGWXkwzsL4yNmCYLaN/rmob+7diGMBl3gbDnwxrzlUt5CwM++tjrLEyKxlrAzVjwti+U7gmMZjysPbPMrs0G5E/CibwVHwwjrOWSRciUFHgSkKYesKWVYAJJlYNWVocpkWL4UHqc2xRLBEMxBogmjpMlAoGqkIY8m1rsHKBYoCCIH8Zch8OKkKGGMNHweDNkxbzVOTbH37OR8MT3/zQKHSVJHI1ilwNQmejyNkodDQK7STBKFloJwtGKYJRMkJohwnsZIGDLHSQhU6S0EkSukhCF0nobhS6SSIPSeQhi8vywiR5JLGHDMdTD0UM59TSPLnJPGQk3YrdVIkHnWipEg8caqEQDK8dL3WZXKKV+csJFJKX4qfKfIB8DJB5AKkLlDppUhdN4qRBD6RuUOqmybwg0gUr84EypNsVirMBQB4AFEGqPAgoQjAlpnAxUBkGlWFAEQIU8OPcMzBQGYGpIgXvRQ5RmjJMU0VQwhiUIZoqBCda6DH0X1WYpo6CqihNHVtGg4gj6MW0mBLFULkziUFHjD7F0CUZ2tjUgfcd04dYKj9L6WOpfCyVn6kOqny7n+ybYGrhpMvUpRi6FEOXYurTeAwwlmG8AM+xC3rA1GO8ukz3BK5MnjHDMmaY3VB7CTWZabYhxdYnm/TxJm20SRNqVvubVWPNSk+L0t2scDUr3C1KT4vS27xci2qsWTXWrAk0acNNumiTIcnuHmcbMyzjJNs0VaCpB9M0rhlEM6J3prl3Bj0Z9AyGvtmqtfTNYehHbC22IQfz1fx7seZc1ULOwJZ/6+LViKw61PrEXNsYG4iNqWjjsk2TecZicHpD75PoHzas5ZjdE8zucWb3OMs4wTKW2qVzoQ3/uMhBjrLycgcmY5lUkWQZZSoTOLQtr6ZKVWjYaGiaGK4oTE1cBAJiUmEKQwC0fJNRqmEiIpingFEVgerJ/Vh8xSgygvIRjYxJWsyLIR91PPhIGNx54kKNYhcGUUln8/eu+eU/Tp69Ui9wFHGirec76vn2Bv5oA2+4kWcjca1knoXMHcqxkLgWEs9C4lnJPCuJZyXxbI18WyN/uIE/0sAfrRfY6wWOeqGzXuhqELnL8RQSuhuFrkahkyR0kIQOksCey6NFciGVJLST4GzqJImcJJGDLLKThXaKyN6sHmvrizerx+AsK7KTRQ6y0E4WOsgiBxme2EkWu8giF0nkJos9JLGHJBlrFI+RJD6SxEeSYvJDyAgZBpLUR5aOUSQeithFFdlB0QhNaKMJrTSBhSawgAIrTTgMikZA0SggsgNiB1XsACQuCFXiokL9slIvRTqWm2eAIg9S5EGKAlMIgzxIkQepCFkAjrbyAAA/GYIpQlRFkKoIUqEkCh2Z8gBV7gcUAUAZxPlFRYUeyP2g3A/lWprCD8KvBqGKg6qMAKponhoRQ4B5cZimCgkMWkQSQSsCahM0TYymjoR2v7HntY+YchdL5mDJ7CyZk6lwM5U+hXcHXRWCe2E1MajGp2mTdF2KrkvRdWkM+pJoulSePk3Tp+mGcUwMwwRR3ROM7gm6YZxpGGca0k/2TzJ1CaYuztLF2JqwZmzHQHSPObJzMLx9MDQ3GJwdDM5o7ckWyVCLxJJjbZFaW6S2I+98ag5ve9bga1a62SofWxtm6RMsQ5rZPcHozjCNk0zjJNM4BWGZcPXAmKZJlCkEMmUumiDpc5rdUw1WzwyrZ4bdO8vuw9DUN1ep5v6tkCrei7kM7F7EDJ6eZVimabZpOhfUlkW6Eis5B95ek+jtgtoEGFOWxejOMLozjO4JpnECCXwwwzize5xhGGdAO3But4T3524Y3TBO1xdiGCawjoI0ntJHWU4KBh+qqWVHny5JBIimTeCKwyqouGIFADR1lAiqCi2CK4xHiSkEoaDlm5tSDVOQogiSywjkyRF+DFhNbb7NzfNhGSvWKMUlQXjL8eBoQIgRbgyodFQvclXIiUGI5kA7f+3P+Wh46vz1Wq69JB5ktI47vJ5jrecMNXaZyZ39lM5eSqeJ2tkDoXT2ULp6qF29lK4eSlcfuaufzBkgcwYbuUMNXGs9b3g9b3Q9317Hd6znu4gSQOBgWs8baeDZSFwriWshc4fIvCEyd7AQz0LiDpGhbMqzNfBGGvkjjbwRMn/4xOmF7rE5KneIwjVTuGYKd7BF7miROyjcIRjfSuZZKXwrmWcj821k/vCWnihJYCcJnQ0CV4PQ0yD01kNEsAbxGGG+BrGvXjTWIPI2ijwkgcPg3270zfX4Znq8ma5uN4NjYnBMdE4PndtL5/XTuAMgbxDkDwF8Cyiwmvxbh5N7AYGNKrBRhSMUkZ0sdpElnkaJlyTxk6QBkjRAkmEKojVKA43SAEkaIEv9JMkYWeIjQ6f+JVD3qpcs8ZKlPrLEl0+3Uh9ZOkaW+shSb7Mu3KILU6UeqsRNlbipUg8g9QBSD1Xqhh9IYNDjjbpQYPsroNgJip2gxAVKXBt1IUA6RpX5qLIARR6iyMNkeZiiiMCUiCiCmheDqSqQm0+sGFUdz0kggCJUdRxQRzcak9lsNpvNnrl0fe+Rd59S21miIZbYxpDYGTI3Xe6lyX10aCSAMkxTx0BVDNQkQE0S1KQwaBFpBKBJAbmXNvZObeydAnUpQAsDdWlQl0b+izwD6tI0/TiWiQKgbnz3m19s7pvqSx5gaGJMdeQpU2Lvayd+u/ePbCVldt+Rs5euNkusTXIHSznG1ETo2gRdP07vztC7J9EYReiGDN0wSTdMMronGUboSShJZOiGCbphAjVxhgkxQF1K6JwxUQoLeRdK/knjFKN7immcYZhmmD2zBVg9cxh68bB7t0LwJ0PP8CnrLugB+qMZphkI0zSbM4NluhjDOMU0TjG6M0y47w16AGMYcrqhXwjIes4wujOo3w8ZuiFDN2QYy7cgrkxe7u00/QRdP0HXj9P1KbouydAl6VAnmS5B1yUY2iQd+smkTdF04zT9OKgbB3XjNP04TZem6VLw7zE4maWX0acBXQqmJQTUJkEN/JMP0OShjr7cb0INDFgmQQQVLV+lYIrBKqjBCoJdlIKmjBBBVqCFcYUgJExyTEEM+UanVMMUIMkCjTI/UVJYg9SHQYIYw4PdNHuL1ed5MIgwrMckdBdxVUyQVydwFnHk8QvV8u0VuXjjVj4afn3xZg1npMgoYl3XSE3XiNqz7euFa98sXP124cqBtz7cdeCt3QfeDE7u6XEmel2JHme8xxkfCc9kdh0A23Vgu75FNEDtMJI7eho7+xu6Btd3WWs5wzWc0RquvZbnwOWE8Z21fEcd376eN9LAtTVyhkhdA5SufmpXL7XTBHQaweWATiPQaQI6e6hdvRROP5ljJnEGRdYUmTvYIht9+e0TG6VWsMsEdhrBzm74XV0mWKcR7OoBunoATh/A6aNyBygcM5k7ROJZG/kj9Xx7vcC1XuBeL/AwVGGGOlwn9EDWi7wF6rGN1YvG6kXeeqG7UeAU2SZKtbu37v6N1alldur3HHzbHt9O55joHBOd20Pn9tC4vT3eSZBnBgQWimCYJHQ0ilwN4rF6sa9B4i8hgKgX+xsk/gaxr1EyRhJ7yGI3ReSiCO1U4SggHAGEI1ThKFVop4icFJGLLHLnRpe6yCInReSgiuxUETwlKBwBhcOgcBgUDYOiYVBoyz2AnwGEw6BwmCYclo+MP6F2P6F2b1a7acJhUDRqDO4yhvZQpGNkqZ8sC5JkIbI8DMvXUBGSPIwGPQlTLgc/Hy1GUUTzubOYEq5hycoYgqKMUVXxZdRxqjICKIJ7XvsI2UxnL1x+VmFp4vc9rRp1pPcyxcMMiZ0hddJlHrrCByqDoCoCqGOAJg4UtjcFUhCqOklVJwF1ElAnAFXcGHtpgylTPBmgScHPqKGOzySoTSIJEgmLoC4NNbrLpWVj+zb3Zo599j1DFWIo/P2RvRWFQnRp4ZuaxEMsmZ2p9DE0UZo2QdOPg/oJmiFDM0xC0EmCZoAyxARdP0E3TMBdQfpxuj5N16UY+jRDl2LoknTUiX54zKg2wdTFmbo4Uxtj6eJMbZypjTMLB6HCj1m6BEu37Nom6BloPChTP840TDC7J+GAaERHsRLyAW6uGKt3KwTz1XzmM848adnJMM4UgzOfMceEvDQNQUdDhmkaZkSbohugkJd+on+KaUgz9SmmDhoFkWTokrmBvMi6TTGgFa5PM/Qpui5J16cY+jTcP2fIgIYMrXuS1j1J687kGXDpM6BugqafoGnTNG2KpknQNXGGJkpXRxjq8BM9KYYqxFCHN5tSm01pujpGgzrytallNImNPRPISJLijn9AmwC0SUCTANSJwvSmjsPgZ+KAOg6oYqiTEjFAHQNUMWQyKvSrDyfnFcMKfBQ0VYwIdIVDVkZxFVV3y6o+/JwHW16Xlkp4y3JeIyYZpgCkAU2K8OOR+CpVLxnDIEZ4i61HFDXW60Ve7EiX58aAlfPqMAmK5VNdLYKPcOCrwWDP4xUbxcBFG0H78efb+Wh47sova7tsRYYRazptazut6zotP978S9kG49adX8+cv3Tlxs+/Ld7b/dLrHdqRZtEAqaOnoXOgrmuopstWwxlexxlZvnAF7DDeaC1vpJZrq+dY2NLRj7/6/tuFy98tXD6z8ON3Cz98dx7Lwo9nFn78buHHbxcuS4Yi5M4+cmffx1993+2eyGazV27+qeR7FyA/9rjiikF/cGrv7oNvb5RaKJz+Z7v9DTxbPW+0jueo4zvr+C7o6qRagatW4KoTunNyYbGEOoG7XuBqEDgaecP+mZdKrcDFpXsnv/xm/sCrt+78euvOr2cWfjiz8OOZhR/PLvx4ZuGHMxcuH3z7A5DTC/AGyYLhRqGjXuSpF4/Vi331EjzrxdAh5G0QexpFLpLQIR7JHDj6aUdPcCSxG+T203j9NN4AyBsE+ENUvpXKt1EFNqpgmCqwAXwLwB8C+YMyW6LLNEbj9tF5fXRuL4PXNxrf8YTCtufQMQavt8vo4Zi8vWOTkNHEjj2Hju05dOzYiVO37v791t3//O7i1cy+1zr6woDYQZF4yNIxkixAkgeRigmpbkjyEPSjk4z89JQGSNIgDPVjlCwPkuVB1OmGZSjyAEXup8j9FPjxcoogRRkiK0JkZZisCJOVETLUxQjnxSgZeqyMUhVhQOajSVyLqA62dz/6bIust4mjP3z0w37fZJ9viiUaYoqH6VIHKPMAigCgilBVUYpqWa8kLN/eJCEU6HlVrN22Nd9JgHQz5ACaGKCOUVVRQB0F1VFAFQWhM+8aqJFLUjXJXK9JOk8HSYHaBKiOfffDz12WzLFPv3ta7+P1h05+fb6KaOiJT8fm9jdJLGy5i6EK0LVxmi4F6sdphoni6ADqJ2j6cZo+Tdel6NokXZuga2J0eOR7lKGJMNRhpiYMX6qvgu9FxVKHWOoQUxVkqYMsdWDqpXdZKj9L5Weq/Cx1gKUO5gRYKj9L7Wep/GyVj60uovKxoem1UZYuwdSnGFD3pHGKYZxmmKbpxmm6cXpZVsunMewuRljvHKyg869neT+fMe/Jwe3QA+jiZYYR6j3NoEALNokyxTBOMUxTdNMkzThJM07motskrXuS3p3ZbJ5d/P3/KgP7oMu2oLXKVIeh1cixTj3Zk2CqoTuChXLrOczQIDdMiNA1Ubo2TtMmaLoUKuJPEATqJ0DdOKhLgdpE5/AcXRViKP0M5diT3WGm3M2Uu5hyF1PhZio8DIXvCZztdJMAACAASURBVFOCrg6D6igI7bTahMw3v+uNzzb2jIOaKKgOg+owMoINDVCFAVVk+dnSyDLwNCFQFd5oSm40JkBk0IsyCELD16Bp1Lmzq+oYRR2jqGIYOa8YZs5bJoorAiEpCVOE8awk52GHP6yclw98mAkP7rqrR8NtjFCwcl6eNy+f8zwYcONdHSLfWKNhRLraPCcGAWEY8S7fRYcV6bCSHMo6DCN53EJrucMYOGg2tOt/vpuPhheu/2VNh63IMKxzeE3n8JoO29oOCyge/evd/6yo/ehzhMFWJaVN19BurGvvX9cxuK7TtrZzeE3nyNqu0RLsa7vsazpH13aNrOuy1XZa6jsHvlm4UtHnvvzm+9R2A6XD9PFX57LZbGb3y78t3SuYZnHp3uLyJ0+e+uadDz5B/tvrSoId3ZTOPrbUzpR51nPtdVwHXR6gKQK1fBdNEazhuWr5bkgNz4WAnxTk1fDdtXxXHd9Zzxt96egnuw4ehz7i9t1fK/pe2Wz2zMKP9E49wOkj8ywNgtF6oWu90LNeNFaCD1InHFsv9K4XuAeTL5CEDopguHtsNpvNHv3oVDabvXX371N7XmZ26p+QmHs84zROL8jtN3mndh96ZzSxU26J7Dl49PiJU2cuXP5t6R4UVW/d/VvBgkWmdj8t7Su12L8t3bPHt9G4fbLhFFUwTBY6G8VeqF+zXhKslwQbpEHoV2ajNNAg8TdK/CSpv1EyRoaIvbkHuWdQQ3fhK+ILeahS6CIkN3Kmm4o8lnqpUi80fJgiz0VMBdx5SVFEyHK4n5KiiFLkIUDm6+yPL977Hb3/nFu4dHbh0rWbv1y98cvZC5fPXLjS75tmiGygxEmV+SiKMFkRJSnjZFWikBpGUSdzEhRVnKKKoc6hR9qscy3GNEUZpaqiVCV0SVAIVAYBOXRTJ+jCeehioyigigPqJFWdpKhTVE16GS0kBagToCpKVwZ7I3uy2ezJbxaaBAO64Ujx0VGqfPHlV+99cCKbzd6+++vs3pebhf0s6Shd4aOpo6A2BegmAH0G0E9CQMMkaJgE9BlQP0HTpWnaBE0TpavDDFWQofQzlT6mYoyp8DLlbpbczZS5WHInS4ZwsCFSB1tmn37hrcV7/2iSjjbJ7GyZnY28KnOwZfYmmb1JOtokHWmSjjRJhpuleU2S4WbpSJPM3iR3spXep3sSTG2UoU8yDOMM6Ay4cYpunKIjCax7CnVSe4phnKJ3TzGMM3TjDMM0V6hnK900RzfN0Y0zDNNsvreve4oJzwc5pTvBMEygT3NDQ+4YhjQdvuIBuo4hxdCn6bo0Ax5jN0E3TEBzoMNZLUPrnqTpoa7ZKZphiqbPTB78ePH3/0PXJhjaGEMdZqqCKvc2lXuOJXM9bQiwpI7+0A6Vc4olc7DkTqbMyZK7WNA6l7uZcg9T4WUofHRVkK6O0rQJUJcGdONUfQYwoOiLTSCo2nFAmwbUcZoqQlcEGDIPU2pnSYad6b3HPz7NFg6yRYMskYUltj2p83EGU5u7o6AyBEA96+q4dGzvy+993WGbhS4ypSkCNIWfJvfRZGNy1zaFextNNkbL3f4MurqzxJ3RfKB8DJR7NxkioMwjc86CUjcodYMyNyB1b9SHoQv7qHIfVRGgKkIUZZiiikLdeFjHabyQMlaMtEwUFxz4GhWEycMFGtBkIVxBSL2UuAAeiR9LrvcBTYwYw1EnwuctVivyYBAi3HgEmFzFavgIJwYewoFYh82OYy2CixjFwMlbwxkpMpzXVQUb2k+3/p6Phld+vv14u6WIdTnLmrbBdW0DvIHo/7NItBXJZrOLS0vqfgdti4LSqm1oM9a19dd2DK3rsK7tGF7TMby2cwTTmo7htR22dZ3W2s6h+o7+tz48BWULgh967IOTtDYNtV1Pae9GcsnkzucLguDi4hL0L/SguHz65bebRT3UdoN4MMqU2J/uDtdxRriWyRquHZT7aniOdVzHOq4D2kvWcWE1ObV8F1odz7GeN/qMMfzthatQIMMv167fwHz+7PlLT4l7aJ3dFI65kTvcwHeu57vr+J71Qi+WMQh/ZK5e4BlKvtDIt6f3vTk+/5rJM4k5/5NffcfVDysH/cgzZxZ+LJjm9p1fkX+RcuTN4599+Q30PPTSvgOvDjhDZldkwBU58tYfefoRRlc3ndsP8K0UgZ0kdDeKx1jaWIPYD43FbBSPNYq9JLGHJPaQRS6yyEkROqhCO1UwCghHqYIc4ShVOArARgDBMCgcAYWjIHymu8AwTTgMCm2gwEYTwkCBLX+5j9hBFbuoEg9VOkaR+ihSH0XmJ8sCZFmALA+SZEGyPEyWBWzjL313CXuLoMv8wbdY/AG6aBiUeiiyAFkRISniZGWiUK75oagSFFWCrIxTlPFvf/jl7ZPfUxWRtqEZqiLcbpmhKsNURYiqCAGKICAPgDIfKPPQpC66xEmXOBgSB13qHJ14sXNwvNMyBShDVGWUqo5TNUmqpigdatJUdRJUx0FFmCYbO3PpRjabXbz3u3Y40iofKPu9rt+Av/udO3e379yDPN/CN7JEFobMTVOGQE0C0KYB3QSgy0BAfQbUZ0DdOE2bomnidHWYofQz5R6W1MGWjLIlwxrHuMaeOvn1eXNwNrr1xX1H3tl35J35I8ePHP94/sjxfYeP7zt8fN+R40eOnchms/sOHxP0eM5evHL24lXIya+/P3vx6tmLV27/+veyX+HqT39ultj4gwmW0sfSRJjaBEOX4th3MvTjDP04Q59m6MaZ+nGmLs3UpZm6FPSAAV3u0z1J755mmGbpxlkoFNKNs3TjDKNnjmGaZZhm6N3TUKZkdmeYhgmmPs3Up1jIzUe0cZY2wdLG0eAbv0F3JNVEWJowUx1mqsIsdYQJ0USZmhhDE2NqYkz4ziMJeKwePMB0gqbP0PSZzQOzCv9+ujbOUIefNMVZCs/xT79dvPePMxev7jvyjtk/afZPmf2T5sC0OTBjDs6YAzPmwIw5OGsOzAwEZjWOcZZkmCVzMhVjDFUIVMdAbRLQpqm68Xz+0+HSpEF1kqaKHnzvyzOXbkS2HcTcBGcvXFGPJE9+c4EzmKIp/BuNSUAZ2WAaB1VRUBEC5f5Nhuin31765JuLDKmTIXUoHZMnv70Y2X6YKRl9SudjSEbp4hG6ZJQuHmVIMNDFwwzxCENkY4iHn9S4FSNphtDCEFoYQiunL8QQ2eiiYbp4lCa206QuUArFRD9FEWwypMiKKBQQUWKFFNFyIkQ0ytEKw98yslCBZeFPGsQFn9WtlxAHB771mMQ+LFixL983Ueo0rne9yFsnxOfJE8BKxDvcnIfAzHlY1vEQWIGPi7CXwRktMoJYS1BXXpls11no8U4rhg40C9qf7/5XPhr+dOvvj7VZilhh7dbH2q1/aLM81jb0eJt5XVu/xlFynBx2jXzjp6f4Wlqrktyqq28z1bYPrG0fWtNhfbxz+LGO4cc7Rwo81jH8eIdtbYd1XcdgbXv/9gNHK/q4K9d/2iwwSvp9rVoHqa0beX5x6d6RNyqY1StvHBWo+5itMrBN3SwaFA7G67sstV3DoHQMlPvWcZ3reM61XCegCCL/bjYlAUUACoigIoj88ljHc9bwnHU8ez13+MRX53e+fPTMhcsVfSl0OXv+otrspnXqKZyBBp5tPd9ZK/DUCLy1wjEsPphgrE7g0fh2sZS+t098nc1mN0sHS33EvgOvuCKZqpcwm83evnP32o2fxNq+dz+Ee2HnD7wamdoVnt5rT+wAeIMUwShJ5G4Ujz0zkKkX+xrEY41ib6PYTRI5KSI7RThKFQwDAhsgsND4gzT+II1npvPNdN4ADYXOG6Dz+uncPgavj8HrL8AxjUGntvvGJvu8mV5vpg96PDbZ680obVEGv5/OH6ALhmhCm2x0EhA7ALGLInZRJB6yxGsIzVsnXibJgmR5iCwPHv307F9//a+yX3zQE2fxTHShBZC4KPIAWRklqeIkVaKQGkZWJ3MSvl1HW61b26xzzcZ0m3V21+snx1/8I0URGp48BMj9oGwMlLi6BuJnLl5bvPePPYffYQnMTOEQU2SjS+w0madjaJKqCFNVMYoqQVanKJrxPO04WZOmqJOAOg4qg725IYaLS78LjfYNHPXtoj5gIuXcwg8tXF2TaJApc9JVQVATB7Rpqm4C6TUEDJNUfQbQj2/sm6KpI4fe+/LMDzfOXrp+9afyQ1Mwy5Anfu5C/odKRYt97ac/6UaizWILW+bg2SaZmjBDG8vfAS4X1FiaaP6vImmjTF2MqU8yusfpxim6aYZumqWZZmmmWbpplg5dzmKaYRinoGtyGYY0Q5dkamMsbZSlCbM1QZbaz1b72dCZbqWPpRyDsOH7H/l41syZH34688NNtWeOrfSw5G62wsNWeFkKL1s5xlKMsZQ+ptLPUgWY8N+Igu6uH6Vr4nRdiqZNQ9cY9SQPbu6dCO9+8/B7p2797b/Q3dtEiiu5o0k8xJKOMOQeuioEamKgLg3ox6n6idK9hjCqbgLQjgPq+CZjErqkaXEJ+9MX7/3+rNLylNrxpM7XOTQxPHkQulNBh3UalPtpMs8T+kA2m73163+xRBbVSJIlGGALBlj8fn6vb8A/PeCfmt73Sr9vKs8/5UjuVA3HInMv7D18fHrfK/OHj+89fGzvoaN7Dx2dP3z0ys1fjp/4Yv7w0fnDR6f3Hen3ZViCPqbAzBBZaCIbKLEDUjdV7qPIg2RFhKSINqrijapETryQMlaGIooL7gtskKOF8cgK1S8TwhWErJeiBfDkUmAdJrEPRy2aCDGGR+jF5SlWI3RjECBcxdYh+JicxdbyEA4MXES+w28NJs5okXyH3+OILuKGi9jyOgs91mnF0IFmQbvzn7/lo+HSP/7vH9osRaywdoTlsbbBNW3mda29nsz+iuqdqzd+epKvBbYoGlt161tNNW0Da9uH1rRbH++wPd4xXKh9eG2HbV37UG17v7fcB733/kfZXP9fNpu9euPnJ4RGoE1DaTOQ2k2kdhN64v0vYv+WLVXe/eCEpn+U0SoH2jTkdmNDZ39dl6WWM7yOO0qV+9byHGu4DmgHoioC0I1d1uQi41pufvdax3PW8Bx1vBGtdy6bzRpdqSs3fqloSdDl7PkLfO3gZnE/uauvnmtdz3fW8T01/DLRkKaKqH17Pvr64jOm6LcXruF/xGenTt+6cxdJddWVrTv3XLtxE/nv4tK9dz48ydPblJYgjddP5dtIQkejyNMg8jaKvY0id7PaTxWOUAXWTSqH3JYIzb7w3YUrZy5cOXPh8pmFy9BZbMTZC5dv3S3TUXT1ZpmVfOvu3+YPvTW19xCD18vgDxw9cVo2kgaFNlA0Kh2d2qANtugiZKmPLA+SZQGKbIxIr+G+l19r4hoYwiFQ4qTK/WRFhKRMkFTJQmoYWZ2CkFRJMtyDGKOoYrapV4yxF7tjLxijz2ez2cs/37716/9e/u3+5E5sPXvxijO5g9vrZ4hHaFIXKA9QlRGKKk7R5KNhS+8MRTtO0aYp6gSgipgi87dQGXdx6d5zB1+f2/188XdZWlr6/vvz339//vvz578/f/7OnTsFE+w/8MoGjqZJ0MeUjNIVflAdA7TjVF0G0E/BDFOAfhLUjct9859+V9j3XEU5t3Dx3MIl9H8ree8PFm9i3+FjzWLr04bAye9+UHl3woMaVQGW0ve0MfqMMcJWePiW9EB070B07zOmKFvlZ2rCTF2cYZigd0/RTbN04ywdPnc8xeyeZHZnWIZxJpQINRGVd4fAlmEr3BrXtDm8QzAYbZaNmEPbzKFt5tBWlG3m0LaB0LYm6cjhd05ms9mT31wQmMPm4Jw5OGsOzpmDc+bQ1me0rmaJrUky3CQZgc+kyx0suYul9DJVfoY6RNdE6boEXZei65J0bTS8+43bf/vfZVdFcVlcuqezBZtFAyzJCFPhpavDoDYB6NKAfoKqzwCGyXzcz8ufWaZqUqA6duzk2bIfJDKOsgV9T2q9mw0hUBEAlSG5Z8fm7ihd5mJIRllia2Tri0eOnXjnRPnzKvCS3/v95FffVfBN7/1+/KPP5w+9/ZTSxhCY6eJhUOrcoI+Q5QGyIsLqHm9QxiuKhg1oiighcrQInn/raFgj9OLy5Alg6wRuDHwERvhbm+ck6qFFw+LkN/x4Z95jnTY8HYX+0GEtx4L2f/7f/y8fDf/7v/8bs9fwD62WP7Tmw+L/ah36Q+vQ422Da1r7a7b0fHSqfC2ALidPnaY/Kwa2qEithvVtvTXt5jXtQ4+3Wx9rL0iHtjXtlnXtQ7Vt/d7J8gF04zOdsfGZs+cvnjl/8dadXzcLjNRWDbnN0NBmamjvbWjrQU88t2NPqfmUKp+dOn3rzq99jgjQpiW3mxo6BtZ3Wms5IzVc+zquA5AHkPPIm43JtRznZmMSkAfWcpxrOXBAXMdz1nDtddzR9V3Wby9czWazuw+8sUj45HhxuXr95jMiPb1DR+nqa+Ba1/MddXx3Dd9TK/BiGcvx1vHd63lOnXcb5myXlvJn1c+dX7h95+7np05/duqrqpezuNy++7czCz88Je2nc0wgb4giGCUJnSSRq7UvYUvu36h0mcamvrtQ2aBSnEJ8JZvdcfWQH8qafWOTDJ754LFPZCMT7X0JitgD3cqHIhnboAkslrvPy/4Dr7K7dAz+ACh2UGU+sjxMUsRJykShXPchWZWEkKCzzMo4WREjK2Pw5dXKaEt3MrDjDZlzrnMg/t1F7Ex/8vRZlsDMEI/S5GOAIkRVxSjqJFmdRtIh1GVIVcdBRfDYp99ls9n5I8c/O03oEC5OhEj5/MuvN3YqWvgmttjGkHtpqgioSQLacUA3CQH1k6BuAtQke2MvEPks4uX2nbvIv0TK4uJScnLu2s2fs9lsi6BPYI4MRHbNv37i+Mkzz3SH+IPxk99cuPrzX6/+9JfY9gOffbMAvcs9Md8kG21SutmaIFMXZxrGGfBNeTJMwzjXvsM5+6pqbPczvSm2yv+MKXL802/hxfuV6JjswcCUO7ULflfpXztnL145d/HqZ1+fm9n/ijkw0yS2sPOngIMMdZSujjLUIYIfillu3/21VT7QLOhjSYYZci9NFaZp4oA2BegmqKhBAhi044A6ucmYIvIpG7pUzygsLLGNJnVtMkRpCl/nYPq7S9dPfnNhwD8dnXuO+MAhqFRdl167+YsrPsfk9WxWOUCRHZB6KbJAozzcqIg1KuPYFLEy5FFc8EnkSnoNC0cQLgt/xAYOrpcQJvZD6jCJfFjgoYHLuwMReP2CSOArwV2simiYx3NiwThljBn+8jgI9ChALF0jRfLngjHDHz6sRFiqO9D6WFHyg7VbSvUa/vd//3f5aIg+oYw+rbymbXBdm7mutffbhcrOih5//2P6sxLqFnVja3ddW++6dvMaaFBjh+2xdttj7bbHO2xr2q1r24dq2wcGw9vLHNjXb2Sz2dj4TNOzguMffPLb4j15v4fapiO1GRvae9e3969v739G50W/BepirKDuyI32O/7+x4w2JdCmJ3X0NnQO1XbZajij6zgOJBeu4zrXcpyAPAiHQo5zLccJKAJruc51XEcNZ3Q9Z9g7/WI2m/1t6fdwZmdFi1FQzp2/yG6T0Du0lUdDz3qeo1Q0RJelpaVz5xcWF5c+X3E0HLKPiTS9V2/8hDwTntrN4BhB7gCVbyMLRilCu3+ust5cgqXUENLicnbh0haR/shb72Wz2Vt3/8Y12JncHoUtEdx6EBA5KRIvWeKjSMYAsWv3kffwZ7X/wKtNHD2Db640GkLpkAQPRoyTlfHm7nGKMkZVhKly/yZ9iC4eKXUe9uyFH5t4JqbQQpe6AXkgd045jTqnnKaoE1RlpHMIHg3yzokvWrrU7350suzKwYmGt+/c3X/gFficstRJVwZBdRzQjlO1GXQ0pGmTo1OHy34Q8fLaG2/evnNnaWnpi0r2z2s3bkIxYiO/u1k02CQdmX7+rWw2WxD3Xzn24dmL8O+TxaXfz1682iwdblK6WeoQUxeH/3iGLsHSRqdfelfr3WaO7H7W4NM6J9zje9/5BF6eazf/VOqkakHxJuZ0tiDxbwEv2L3f9x0+1iwyN0mGWXIXU+FjKAMMpa/S+RSUazd/blUMNAv7WZIRhtxLV4dBJB1qS6dD7TigTvREnyPyERs7Fc08I68/RJc6aHJvcMerK1zmFRaNxcczuemCIUBsp0jHSPIQSRFtKJUOH0XDR9Hwnz4aruSEcpXREJ0Oa9oGntK4L9/4U0XHYf+on75FRtmiaWgz1rb11bQPrmm3rOmwQRe7rGm3rG0fqmkb4A9EfitXsSbGp6C2v98eCE3s2CgwUdp0pHZTfXtfXftAXcdgbftAffuyC2Zvl27kcAr0KXyNebPQRG3vbuzoX99lreWMrOPY1y5Lhy50LtxsTEJ/C6SGa6/jjtR3Wf5yB+4S2PvSK1UsBlLOnb/IbpPSO3Tkrt56roVgNKzhe2v5nvV8l8CWuXzzL2U756BY/McPKgvTxeXIG8cGnSFoTNiZhR+y2eyVG7/Qu4wb5SNUnoXCt1H51ivVjjwrVZaWls59fx7dD1q27H/pcCKzFfmvKza799BROn8IEI5QxG6KZIwsGQPErs7e8LETX5786kyp+XgiE00cPUMwCIodFKmPrIiQlESjIZIO8z2IylibZWaDIb5JH7Kn95X60HMXfnhWPsASDtIlDkDubzGmKeoERQNHQ7I6TdWkqKoYqAwe+wQ+9Xbt5i/7X34tMbntTuXXyCNlcXFpcWlJb/E283tZ4mGGwkdTRUFNCtBOLIuGmuRmU7LqT8Epn5/6Enpw+86d5196udSVWwVlA1fXIuxrFlv2vfrHgpcWl37f1KU8u/AD+skWUX+zbKRJNcbShKDrRdTe7U0Kt2Awdvbitas//fnaT3+u+itYvbF2Rcnr+vHLtZ/+JOxxN4mHWFI7U+5myT1Xf/5r1UsClXc/OtnC1TcJzUzJKEPho6nCoCYB6NKAFjsdUrUTgCYNqOKmCKFRRhs65c08I1s0xJDYn9AHy9bz97ssLt17VtbH5PXShDZA4ibLAmxDqmTH4aNo+CgaPshoWPzqfR5rWH00fKzd+li7ZU27dW3bYE1rP1No/eud8tcGwgfh4tJnp047gil6q4LSqmtoM9W199d0DK3rsKxpt6xpH1rXPlTbPsDrL58LPz/1ZRtXvLi0lM1mj73/CdiqorTqSO3G+va+2vaBmvbBmo4hutjOFNlWWnPkytnzF1mtMlqbltLRU99pruPYajij67jLoiEadEIZjoYcW2rva8is3v1gRWP4qouGtYKxWr6njueq543uPPRuYJrQT/xz5y+sZFEXl+65IhOaQc/Jr85cvfmnbDb729K97xYub5JZJva+CvCGqDzLJ6eruakewXLu+2pmvrh0TzvoZnfpGLw+mtAGdRxSJJ6Pv77Y2Ruamj9y6w52nDp3/oJu0MmGo6GTIqs4Gi6jTIg9eymKMCD3/7b0D5wAfW7hUgtHyxYM0CV2mXt7u3WOokpQ1GmyOk1WpynqNFWTAFT5LkOkWJ3+L778uopVhC5zu19o4RnYoiGmzEVb3nGI9BpybDPwur33++0Sa6+KcufOXSQOfn7qK4L9xBt5uhZhb4t4qHh4wLmFS1Z36NW33kE/uUFgbJEMNckdTaox59SBk99dypa+0gKnLC3d84Vi3y8/ptolenG3tdJZIWVx6d4WpaVZNMiWjrCk9rOXrlc9K6Tsf/m1Fp6hSTTIlNqfMMZAdQTQJABNumQ01I6DqngPsWjYJjE0cw1s4SBTPPykrrCbs2AL3iE8YGAlZXbPi+z8z7kxtiHRWKrj8FE0fBQNVysaFo01LBiJmId6+z95NLQ+3m5d02ZZ2zZY29Yv6A9XdBzeunMXuWC5oc20vr2/rsNc2zFY2z5Q197f0N6748DbZWfy+akvNzzTNbNjPpvNHnzjXWqrprHNUN/WU9durmkfqumwgGKnZ+qlF99caacXupgdAUarEmg3kDr713dZoBGHqI5DV2E65DrXcR213FGGzI0Ou++8f2Ili7GCaOit47vrefaPTy+0GTyYM19aWrqO6npZrKTjDbNcvfnLk1Izvct48OhH2Wz2ys0/37r7nyBvQDacAviWDlOgiiaWeCHYjVRcFpfuaYfGWFwTXWDZqPZJHLMUsfu7izfwOzhfffOYSD/E5nYzhEOA2EmR+UnycCPhE8pY0XAPRRECZGPfXcRr8vcfeKW5S8Pi9zMk9o2GKABdiQLlQk2aqk5RVTFQEfj0m8KLNj4/dVqm6cacJ/Fy5+6vG7rUzYI+lniELh+jqaKgJg11HCJjDTm2WWT6lQy0LS5VnAoQ9zhbRP3m4EzxS88fOPz5l18/9/Kyfv2NfEOLqL9ZOswfjJcdbIpTXnv9zdfeeKvgyc2d0k0c5WeVXEhRUD776rsWfk+TaLBJYjt7qcwVZgRLfHp3C9/EFlsYMhddGQA1MQDuDK44GhZ03ov1Q81cPVvQ3x+YY4mtztTu+UPYFf5773/w3vsfrMrXwS+ff/XNs7JeJq+XJhqmSr0kWbDkOeVH0fBRNCwbDbEuQ8G8c+EaBNZFKv+i0dD2eLt1TdvQZq2/trVP0B868Ob7xA/Fk6dOM58Vg1sUlDZdY1v3M1pPfXtvQ3tPY5vRFpkjePXuux+caNoiPPbBp3+986vYHGzo6K3vNNd2DtV0Wms6rTUdlroO81sfflltdYFRrt34idUqpbVpWsSWhk5zXVdBxyFGNKzhOWgy77aDywaonTtfwWWVxaX6aCjw1vLcDLnvmwvXjN4pnI8gfir2yo2fzyz8cPXGL4fe+mM2mz2z8OPxjz6/dfdvn351Njw93+sZ7/FkQG4/wDMD/CEq3wLwrVSeBf5rKzzL7kPvlP2ISgu08FAovHb9ZrnJS5Z9Q4k+ugAAIABJREFUL7/G5nTT+YOAyL7rlY8AsYvI/d4HXRE2p5suGAIkLoosQJJHqouGJCV0s8NoiyHRMZDCTyRQNIzMvcAZiINyH6CKIr2GFHWKqkoAynBPib+JB0WrpaWlis6/F5TE9E6k45CuDIHqBNRxCOonQV2Gpk3T1bGqZ45fiF+JghR3amezeMgcmit+KZWZWVxcun331+cOHEGe3MjTbhD2NIuHzl66Vt0vmaWle8i/BQWKhomZwivkiI+UzWazQ2NpYZ9PMBA8c/Eq5gTfn1/4Y4mYhdkzt7h077PTZ/g9nv7Qdo5lgqaOAJokoB0v7jikaicAbRpQxRTuHZjzv3592a+ajZ0yodHO7/Fks9mrP/3FmcAbU46Z+wvWTEUrqlQxuyIsrpEutFIlLrIs0KiIPIqGj6IhRjQsukI5/xbsa5mLk+W/ezR8rM36eJtlTdvQuraB9W3wJSm/LS6VOtdWUN794GPWFglti5zaqtn50pvdzlSzsH/XS28QP5hv3bn7tEBHa1VQoSGGnQN1nYM1ndb4njfcMwef1AfrOwd3vHysyqoiV7744hS6Fy02sZXZqgDadaSO3vWdQ7Vdw6iOw8JouI7nrOE6ajkjyb2vI3Mo/hMslRYoGtKQy1B4dsJjDb21PDdD4fvmwrWJebzR39eu33jljaODjuCAM9LvTvS6kr2e8R53used7nOnb939O0c/yujUMzoN9C4jnWOicXo7uz0gpxfk9IGcPpDbB3L6Ae4AwBuEBhSSBSNkwShJYIeQBaMUwYh/9sBK1gOR8tmXp6t+7+LSPTbHwOCbQZEdELs2aAKlprx+/QbSvrZ0yFcvGsYknt2AzLdZV/KjobL/wCstHC1baGZIHKDCT1VGKOoERZ2mqNMUVZKqjIKKAJE77xSUz7/8+tW33rl28+eye+zi0lKrtAcZcQjmRxxmQH0G1KZp6vixk+dKvf3chcv7Dr556+7foPsNXfup/AjmpaWl788vfH/+wqtvHTu3cOnchR/PXrh89uIVXFfPXrp25uK1geDWJunoANaFbr5QHHqwdVd+ZOcmrmajwDgYwPs1BZUqToAaLO7k7J6Ca5OhFX7tRvk1D02879BbzcKBJvFQqWioUGtTE9i3uId+FRQv+bkLP7TwupugjkNVKDdOoGQ07ImUHAubzf1gW1xa2tghFRlH5w+XucXsH9//EPO3ynsffnwtd00b9OeIkPEJK6lah1wRNsfAEAxRxU6yzE9SRNjGiUfR8H9QNCy6ryHOXQ8xY+WjaIj0Gtoea7OuabNQhXbuQPybhSvFgw4XFxcLnkEf7YtLS6wtIsYW2e6XXstWXhaX7j0p0ANtGnJ79zM6b12HubbLCko9H56+8PpHX9MkToLR8E6u14TIh96++yu7VUJrU1E6jCzJaF2XFbpUebMxUTzWEIqGNJn3hbc/vXzzz9BfQCkY4Y4uBJfh3PmL7NZl0bCW8GUodXz3ep7dkpg3eqdxFuO9Dz7a0CpsapMzOrS0LhPA6aNyBigcM5U7CHAGPjl9fmLvKwCnH+CaAd4glTdE5VkpfCuZZyXzrBSejcK3Ufg2Mn+YzB8hCUbJQkej0NkodDWK3I0iT6PI3Sh0kgX2srdXLC6VnuDGWdv45dz5C0KtGR0NqSIn5pTXr1//4/sf3LlzFxqXqR10wdEQPqFcZTQkKxMUZYyqCO1+tfzwg+defqWZo2UJzHSJA5T7qcooVZ2kwF2GcUAR6i3RZYhfhtzR2b0HPjtd8pobdHn1rXdbuHq2ELpUGe44BPUZQJcBteM0bVLu2XXmh5/OXLpx/OPT+468I+jx7jt8bN+R4zP7XxX2B5pEg+98cvqzbxbMwTlhf9Dsn5qZJ3RR86YO8UaOuoVvahKa2RJbk8zeJHMsBz/DljnYMhdL7mYpvGyltz+yq3huqUxuTOTi0vUbP2Wz2Ws3f97IUW/kd7/7MdE77eGXgvjijU8n5ubfPfFFNpuF/vjk7bt/11nGstlsu7xvbk/JP7aezfWYzu098NnX55pEZsFAqNQ17F+cKjx/sm3X/HMvHUplZr748nRxRZ3NZs8tXNzA1TYJ+llSO0Ppp6mxzynnLkMpEw2RItEPbuBotyiHSk3wxw8+PPf9+XPnF4pfWly6dy13s9LFe78LjfZnZf1nc38+oNK73qDLoCvcxDEwBIOA2J4bB1LVlSiPouE/WTRc9hbUk2Xuko17Q+xH0bBMNHy83fZ4m3Vtu+XrhavuzPNM4dBl1LlgIq34kdffNtv9V6//VHbKgnL2/MVPT32zSWiitOkbO3rqO800iYM7NL6ua2Rd10hN13Btl2195+COl48TmdvS0tJzLxLtwYpNbGW1K8AOPbmrv4EL3ePQsY7nXMdzQ0BF8AlTah102xqu/YnuqGfm5YbOwW8Xrvy29PutOxh/vwE6J7J1J6H2++z5C+w2KQ25ryGxaAjdvKaO56rn2Ulcq9E7daX01eW379xtaRWz2lX0LiPAGSBzLSTeMIk/QuKPNCk8rabI+PwbFJ6tRekh80fI/BESf5QksDfyUeAOQkejAA6FDSJPg8jTIPI2iDyNIjdZ6Pht6feVDDRcXPr9zMIPOT+evfDj2QvoO2NfPrNw+fDbH5w8fe7MhctnCNwiu3ANtEuhaAgIR6mlo2FBGXRFlo81rCYawmeTFdF2y/TRT8+UHd/23MuvNnP1LIGZLnWBiiBFGYNOKFPUyRbj+EZDvNIuw3MLl9796LMWnnH+8DG2wDzgnzl5+nv8LpnFpaU2WU8Tv4clHmbIx2iqGKBJgboJQJcBdRlQm6Zp4nRlaO9rJ6aeP8qW2tmS0ad1XrbU/rTe/7QhyJS5WHJPjpsttQ8Et+J8HFI2dco28AxNQjNbamfJPUxlgKkKMlWhnGD+v+oQE/kbdOpQf2y+YFbfn7/wxw8Kg/i5hUsbOeo2pXkVB8UW/6mSxaXfF5d+F/aNze5/RdjrcSd3ZLPZFkEvzp2fb9+5u7i0dPvu31qVgzPPvdYksbGlI6XGGl6/cePc9+cXFxdv37n76ptHt+7aB90tfHFpaXFxCfOk/LmFixu7lM18E1tiYyi8NGUYgMcJTGBGw6OflrxNJvr+R2K9uaVLvUUxeBLrtprfnz8P/UlG9L0Rrt38+Z2PPps/9Nb8of+fvffsiuvA8r2/wkxbErHiSRUAyW5bVM4555xzQVHknFGWEG4roWArS7ZkyUG2HGSBAMltBWR3z7QBuafvWqbkeV7WV3heHCgVUAl5eu7ce9lrLxYUJ1U4dX5nh/++OHn548OTlw9PXjk8eYVraRwYP3t48uqhyauHT189PHm1dfRPtsYBe2Iw3LXvyOTlw6culXjWuyKtZLYe4jtQYQGMrPk1O1G20PC/BQ3XqGFnCWLnGaCSWSzHBrfQ8J+DhnTPG3QPThDcpUmU0SywwHXr7v17MyuhmqkHc5sdQFKKnf7gMrxbbA61/23xl93aaCXDVs50lrG821m+7azAdlZgO8u/g+mtYLrXFYflK0t6+myexhWvq1mZejAzujdHXGF5OfW2QAPSVQSmqZrtqOT4yrjBHdzwdm50By+2gxfbwY2W8aLlvEg5L1zBC1VwA4g8huF4vB0HP/lqunng0LqcOxptOnrslCvYUMrTn5p5iNCkAFO3ioahomi4gxePjp5799IXFbxIJTeA5boLiNeg9+sUmhhmqACWGcdxYLjeal6gihes4oWqeUEML4jhBTBcP0XZgOH5Mfw1XJjJGqNezQ9iBCGMMFwtiKB0WC2KVwsiWH6wlCeL2p273zrCLfZIB8LSwmwDxDa+KXP/vPR3had1l9QNcSwgxwpybQDXvjJPj+cAuA6A6wB5zoyzzY2DR858+tXUz6VNV6PSJSSWDuQ6CMIgXhTBi0pCQ1e0lcQxQPzf1YaCUXRi5e0098jfXvwvpqMrn9J1xuJtfRS2DhG4QEmEIE+iktc4VTdO2UlQtCb3lRqVX1hcnJ6Zm559NHL4OIVrIglcsMgPiUOQOISI/KevFOmsP3ri7CuNQ3mSqOokanqI2kzgsLvO3L/L3PP4pwVFdC8ka4TljZAiASmSu0xdkKoVVLWAqhZQ2Qoqm2FFwtZ6sJRjrmOhmtseRBaDlM2gpgPUdkPanlXvhlb/REcPg9oeUNsNaTpsHeub9D+8cWtjcer07Pe1HHW8q7gaaMaWUy+nZr+ffvjD+OQlNDJ69MxVdDz0ip+5hvqRM9eOnLk+fvbDI2c//PnFP46c+fD01c/4jjZNuH/q0fzb2tj9gm/9xMlzroYeisBOEvsQaeiP+qap7/PeA6RSKbR0zxNObFQs2ljVNz0zJ9Y5BcYgWeiApWFQ0URUrgQOUTqstY0StP0EbR9B3U1QtDOdeUdrZudDRFp7DVs1fuqCI96d8z559VCXrt+4deere0KDl8LRv63wIgInJHRDIh8k9oOiACgK7NImAHEQEIcAcQgQBUFxEBT5ARH6Xz8o8oNC705lSOHrvD/3OJ1O/5oVdFxn4yfeJ3EMK1HDLTT870TDdQ9mbaRclOWv9hLP4UVm622h4X87Gv4rbaVb+Q2acwfdUUa3VdBM76hD6XT658VfitYdTj+Yuf7RzXUPdvUOLCwsplKpifeOPX22vjFzaubhW3wtUK/A03X7jl+Cxf5ypnMH072d5d3O8m9jBbaxgtvZge0sHyAOfzubo/Jm+sGs2x9e17ta8w7nyHunsh/p6BvJh5Knz19GaDKAocMyrVVsdwU3UMYN7eCtRA3LeNE3TV2grLGCG6jk+Ku4viqOB8NxU6TBvy39h79t9P7sysQwNLD6+Zdf/by4RK0XOkIlKd9OzTxE6HKAqceybFUcbyloiEYNAUVzBTeMyOMiT1fREAilXgTTVQDLhGfbsVwPhuev5gWyuRDD9WF5PhzPh6aPV5zrxXI9OJ4Xx/PguG4c14PjeXA8Lw6tNRSEMMIImlCut5Tal7CcerlbbCSxtBDbBHJsRK6DyHMTeG4Cz903/gHD0kLgewl8H0EQwAsCOEEALwiuuDBEWHW8MEQQBIh8L8h3PXlekgodGjVcRcNoiWhYLzb8/g5ljKITp+hI7L/ww08L8tDQqWJM5oq0UDh6WOACJBGCvBmv7MCpunDKLqqxjyBv/jVValPtwuKS3u6vZSkoHANJ4ILEQVAaB2QJUJYAJdFTV4roYy+nUkK9h4IGDqVxQNlGVHcRNb2rFYe9gKYHUHeaO46xfWOgsm2nuQ9QtwPqDkDTBWi6V70HUHeBqnZrW0kJyjqWgsq3kCR+WJEA1e2grhfUDwB5fRDQD4D6flDbZe14d92m3j2W4z52avb7Wp7e2dhb2kuYnjhxtpajqeGbKSIXReIjy0JkeYQki5Dl0VWPkeUxkjyKyGMkRRyRxzODlU9d//LXl/+piu1B5A2IvAGRx+7nCfcuL6fGDr1bL7NRBDaevRWRRWF5HJHF7ucXr0GjccvLKYZQlT1sMJ89mJ07e+HKtY8/p/AtiMgLSWOAopmo6iCoe9DYISNwCK/pI2j6COpuorJ9l6Ej36YWFxfRWsbl5ZRYaxfqPVOzf56a+3M+UENt7ODRWqaMwtaS+VZE6IHEAUASJkqiRFmcKI0TpA0EaSNB1kiQot5AkDUSpA0EaZwgjROlcaI0TpBEieIIIArKA32Xb389eflW68jRTN45Owp+5OQFrinef/R9vCiMLYCGW7WGxdBwZW4e+i/Rmtl6mSl8r8bxFZy8t4WG/wej4Wo/iucNGipM6Cyj2yCB59fUb3/Lc0dY2O58effMubzNKJ99+TW8WwzUK1fyyAw7x9lVxvKscqF/Gzv4Biu4jR3czvKXsbxv6RIXbn75t8VfHs//hG7hzPsXxArt2fcvLCwuZpezUHfzSLuFT1YXezL/0+nzhZpneSobRFfhmcZqlqOC4y3jBndwIytoyI2Uc0OwrIHv6a1muzBsJ5btxLAcOLY9nU4zdOHvZtcMk52aedg+sJdEl9nCbaW8RPdnHiIMJcAy4jnOap6/ih+tEDSUCxpfndXZ560g4w0V/BgoT3w796ywbOTTZ/MTx05R6gUITQ4x9USWmcCx4zhO3GopIZbjxnFceI6TwHEQOHYix07k2Ihs1K1EjpVhiJtiA+b4gDk+UCf11sl8yZH36KYmsa8Xy/djBEEMP4jj+YrmSR/MzF27cVttDyNMDcQxE7lOAt+LFwRwgqA4MIgThHDCME4UwQojWGEEK4phRPG13oCVrLq4ESduwImiBGGoeexEKa+zK9JCYukg3uaihs5o69paw9dHQ6qhm+Hql4UG8xWQZcwdbaVwDIjQA0iiBHkzXtWBU3biVF14RfuJa8Wb9DNBnWfzz92RJJWlIvMsiMgPSeNEeZKoaCMqWgFZYqP2zUa7/vGnNahgsiQMypOAqiMTOCRo+4navhVA1PQAmp5ayyCg7SFqe4m6PqI24/2Atg/QdLE8Q+lcudd1VruChgFY2QSoO0H9AGAYAozDeXwEMAwD+gFQ11MYDZeXU0/nf1xY+uXarTs1fJMzkbuHY52NHZyo5ahrBBaKxEuSR0nKRkTdjGhaYXUrom5bcc2KQ+o2SN0GadpXHP1ThT7eDqnbIFULx9P/5KefN+7o3IUrtSwFlWd6WxP+o74JVjTCioS19VABNMxY1+CeOpbi2q07G/+1rhllYXFpOfWyhqt7W+WHxQFI1gAoWoiqDoK6m6DpJWj7CNq+Gusww7ev1ti7U5/3Zi+VSn144yYamIy39tYwFdNzr74DF/KIrk8cn6xhyigcPcK3QyI/KIkSpXGCrJEgb8LLmgiyJEGexMuTeHkzTpZEHS9vxsuTeFkTXtZUY+jASRvxkjhBEiOKw+bkvu8ePr3/8Mn9ucf35x7/mnqZKVJMp9OfffMA4juJQj9OHEXbUHLXGv4/hoYFlsyxlzWzmDO+Hge30PD/FTTMxA7/QHe/QXdtoztLHGeS0/bsO7iwsJLaWBdQfDr/4x/5WpCmxNF01XRLBcNexnTvYHq2s3yrXBh4gxVEfRsrsIPlK2e6qhlWAl2LzuGYnplDs8boz+xyFspuPlIvkduj6J+7BKb7BTsYrt24jdBkaMFfJdtdzg2UccM7uJEd3Eg5N1zBCcSHT9ybe/LJ1zN0fQzPMhNYFgLLkk6na8XO+1kDBp/M//Tp3XsIQwkxNCytP9/uGppaGFzRxLFT6XR6avYRzFABLBMORUPBejRc602olwsTlcJGWNks9BdvtBzbf1iktjjCzUpHLNg2cvDERaY+stKAzLL2HT598OTlQycvHTxxES3juz/7Ayo59Gvq5cZi8Puzf4ZYepBt9ncewPPcOJ6XZm6tUUSLHgadL6PSRGSmCmIbiVwHge/HCcIoBQqDI1hxHCOKY8QN1eLGanFjtbhp1RPV4gRG0oT+xEibMNIkRtqMkTRhxAmsKEYQBn8uYcStK9JMYmlBrp0oDBRoQ0mvXlDRD5XGGSNxTdlo+BqS12hCGSdvIUgbH/9YZL7FwuKS1hkhcwyw0ANIYgRFC17ZgVN14pUdBEXrpU+nBt+9WLjiKlMK9mz+eR1dVMNWk/k2WBQApY1ERStB2U5UthPlycNnP06n06cvrQ/zrzOR3kPhmkgiLySNg8pWQNONBg5X6TDb+4i6fqJugLDGB4m6AUDTA6paH//0c753KoOzeneMyreQxH5Y2QRoOkH9wAoC5vZRomEY0A+Cuh5rx/qxzuvQcBdDVMdW1vAMNULbyETxpPzycqqOKavlGyliN1kRQ9QtsLYd0nVB+h5I35vlfaiD+j5A1wvoekF9H6jvA/W9oK4X1PaA2l5Q2wtqe0BNF6RqtbWtr4lMp9MGZ7CWraLwLSSxF5FG3jK2wfIGWBadvFp88uHEibM1bBWVa8gMcUG7tT68eSunWEy9xEDlGshCJyIJQrIGQNFMVLYT1F0ETQ8aQWT49tYae3bq29KrSuAFCs3PXriqc8Wy0TDvcR47VcuUUdg6hG+DRT5AHCZKYwRZA0GeIEgbCbKEJLKXIGvCyzNQ2IyTJfHyJEHehJclCLIEXtpQo2slSGIEcZgoCoIiPyjwQAIXxLPDPCvMs8I8S6hr/5vKgCUxCgj9BHEEJ2nASJPV8tZqxf8FaLjiFeJkpaR51ZOVkmT2RnLurjKnFwbQLTTcQsN1aIjS4b/SPX9goMPunGU0e7y/JHH8bHv67Nm7edpBllMppdUP1svxNG013VzBcGQlkVEoDGxjB7exQyvOCm5n+sqZrvM37/668m318uixNSnjs++fz/xO3i2AaXKArj5w/MKBExdrhI6i/W48lRWiKwlMI4btqOB4y7mhMm54BzdcwQ1Wsb0/PF+J9DQPHu4/eBxg6ACGPp1OM3Wh7Ov0lZufmyOdIFMPsIymaN6k1bkPLhisLvT4P7t7D2aoiSwTjuOq5gU2hYaVghhZWXzQKlqrns7KuTx5/pc/Smwqd9Opi4UELJ/M/3Tl5mfpdHph6ZfJ89cWVqv67JE2rt5/6ORFpjFO5DqNjaO1ikjRw4g3d1LpEhJLC3IsBJ4HJwj9bekf3Ucvv8JBSaJK3FQtSVZJmqokyWpJc5U4WS1ZocNqcQIjSWCkTdWSJEbajDpW3IgTRfrHi8skucLNZJYW4tqJAj9eFCHkjxpm38NQWEqEY4IEHoI4gpMmsPLW0mco50TDoseZTqdrmDIy1wiLvIA0RpA345XteGU7QdluapuQhUYgoTfcta9o+C2NpikPTtSsRg1BaRyQNxMVbURFW52h89fUfy6//E+BqcgbNz37qIajJfPtsDgEKZoAVTtR04MiIFE3QNCuTklZZUGifnCtDxF1g0RNL6hqa9mfG8iy2xpoEiOVbyZJArCiZDQ0DIG6XmvnGjScnnm4bk7J9Zuf1nHUNQIzVeQYP3Ot6Ks3Pfuwjq2sEVjI0gCiTMDaTsjQCxoHQOMgaBza6MA6NwwChsFM7hvUD4C6PlDTBSubN+5LorXXstVUvoUscr+lbXxLn+S6uo+cvXH1kyKzbZ7N/3j0xNlarpbKt76jCmQ+FeiZnrOEJt7a44q1U7gGstAJiwOQNAbKm4jKVqKqo9YyWGsZIqo7mZ7RXfq2dDq9UOymyx1J1rIUR08WPwGnZ+Zq6SIqS0XmmhCBExZ6AVFgpbJQHAYkEaIkSsyEElFHE8qSGFESIUoiRHGYKAoCoiAgCgBCHyjwQAI3xHdCfAfMd8B8B8R3QALXLnWkTh0niMJ4SRwrbcLIWqpl/9N0DVteefa6a/+slret9VbUX4NEt9BwCw3/a9DwD3TvHxioe7YxPNvpzgqa9dj5zWnZd/X055RRWF5Oqa0+eLeESFNj6KZKhr2M6d7O8mWgcJULs9CQHdzO8pUz80okZNvC4gtyvRCiyQl0HVXs0UcHsCyrIdp/4sLNAvrb127cRmhSIl2DY1nQisNybqicE6zk+HoOr7mkHT52FqbJreH2dDrN0gUPnbggdzbJnIlfU78xdCECy4RnWfFsmzGWN2n19Nn89Mwc+sV95PhZFA2xHGc1L1AliJWChhWipgphY5UgVs0PZrC1gN358qt1j0Rb+zIJ95y2nHqZKWFcWHqRPQ9tevaRxhFJp9MwxwRwbQDPReQVf2sWll7wtU6OPrhTHhD7evefvtm451y1aB0UJle+ziTN1ZLmanECI27EiOJYUQwrimHFcay4ASNJYFboMImVJHCiqL97vGjrYqyll8RUQxwrUeDHi8IF0PDcBxcm3jt5/cbtdDpNYakRrhnMoKGs5Z+NhsupVA1TTuaaIKEXkMYJ8ma8oo2gaCXIk0xHryW5z5YYHj5y6vTF62cuXJ2emXswM5dKpZ7Nz2cAa51qUufQfirXQBK4YHEIkDYAsiZAngSkKz1Spy8WP6ld0TY0cAjLYqCyFdBkKg5RKBxc8fVQ+AoNAW0vqGq//GkO3Zx16tzTc99Hu/aRJH5Ikfg9aHj2/OV1jWieaPMqGjrHz65Rrc9p07OP6jhqqtBOloXfsnRDup5dzjHQNASaR3Jmt4lrHTCNAKYRwDC86kOAfhDU9ULqtqnv1zfHeCJNdSwFlaunCOynr3469ejZ6aufRXoPj58uoiE/tv8IXayncnRkgZ0k9qpCfUUj6MvLqTtfffv5V/c0nuTbSj8i8sLSCCRPgMoWorKdqOoAVB3JAxd+fvG/0gXREH3X3JFkDVN+9NT5fItl2527X7siLUKDn8I1kHgWRGBHBA5Y4IQFLljgggRuSOgFRX5QHAQzzSiiACT0QigFClwoBUI8O8xfiRQiPCvMtcA8C8yzwnw7JHABAg9RGCSIo3hJI0aarJa1/lcOyluzQAbacj2oaM84Rtmx4or2dZ692AYW3ELDLTT8n4qG/0r3vEH3bKe7uPb2qnpDplu5qOVsSUG/mHRWN3m3AKqX4WmaaoalnOHcwfRsZ/u3sQNZI2uCG6OGFUx3iXsn7RaCNAWeYcAwrfGh91ztB6tZDizLJna2nLyQ91rIV9sgmoLANGBY9kq2p4Ljr+T4q9nu2189yF5sauZhtKXHHm75NfWSrfXtFNkApv7ExZtNw+/i2DYsx4nluLAclyGeY3JXOp1+MDPb3TuQ6ZsZP34WZqhW0JAf3AwaJioFMQw/VIqg4Bcb0LCALadeRlv7Pv/q3tPnf8nXe4SS4ttSO8QxgzwHwMsrz5ttjkgrwjbsUoZr1Qm8pBErSWKlzVh5K0beilm5/26rkrVVy9swsjaMtBkraRQHR/DC8EoDiiiCF0VxkjhW3IgVJ7DiBFbciBNGvnv47P5ckb0fPX6GzNLAXBtR4COIwgRhKOdiqVQKrc5ElXgdsU6EawEFHoa9y9AyjpW1YOTtOcoNS0NDSbikxthappzMNcFCNGqYJMibifIkII0rQivFA6WEDDM2ceJMDVtF4ZkRgQsWBSDkTW9jAAAgAElEQVRJBJJEYHF48sqnJW5hcemXepltRRJPngDVHdmBw9LR8P4GJNporxk11PdaO9/L3k62xnU6nZ6emWOINXVsVb3SJbA2bowaPpt/jrLOg9U53Q9mH9VyNLvVAZI8CmvaIH0vaBwEzSOgeRQ05XAglxMNI6uOHmc/pG6/8tl6nZc7d7/ZyZTQpObxUxfQgN/pK7cdTYOnLxcfDeqOttZwDWShiyQNwdII19lVdJWMjRw+4WjsJwlciCQEyeKgIklUttaZe7/7/seTJVS1ptNpdzhZw1JG20eKL1rMnjz/69tyN4lnRfj2UPfBU1c+OXX5Nvqvn1/8/X5WKSFqv6ZeTs2hKld/nrx4o3V4HOEaYZ4V4jsBgY8oDuMlcaysGaNoq1a0Vyk6qpWdqGNUXSuuzDpzVV2oY7IcW8Q7Uc/ezisKzOlbaLiFhv93oaHT0bJfG+q5eOPzEs/zhqbmnI8/fTZfz5WSdwvA3TI8TVtFt1QwXTuY3lLQsMSoYTqdJu0WQnQlnmGsZtkr2W5IGq1ge6rYLgzThkpV57TP736DoOrTTHM121nJdlex3ftP5rhxf/LseUf/2MLSC2u47dSFj4hMI55txXIcGI67muut5vqruV59vMjXJRrJO3LsDExXAiwTjuvaNBoK49X80Cff5JCTXWcLi4ulT6D6/O63Gmd06NDxyWIhJXu0U+lpAbl2c+NIYWEO1DTOGDrImCCK4CSNWGkzRtqKlbdh5G2YrDtvjLwNK2vFSZsSe8+m0+mfX/xjpzK8UxnepY6CIj8gChHFUaIkRpDEiZI4II6UUq1/9PgZClsDc22gKEAUF0ooj+07tLOei1bTX/34DsK17FJFsqKGr4+GDFd/Kf3FWVHDGEGWIMoSJ65+UXStfHb2/GVXpNkZ66RwjSS+jSRwIUI3SeBS+9b0GRRWaHfH2ihcIzk7cIhqHG4CDdtKQcNaloKy0oaSBDVdQKlo2LcODbMn46G2sPTi6fxPnaPjaK3hkx+LNLY/mH3kincJbE1kRewtax+k73sNNASMGR8BDEOArh/SdN7/Pofya6aeDy3bcDb27la4x4tNGUmn00dPnKvhGchCFyINQ7I4JGs4dS1HS0qedc+On/xA420mCxzIanIZULQAihZAvjKz5+rtr67e+uLMxQ9zbsEdSdawVQJj7hutzdpy6uWZix9S2JrPc6kkFrXPv7rvaOghC6yI0A1LQqCsgaBoxqs68OpurLoHp9ng6u6Njs32LTTcQsP/SWiYmw7/99QaMjxv0F3baY4KmqWhP0cBdTqdTqVS2YM1U6nU9IOZiT/lFZ2+8+XX5Hf40G4pgabBoIWGDPd2li+rxHAjGqJtKM4SvyPI9UKIrsIxjNUsRwXbW87xl3P8FWxvNcuJY1pMkbw31o5QE0RTEJl6HNOKZTt2619pE2aLIzydf44+wtO4Dh3/gMA04tg2DNddxfNX8oKVvFAVN6CP5xjqutHGj59BGEoi07haa7hZNAzfy89kz549Qy/5H350M2dN+kY7ff6KQO/l6v1vSl3meL+lYaB55N1Pv849Fc0e74Y5ZpDnMDeOfPrNTOEtjx44+o7YiHBMAN9DEEdwkiasrBUja8XI2zGK9mp5O0bRgVF0YBTtGHkrTtZco23924t/PP7x39PpdOvIROvwUZ45Fuo6wLE0yf09oMAHCv2gKAAKfPfzKANn28SJMxSWBuHZIHEAkER36ppzLvb02fz1Gx8vp1IoGlLZ2reVvre0DaCsgahsJag78epenLoXp+5Z45oenKYHq+5e/7i6B6fqwSi7sIoOnLzV2Dqezor55avur2EqyFwzJPSgXZx1upbvHhZn3422Llc7Nfv99NwPU3M/tI8cbR8Zf5IlNZIp/FjM8yGZnnlYw9ZQBHY0cLi24rA4GhI1vaCq/ddiPezpdLqWraQKrIgkCCmTgKYL0A8QDZtGw4WlX85dyJ2KFZsCI+OniyZq02jUkKulilxkRQzRtkOGPtA0xIoe/V1oqO8HNR050XCdxTpHqTzj+GSh+U/TD2bSqPwkV08WumBpBFIkQEUSkieufHqv6C7S6fRyKrWw+GI59RKlQ1gcgKRxUJEEFC2AvPm7R89b951GhB5744Az3p1zC+5ocw1HQ+GZStSQKu2oXp65ULwYNJ+dvvjR23I3InRB4iBR1kBQtOBVnSjzbaHhFhr+H42G/3M6lN3b6K7tdEc5zdowUGobSiqVGtt3oHCM6upHt5DdQpCmxNH01QzrSk55TQNKLjRkbAINQZoSxzBVsZzlbF85J1DOCVRwfFUsl9DVztDmvcdFZ5OAdBWBocczTQVCjOgTJNMkEF1FYBqxbEcV11vBC5TzwhW8cBUvqG8oafzD+LHTCF0BsIy4zdYaihKVwoZqfrgANzx79gy92Gf36BSwqzc/tUc73pQ4Tl26BfCcRL6nVhkl8j2mxuHv5p483vDtH+rYA3FtAN8F8D2HJgt9my8vp44em6QwlQjXDAi8eFEEJ01iZK0Y2WqkUNGBUXSshgyb8ZLEwTPrCxI+++o+ma29euvL+3OPVd42hGd7SxGAebapEnLZWWgY3KlrsbQcyrmY0epEa0BRbqOyNSSeFRb5UDTEqzrxml68pm+9a1d83dix7AkTRFWHuX3i15f/aW8aHj918eiJc2MHxte1SqTT6afzP6LNqojYB0kjkDyujAx/9u36xX6PTc99v1FhpOhcR1e0jZoJHKpaAc3qcJTiaDiARg1LObZatooisJGkIUjZDGi6AcNgiWhoWe1Q/jX18s5X32Um864ztNxQYEsUPZIVNBSvQcOd7v3/PWjoauii8kztY38qKll656t7NTwDRexB5HFY1QKpOyB1+5umzqJiUtm2sPRL++gEWexFZFFY1Qyp2yFNx5uWHliRIMnC72jCOee4LC+n3JGWGq6OKrRHel9neOM/ya59fIfCMyECFygJE+VNBGU7TtW1hYZbaLiFhr9T19Cd0TXcQbeX0yxVNGNhXcPsYMPC4uLEe8Wl5o68NwnvFhPrVTi6oYpuLWfmpMPXREMSyp1MUyXLWc7xlXGCZZxgbPjUt3NPi6rwOEIJhCaF6CqZo1DTADrYyhFKcrRetK+5iuur4IXKeJEKfrSSF9LFS0LDo8dOk+gKgGnAr6BhSR3Kr9BQED5+ubjCxdkPLpYy6rB16AjEMe2U+wk8d42qAScMU9VNOGEILwz6usZrFZH+8XOffv3gyq27py59fOjUZUvjMMB3EwU+aaA/0FXo2rC8nNLZ/Sga7lRF8aIoVpLEyFqrZZlgYQYNW7HSpCT86tXLltKdmn2UaZS++vGdd6R2Ckc/frI4+B49fobK1pD4dkgcBCQxf3+OabYLi4vdfYPZ8uk1bDWZZ8lGQ5z6tdBQ00tUdcjjB1r2nSlcKTg9+7CWraLwrSSxD5GGP/uuuJpxtuUL+/1+m559VMvVUYROsiwKq1ogbTeoHwCNw6BxdMVzARNoGgONI5BhANZ0ottZKNgwVMvRUIVOsjwKq9sgfR9kGgFNo5B5Tx7fC5rGINMobBy0dh0bPnbtyU//nk6nxw4fQ2P8z+bXpLAfzD7ayVHXCiw1YjdV4psuGGx+MPeojqenit1kZSNJ100yDyPWPbB1L2Lbj1hzOGzdl8MtGd8Lm8dg4zCi6576809FX213oq9GZK+ReK99+s3n3xaKx0/PPqrl6akSD0nZgGjaYX0vrO9FdF2qhv3LL/+/ojvK2NTDxxSRO9z/J0TZxPaNQpoOSN2GKJtIskiBRml3tKWGq6cIHSSJ//DZQnIHr2FjByfufHWv8ETHfBbrGEbPXEAazwQOt9BwCw230PB1p6HQPG/QXNtozu00exndWkEzNQyMb0rvOp5szzd3ZJ199uU3cL2UUK/C0gxVDFs507kD1a9hr0HDjK5hxWZqDUG6CkXDMvYKGqLq0LroYGE6XFh6QakXkGjS+zOFrsoZgLBGOohME5bjquT6K/jhcn60fHNoOEmiy0GWAcdxlK5rmEHDKn74wGTuMqBsu/bRx1MzD6dmHk3Nfo+Ob7ny8Z3DJ86funijZeiINdZjjfVaGgZ2yv1EnovA9+GEoXpbN1nTghE3YERxjCiGFcWo6qYaVSNR4CMKvES+BxB4a1VxgjBAt3Y0jU2aE0V6LJ7O/7hbYkITypmoYU40xEmbfvhxRRn4yfO/dgzuX1h8sbD0YmOsa2HxxfiJs1pnuOj1I4OGoCgASOO1+rZD5z7OGVnJxM+ezv9Yw1KSeWZY6AWl8d+JhoCqw9xWPPSODvml8i1kkQcRB+5vMpX87NnmxitnrBSmdMfbawQWijRAUjXBui7IMACZhkHT2AqoWXL6Xsg0ChuHYG1XOp3++cV/FB5sWMfT10g8FGUDSdeJGAcRyyqN5fYDsHUfYt1LsgxHxt5Ht7CceumJdywuvXg2/+NyKpXK+mA8mH20k6upE1r1kV6aofHouUIoMz37aCffUCP1UtVNZEMvyTJKsu9D7PtJjoMkew5H7AdyuC3j+xHrXsQ8SjL0FkDD5VTqzlffeho6aWpfjcRDlQWmvp8/mqufOvMpnZ59VMfTUyUe8goa9r3p3AMb+hBtZ9vB4poyq/v97ejkJYrISZaGEGUjrGqB1G2wqmXwvSuT1wrVl7ujrTU8A0XkIklDiDx65bPvCiz87PmPpdygZuz6x5/mVMZZWPpl5PDxhYIfpOm57ykcHSJ0gpIwUZ7Eqzpw6g2Bwy003ELDLTQsdYYyzb2N5txBs4MCTxXN2Ni/uTTB9Mxce2/uztycdvXGbWi3lFCvxtKNVUxbOdO1lg43gYbZGTFyvQikq7EMUyXLVcb2o2gIyhpufT37jj7xQ7GymM7+kfb+ksDuyo1PILqKwDJjuO5KXqCcH9ksGn5+9xsyXQYy9Ti2PXsaSmYCSoUo29H5KIlyYaJCiEYNI6Wg4dFjk1SaiMRQwiw9xDEDHAvAQYcU2wGuA+A5iTwXge8hCPx4YRArDGNFsVW5QVRTsJGsaSNrWrHCKDplDi8M4YUhnDCMF0XwooivZ8KUKPJ8z5y/XC82ImzDahtKU240lLXuP3s7s9avqZco9o3uH79+49a6baJXmuVU6vqN29MbkrNrXoEMGoqDRGkDUZaQRvYMvHupsNhHLVNO4RoRkQeUxoiKFoKqA6/uec2EsrK9ZDRUUvlmstDFszcXXX796g+KVHz+HlsJUIk9ZEUc0bTDhj7INPwqqpcLDUHzHtA0ChsHEV1XOp0ukOVcTqWmZx+JzSGq2J2FhmMloqG951Wm4uylVyy1uLTmNnUnR1UntIqcLbWygLt1b7w372TnO1/dq+MbaqW+jWj4R//E66LhSGE0HNt/eBdTXMfV1IrsVImPIg9NPZo/c61QWmA9Ghr6YeMQZByE9b2ItuPq5yX1cyws/b1e4RLYmsjSAEkRR5RNsDLJ9eQdo5wxd7S1hmekiD2ILAqtDnF58lNeXfdNhQA7Rg5TuXoKz6z2ty2nfltO/Xb68i21v43Mt5B5lraRImcTlaUi8ayQOADIEwRlG07duYWGW2i4hYabRsPVVLJr7PjVf1/6D0TgvHij1E631dM+xVOan+Sp8slnkx9chnZLiTQ1lmGsZKyjw9eJGi4sLpHrRQBNhWOaq9iuco6/jBMs44bKOMFytg+RRnoOnUWXzKfM8nT+eWHOQG382CSJJgUZWjzLWs31VPCCZbxIGT+6qYTy1MwcioZ4jr2a66viRysE8QpBQ4WwoVLYUClsqBDGsxx9sHHV49WCyP4S0PDO3W8oDBnC0oEcC5HrxPPceL4Xx/fh+X68wI/n+3H8wMqcOlEUgw6pEzdUixtJmrZqcWO1uAEjbsSIGjCiOE4cw4mjOFRHRhTBiSI4UZggDPUfLRKiWE6ltM4Iia3fpQgShCGcJIFd6UFZHzWk6DovfbrpFsWn888/vPFxvm6bDBru0iYAWSNBnqw1dBKlDZA4FOrOXXeYTqfFOieVoycJnJAkBMibiMp2vKoLr+7Ba9BmlN6VIGJBNCRo+wjqbkDZ1nLg/aLPAlVapvKMjsTgVAntNetsY/Hif63FO4apQhtZFkbULbC+BzYOQaWhISdQJKgsVRt3MiV1PH2N2E1RxMnaDsQ4gJhHEeu+Imho2UsyD2XQcOHF358+/ynfXnZxVXVCy8TZ69PfPxM5Wu7kz9WiUUMUDSmGHrJlhGTbS7If+H1RwxGyoa8AGp47f2kXU8yQ22pFdqrUR5GHpx7NX/v024UX/7HwYk0iPpO1WIeGkL4PMg5BpuEVOtS0PfnLQs59dfcP7aJxvdHkxMlzOk/j6cs3x09fpUh8b+sTiCyKyKL5Jj5nW+fQ/hqeiSz2wrIYpExCqlZI2QwrGt/SJ9v2nTxy5trpK7enHj5e5ygg/rz096mHjwsoki6nfntbFSSJPIjYd/jsR617T8Ji/4qLfIjQXbgQ0xVrI/PMkNALyBoIylacqmMLDbfQcAsNXwcN36B7ttGcf1v6j3Q6/bfFIhrCr07g5eXl5dRyKqW0BqDdr8bTlW72YAKqlxFoagw9Q4e+7Sw/GjjcLBo+efactFsE0NVZaBjawQmVcUJl7AAkjSGSkKftwN+W/r5u/HG2Xf+ouKLY+LHTME1BZBiwLDtaaFjOj24WDadnHpJoUpCpw7PtZEWsiheu5EcrBbFKQbRSEK0SRKoEkepVr+JHqgSRKkG0UhCrEsQqBdEqftjbXejuOZVKxZPtrlCCTJfDbAPAteN5HhzfjxMEsYIQLuNCdGZdpN7WjRVFUaeom1d+F0awohj6C04URqOGBGEILwzihUGCIEAU+Aq3oaAWbekls7Uwz04UBnDiBqy0GSNr2xg1xMqa8dKEJDhciirNOns2P7+Yq57h6PEzVJaaxLOBogAgayTImwmKFqK8CZDGFMG+fPV/YwffRWcQwyIfKIsT5Umish2v7CCou/CqboK6B6/uwat78doVRwfRZgcUCdo+grqHqO4ClS2HzhX/UE3PPqxlymu4emeieMwm61lv7n7ste3MxeuuRD8VzSlr0ZzyyEpOOT8aQoZBa9ea4s6NicXlVMrgDE5MXoj1HKTIo2RtG2LoQyyjSNGooWUPYhp0ZKFhZpup1MuNUcOdQvPRMyV0KM99X8fT1UrcVFXDO45BsnmIZNtDsu0jrQLf66Lhq6hhzpTo4tILT7yjVmChSjxUeWjq+xU0nJ7788LSi41Rt+nZR3U8wxo0NA1DphHQOAwZBmBd91vWnpx0+OHNW2/SebsYop0suc7dUMMzUAVWisj52bezPHsLWeQp5c5k4uT7VBQN5Q2gqgVUt4HqNkjVDCkaYVmEJA2SxD6y2EMWuchCJ1noJAtdb6vDJJGHLPZy7c2IyPOWOoKIPCSRlyTykEQekshNEnneUodVoV6OvQ2RhmBpGJJFIVkMlMYgWQyUxUBZHJLFYEmosDSBO9pK5hoQoQeQxgiKZry6A6fZQsMtNNxCw82gIRoy3EZz7aA59hwvpJiw0aYezH7+5ddKawDYLSPUq3H1msQm09DpdPrIsdNgvYxA02DopkqmvQylQ3ZgGzu4WTTs6BvJoGElaxUNueEd3DBKhxVsXxXbLXS1H88/3yUz4s8TiOQMRC2nUpGWPoiuJrDMGI67kusv54fL+NEyQWyzaEimS0GmjsCxY7jeKl6oih+p5keq+SEMP4Dl+TE8H5bnXXUfhufD8gPVvGA1P1QtCFfzQ/rGokV+z12hBJmhgFl6gGsj8D04vg8nCGL5AaqygWZpxwsCeEFQHBg0JPZRVY14YRAvCNSoGsT+/lpVnCDwE/i+GmWcIPAR+D4ALTTkewCeC+C7AL4L4Dl3KoKHJ68UfbJHj5+hMFUw1wIIvHhRDCdNYqStmLXjBDDyNqysBSdN4iUNRFGkec/Jn5eKj0guYdenqWw1iWeDRAGitKHW2FVr7Ga4h5jO3jc1DfnQ8On88xqmjMLRk/gOWBwApVFAliDKm9FhxARlB17ZQVB14dVdeHU3Xt1NUPds8G6CqhNQtYPyxGf3iveUnLtwpY4pq2Wrp0qYS5tZZXr20Z2vv5ueK1WR/rVt4sS5Wp6RKvGSFQ0rOWXjMGQuFQ0zCeVn889TuXKLT5//pUZoo8ojJHULYuhDzCWh4R/dexzdOfqKNtpOjrJOYCqAhh/dWOmLfzD7aCdPWyd21CgiVG0bxdj3tmcfybqHZNtHsu4j2faTUODLHIltfw63ZnwvYt2DmIbJhh50+3e+yS0IhVq8a0+t2EWV+j+/N4ci2vVbdxra+tLptNHmPvfBxcySOdEQNI1A5lHINAwbBmBdtzJPS8qeA+N7Dk6gQdY7X9+v5Rm0/tZ0Or2c+q1e6Xny/K/5Du/Z/EpA8ejJ96l8M1nih+UNoLIZVLdn0BCRRxFpiCQJkMRessiD4iBJ7CdJQ4g0jMiikCwKy2OwPAbLYrAsBslikCwKSSOQLArLopAsqoiO7jK0st39u4xtkCIByBpBRROgaAIUSaa7n+XsvvLptwVew6PHz1I4OkToBqVRgqIZr2pf34myhYZbaLiFhgXQcIUL6e7tNGcZzVZRb7z1ZY6RVvkMjReC9XJ8vaaapq+im6ropp6Dp4qvudba+sbAehmBrsEwTBUMWxnTvZ3p284ObGMFt7M324ayPmq4nRPezgnv4IbLuKEyTqCC7atiuWi6WL4tnH3//EY5jy++vJteTeUIVBYSXQ4wdDi2vYrjqeCFyvmRMn6sjL95NKRJIaaOwLbtNjWTFI3VvCCGF8DxvHiuC8+xEzk2IttK5FiJHCuRbSVy7ASOA89143g+LD+A4QdolrZfU78Vya2EGil0KcLUgGwTwLUTuE6GOUnguQlcF5HnInKdRK5T5ush8txEnsvUMFwnD4BcO8i1gxwrxLVCXCvIsYIcyy6Z99Cpy4dOXTp16eaVW18ePnXp8KlL9+ceDx2ZbB0eL3AAqE0cP01lyklsA8R3EYRBvKQBK0mi01Cw8jbU0aghTtaMlybw4hhBFNqpih2avFZUxaOwHT02WcNSvS33sG2tzfvO1ho66e6hWkOnueWwJbm3wCiX6zc/qWUpKVwDiW9HRF5YHIKkUVAWB2QJoryJqEAxsQ11orKdqGwnql45oGoHlK2gvInjzK0Mt87ePT65kyGOt+edsrjOFpZeuKOtR0+ddzb0UvnmTdVyLS+nShdCR+3Z87/U8fQ1IhdFHkXULYiuGzYOQqYRyDxWGA1tXcfTBWsNVw7p5W+1QitVFiSrmxF9D2IeKYyGiHU/ybLH1ns6Mnpm49bWhQzTq2jYufe9dY+j8cX3Pzj/YGZ29Zn+uIutqBOYa6W+GlUjRddOMfaRzUMkywjZMkay7CFZ9pCse0nWfSTbPsS6D7buRR1B3bYPse1DrPsQ6z7Eshex7kHMoyTTAFnXgW5/4cXfJ07mHiqdTqfdDV21QluNxDN+9sPsTurlVGphcelpVuf1F1/fy4OGYygdQoZ+WNelathf+JVfWHwhNnjOXvpodUe/nb2Yd5xgKpV699jJsxeudA4fogqsJLEfljdAqiSkan7T1AnLGxBZFJEE0JDh2+oQ39bEtyXJIg9J7EOkIVgWheQNoKIRVCRARdMrlycgRQJSJED5K99lbH/ylwV5dAyUNwLyBKBIEhVJUNEESqOo6Gk+O3r8DJWjR4QuUBIhKJJbaLiFhltouAk0/BeaG40Xbqc5ymi2Cpq5erfu4kelTj1Jp9Ph5h6wXoav11TTjBV0aznDXs6wV9CtF27kFQUssCmoXo6naVdjh57tTN92VmA7y7+D6d0cGtJU2VHD7ZzwDm5kBzeC0mE5J1DJ9tbrC8nTdPeuyehlk+LC4tLw/qMwXUlkGrFsZyXHX84LA4rkDn6sTBAr50creUFdaZLX0zMPyTQJxNQS2DYs161r2HP7m7l7c0+/m3vy3dzj+3OP78/+ea3/8N3sD83D7xI4DhzXjeX5cDwf3ZTcKDqYbfHmjo6BPWS6HGGq2foQxDZa4n0twxOHTl46fOpSqH2PNd4Hs40cY+TUxZv35354PP+X+/mz7dm2nPpt8sL1t8Xmqx8Xr0xdWFyqpYspLA3MtYACL1EUxovjOGkCJ0tipUmsLImVJXGyJFaawEkSeEkjQRInisKAMAAKPG8q/EdOXfr1tZQs0un0xPHJGoaczDHAAtcubVOdvrXO0FGnb2M5uorOcVlYfDF66JjAGCRzTWSBHRG4EJEXFgcgSQSSxgBpHJQ3ArJGQNYIyhKQPAHKXl3YIHkCksZhSXhwYn0t5tj+wxtnW08cO7mTzl/c0Iudz7qG9tVytbtVPorITRZ7NzVDL73JtgB0+TquplZopUj9qy2xvZAhLx1mag3Do+ee/LRQdMLvxMlzdQILVRYgq5tJht4S0HAfYhmz950+ciFHr8bTZ/MbEsrKOoFJH+rcOB14Yx3CuyfPGryNdSJbrSxQo26kaFvJ+i6ysY9sHCAbB8mmIZJpmGweIZlHSJZRkmVk1UeRjJtX3TRMMg2Q9d32zgl049MbJr9lmyfeUScwC+1NC7/8o/B7+sXX91ZFdjai4RhkGgGNQ5ChH9Z2tB4sUup67kLxwP86i3UMU4V2ksSPyGOwopHj7jt87uPDZz86cvb6+Jmr46evZPL7Uw8f8y1xstC5SocxSB4H5Y0oC64SYWO2Q/JGSBZ/U99y5bP7isgIJI3u1LeAsgZQ3gjK4hxnZ+FjW0FDgXMLDbfQcAsNN4eG/0Jz/yvN9QbNtYPmKKNZ+faWhv4jYlsDcbfsuwcPS/lqmPzgCrhbiq9XY+jGCrq1jOHcwXDtYLjKGM4KuvX2V4WSJjnNFmwC6+V4ug7DMFcynWUsD1p3WMbyVpQ8DYW0O9Oh7Cxjr0PDCJpZrmD7bn1VqJ3zw49u5KxaQ7xupYMAACAASURBVI2nca40oLDdFdxAGS8CKJt38GNvWno2hYbLqdQqGlqxHDeG67tXgl7J4RPnQbaJwHHguB40vghwrG9J7MMH/zQ183D6weyHH93M1udDVRinZh7mQ4Hl1G9Ts98X1oPIs+LLqdmH07OPPr97r33o4NWbRUQWr9+8XS82kNk6mGsF+W5AGCSII3hxlCCJo44XxwjiKEEcIYrCRGEQEAZAgRfiu2Cujcw18Q3+orvIvd8bH9cyJBSWhmdpgEU+UBLZqWsBpdGWvZOHT1+bvHhj/MT7y6mXd778OpOtezAzm+8DsLD097bRP5EETkTogUU+WOyHxQFY7EfEAdThVUfEfpLIa0+sb9ufnpnbVc+ZOLY+uL68nNr4YD5DRRCpAitZ7CXJIqrY2P3vn099Pz/16NnUw6dTj55s7ACYevj4828ePP3x355umBQ3/fCH6bkfJk6dP3ry/YmT73cNH5g4cQ7NNl6/+cm7x083tvUYnEGx3u1u7N2tDpClQZIygWg64JXWhxHQPJpPvKb1yJUj79/O8RzWmjvWWiswbw4NzWP2vtNHzq//VDyYmTXZXOvS1js5qjqBuVbsGJ3IG7HLtuXUyztf32/oPUDTx3ebml1dE+/Yeii6Doqug6LvIuu6KPpusqGHYuglGXp44QMkYy/Z2Ec29pGM/SRjP8nQTzL0kw19ZEMPWddJ0bQ42w49zd/Am06nUeUvT7yjlm+sVweeFAyMpVf1JvOioXkMNI2AxkFI3wdr21sPlPSsS7Q7X92r5WopAjtZ4ldGhievf1G4c+XoqfNof5U9OUoS+xFpEJaGYWkYlqy6NNtDiDQEiwOD757/+cU/SGIvIvK+qY3DkiAkCcGSwJXbXxc+vKMnzlI4+q2E8hYabqHh5tBwlQudO2iOsnpL1/5XF6TB/ROfffnNk2dFZp4O7RuHdkvx9apqmgHlwu0M9zaGZxvDs53hKWM4YZHvh/nNDVBaTqX+yNeANAVNEyCJPJAoAIjDZSxfUTQ8d+59NOGbXhGvUeGYpqoVXcM1aLidEy7jhMrZ/j/PF/nazSn2tpxKXb1xG6YpAKYBy7JXcbwV3FAZP7qDH9vBj5XxNxc1TKfTZJoURUMc143letA2oMLhsSMnzsFMHcC24LkuPM9zb27Traz/5dYxsHe32EhhqiJtQ0/mf8q5DBp5XVh8EW3tf0dqRzhmiGuHBB5A4AWEPkDoB4R+UOgDBR6Q74b4LojvhHkOmGt9S+6xxXsd8W5nrMMVbe0YGNuocVjUpmcfCnUuCseA8O2Q0Me2dzz+sdBFuoAtLP1CZampHP3C0t8//+bB6Su3px4+mXr4ZOrh46m5x5GufeOTl8cnL5++fCtnwdbycqp7YHTi2KmN+dwS5xmiFm8frOGZKGIPSRaFFU2QsgVStcLKZkTRiMhiJFmEJA2RpUGyNEiWhtZ6kCwNkiWBt7Xx9n2nht8972wecyZHjp65Ov3wydTDx52j47UcTS1bla03jtr07KN0On108mKNyOVo3U9SNiHaTtjQD5mGcwUO90LmMdg4hOi6S5kC0jV8oE5goUoDJSeU86KhTK3fuP1dXNVOodndvDLffF3bbz47e/mG2BoXOVvOXL/TfuAMVRmvUTXUqBqpqkaqKkFVJajqJEXdRFEnKZokRd38jq37HVsPWdtK0aDeQlE3UZUNAnfn0bMfllIa4Ym31wlMtSL7+Jki3V3Tsw/reDqq2IUqCm1EQ8A0CpqGIeMgpO+BNa0Lv/yvUp5yUdtz4MhOpjTWOUIR2P+oiSrDA+msIZD5zBVtExkDQnOYwreq/R32piF7csTelPFhe9PQiieGHE1DjsTg6cu3llO/PXn+V545RhbYSUInInBdub0+3L7RRg/9ibLVhrKFhltouPmoofsPNNc2mqOs3nrh5vrk77WPbl0rOHj38HuT4DtiQr0KQzNU0CxldMd2hnsbw/sGw/cG07eN4d3OcJcxnJrwwN8Kzj/YaE/nf/wjXwPQFHi6niTywuJgOdNdznRXMh2lrL6wuPQ2X50ZlIdKXu/grkVDbricHYgP5R30XMCWUym+xgExNHimuZrtquQGynmRMpQLBXGOfwRUJCt5IXdHSb04T+d/JNNXag2xHBeO6y06ryWdTo8fO0NiqtHAIZ5bap79n2qucJMz0kJhqshMddtgXrm4bGsfOnTk5IX7cz9wTTGYa8k0skxe/vhx/hL432PLqZfjJz8gc02IwGltKqkYNJ8tLr1YWHoxNZu38yMTgl1OvVwnpzJ24MjYgbwTyUs8gOXUS5rcQRE6SNIQrEiA6nZQ0wVqukFNF6huh1RtsKoFVjXDqiSsTMLK5rWeRFTNiDKJKJsQRYKkTJAUDSR5tG3fJLrxa7fv1iuctVztdJ5umOXUb67G3t2aMEUeJalbYF0PZByETCPgejrcC5nHIOMQouue+nNxNJw49UGt0EqVhcjqFkT/+lHDZ/PPu/uGNm5/F1ddJzDXijd9yjx9/tfOsYnrn3597dNvrn367fSjZ0fPXI/3HR790weulj3ulj3Olj2ulj2u1r3Olr3ayABVFnS27tdGh5ytB5yt+0f/dKFo/C+dTn9xd4V4PA0dtXwjTROI5VdeRO3B3KM6rq5G7M6HhqB5DDCNgMZh0NC/yz5o63x36vsi9/yl2PTMnCfaUsvVUYX2dzSRyaufbraYYbN27dYdKkf32ddTV299UXhJ9CRyRVfFa6RxVLxmCw230HALDYugIRoy/APNuZ1mO3/j7mbP0sn3L0O7JfjdSgxNX0m3vuJCpu8PDN8fsumQ7oSFvtt3NydT93T+xz/ytSBNhQ5ZrmQ4KpjOSoa9xNV5KitIU+IYxiqWs5zj27EBDXdwwmWcYCXbd+ziJ5t97uPHTiN0OcDQ49j2ao63ghss50VRLkQ/zW+Zuyt5IXdn7mv/Ort24/aqeI0Vx3XjuN6iitzpdPrM+SskugJkGQlsG4H334qG+dhFZ/dTGVIyU8nT+/h6X9HtnDl/eWFVV/L0xQ8dsY4n839Jp9PXPt5EnetGK2Wqx9TcDyS+DRG6XztqmLGzpZVnZRo+0HRhY3PHxirDdDp958uSzsTl5dTi0ouRw8cpfCtJ7EcUjZC6DdT2gLp+QNcP6vpBXR+g6QG13aC2C9J2Q9puSNuz1rtXXNMFa7ogTSesaYfVrSRVMhNVciX6R4+cLPB2XP/4c5rSTRF7SSvdyv2QaXhDTnkVDfU9paHh+VqRgyKPkDStpXQoo7WGqpb3ctYabjRU17BW4i5l4Wz74uvvdvJ0haf8pdPp1Coe6QNt6XR6uoTp3q92kfXui42+OoFZaEs82ZD3X2cP5h7VcbU1YhdFGSdpV9+FtWi4QoemIcjQD2k7bR0TpR9VTnv6bB79JNdwNFSBlW9L/s4NlmKf3/3WHStpEnc6nV5OvcxIXhNljXhlG061JXm9hYZbaFg8argSMvzg5qa5cGrmIfSOmFCPcqGljG7P5sI3mP5Vz9ChAxZ6XyN2+BZfB9BUOLqhmmGpYtqrGbYS1yXtFkJ0Ve/BySqWo5y9Hg1XnBMCpfHuw+9f+PjugRMXSuxvWE6l3hZoIboazzRjOG60AaWMF83+NL9l7oYVTSR59PjFNcVV0zOzG4dVTM08VDuiIFNHYNtQNCzlMK7d+IREV0AsA5FjI3Cd6XT68fN/K13u5J9hnf2j48fPUBgKR7Tjs69yz8tKpVKpVOrps2fpdLqrb6jEgYr/5dY+fJjMt8ICt7VpT9Ge2cLW0FKkFh617Og7qgO68blPz8x+URoa3rn7zejhY1SeiSL2ILIYpGwGNV2grh/QD664bgDQDwL6AUDfv+oD6xzUD4D6AUg/AOr7QX0/pO+HdD2wpiM8tBI4fPL83548/2vncKGoldgUqBHaKbIwSd2C6Hsg4xCUGw2H4RKihsupl51jR2sknndMrSRte2louB8xj5FMg+MXSrqj2MVV1wmttVLvnXsl1VKjN0If3rxtcIUlxpLOzWx7sJlTMnPTtZx6WcfV1ggszuTIhmXWf009nf+RLrdlEsqrI2rWoyFoHgPNI6BxEDL0wdqOK59NvfYn/8HMzBdf3kVvdY6e/IDKN1OEjn92yDCdTt/58uun8z+W2Dh17eanFI4OETghSZgob8Ir2/Fbg/K20HALDQug4b/Q3JkqQ5a9/ZuZx5s6P4+8dwreLSbsVmDqtRX1pnKGIw8XZujQt53hLmc4eY62H+Y3lyV88uz5m3w9kabB0o3VDEs1w1riiigaUkTOnGiI1h2WccPlnGAF21vNduKZ5gLy19k2fuw0TJMDTAOO7XgVMuRlQobxNy09FfxYJS9czfXtP7lGPu3M+xcak2vueq/f+DjW0k2iyXaJ7XRDA5bjxnI99+aefLLavvP5l19/kSu8dPqDyyS6HEVDItf53dyTy7fuonT79Nnz5eXU9IPZEl+rwvZ0VUt5evbR0eNnz1zIIQiHXiQ6BvbkKzHMWOnZ0t9j595/v8COFpZeUNhaEt8GCb2QOHjoTKFBukXtww2z+4raF3e/ysnEOeOIOa1z+GANz0gWOkmyMKxsAtUdgLYX0A0Q9UPZDhizfXidg6gbhkED+ssQZBiE9H2wpuP+KsMtp367dqtQ4/n1W3dq+BaKNEBSNiG6Ltg4AK7PKWfQsHjU8OzlG7UihzY6+I6lk6TrhA39JMtYiZLXRy6sP85shZeM7eKq64SWWqnX1VZEzCXbllMppljz7qn3NwVAC0svXqPnN422d/AMNSKHq6WIZGk6nV5OvazlaKgiJ1kRK4aGo6BpGDQOQPpeWNNuay+uNpXTUqnUwuLi8nLq+s1Prn38eQ3PSBXaP/s27xfO4uLis2eb1q7faA9m50qXdnfGOih8CyT0AtIYQZHEqzrw6q6thPIWGm6hYW40/Bea+1/pK6nkN2j27fVWRwnfPhn7eXHpTZ6GuFuBrddV0sxlNPt2umsbw5OHC/3og9sY3u10NygOulr3lVJIl21P5n/aKTChDcskUal37SttKAxTFcsJSGOZWsNdpi6iPLmdE97OiexYbUZxdRzGsmwnLuSVv87YwtILMk0CMtQElqWa7V6pMuRFy/ivPs07+LFyfqySH0Hk8R+e//u61Tv71neqTs08JNHlIEtP4NixXDeW66HKQv72vel0+sn8j2c+uJTzSI4eP01iKCCWgci2EbjO77JoMp1OZ4JSvwfFFhZfjBz8k0DvvbqaUoy0jzyZ/8ty6rfsRuaFpRc/Ly6hv/zvDVuWaB2D+ylcIyJwse0dgCQKSKL9ExeLr7Zq6HUx8+fC0ovp2ZLiT+l0+t33ji8sLv7OWOly6uXVW19QhA6SNIgoGiF1O6jtAfT9gGEIMAyv8TUsOLLOwSxffWQYMgzCuh6Ob32wqoAJLTGq1E9WJhBtB2wc2NCnvBcyj0GmYUSfd3bw4tKLhvYBd0NXvOeA0NnO9/RFRs6QDL2wcRCxjBUblIdOGRmevHFv3TZzvs67uKo6obVW5qtRRJ7+5efSn6ZUZ5MaNl258XpzC7tGDtcIrDUSr7N1b9GFnz7/CU0okxXxP1r7OKH/n73z/m7qTvP/mbP/wAYw7urNhmTScZcsS1axuuXebbnJkpskW+4Vm947oXdC78VA6E1AIIHQEoJNb8/szO7M7ux3J98f7lWxLRuTPsPzOu/Dubq6uroSsvXy82mT2InNQ6kh2ayc2MjR2DnK6qmfvfEfNgS9vb0AsH7ztswSy3iBPlSY1jLj9YtA/kRmzpm/a697VPIw/eB37jscyk/kCjNY8YbIzIbxejuqIaohquHr1DAsc1RY5qiwdJ+wNN+wZHZsxspNr+nVS9Db1ydPKWB8KqNMUAdMSPQNSx3eC53JJ+0wIssvIp0rynmj2mFv34OKhm5SDcWv78FGwP1UzHRPXpPrqYZj+UUMWblPTNFYfpFvTKFfTP6KLQe37v+ie553P/CcvqS4so4TLmdE6ijR6YExuf58A1kyjPX8NJf6xZb4xxZl2kbUoefI8VO8iARWlI7mVEOXUN4YYolnAJg2ZxEvXM6K0jFiUt+VG/SlTas+f+NZJAl6+x4cOX6qt++BZ0tNy+Q5H4mTuVEaTnTi+9Ls85e/apy6mBWTUtEy8/rNO1Pmr+x/hocAcL/vwYIVG4dZQeFNLqlvxtyFP/08g7lx8zZZMhTlMiUlDJmJITUzpWVJlZPWbD/Uc+pCVdusnhOvr6NfcFy64Lhc09QJAEeHHonS7yEXHe9/GllWYfF6qmGW/fVk7ZY9i1ZvUeTX8iQGjryMo6xiqWqYmnqmtmmgF76JGrL0bSx9G5OsHTZw1DVrdh4byfUAwNqt+0KJWWw0Nk5i46Duhp3spA6OvpWjrTv/pffv8pqW7vcEmnfjUovrp1V3L4nNa+Vpa7mJjRx9Czel4/VqmNzJTW77KLPtyNkvXR0l12/x3vUwQpr0XlzyeEnu+IQSS/eSEb5GAMgpNH0QFf+m4+J379nrmljR6+ovg7lx8/a7wqTx4uxx0oKM6hEN53pPoBsnzgqRE30N64dRQ1ZSG1PfwkpsZuka2Ro7R1m1cP2P/L1BsI4oG4syP1IV/8S+Ga+ltqGlY4jBW/0u6fOdn8gyiOWLojLr9JYZ9AQLTWmjKmyE+aEaohqiGg5uUCabkqnC/D8qjUxhdk33iL6Dz1+8HKNIZ3wqp0xQB4bpfcNSfcIzxkRkj44Y3gvzRkfmj4rIGx2ZNyYyZ2xktm9EujC9auS1w+vf3Jq/YmOYyhAUnsQV5wVGpmmKG12DWrbvOXjdw59cLsWeIGVEqIMjk71NeU2qobNwWMCWlgDA1v2v+S48cvwUN0zGjFBTyZJhgS+/yJfwwgFqKCz1iy0OEBgOnbj49c27kqzqiqapxBgLr6flRCgidcXjpQXB/GzKyPoaTpu7mBuhYEXp6dGp9VPJucrODfEUg7lx8/aNm7fPO65cv3n7yImz3Eg1N1q7cNVm1wFVrTOSjY1MfhpTkMmIzUk0dSSWddBjcyOSq5JM7eVtc+av2rpg1ZbDJ86u2bJnwarNH0iz2PwUNj/1fVneazvOj4TzI+5U9EZYWqbwBMmcuGxWfBFDZqLLK+kJ1TRZJUNWzpAYWfFFbHE+R5Q7zOIonkybv0ydVTZt/vKfcklHT5yeNn/ZuBiNKreyt+/hkZPn001N6abGG7fuTl24ZurCNVMXrUk3N6eXt6aZWwVplR+qjRxpMVtexlZWsVQ2lqaeqW1k/BxqyNK3sfStLF0TW1sfk99x5MyVI6cvjeT7XpBl5ykquNpacknl/mrISmpn61s52oZzQ6hhaU17mCo/LtNi6V4aoqriaWu5ugauvoWT1MYl1hcZpq9hajc3ZeKHOZN4Sc0h2ppFG/cBQG/fw6EGVr/PV4Yrc4+cuqgubR+nKDt/ZaSFw5nzFpVV133z5hN/upZXGSElNR3jxVmhssLQBOMnyZaRvP/vCpPHSfJCFCau2up1hLKnGpJ2qGtmaRvY6hqustLrGnoj5MiJs6HCtBBxDldiSChq6TnlOD/srI0j58Y3N3t7+2bOme+a4Gn9pq29fX3DD/yatmBFiCCJF5dBLGtJl5nzmhclWudSFaiGqIaohkOo4b9PyHonPGv68m0AsHQT2bHpzAhqeL19D6QphfQJCZQJGtILw9LHhGeNCs9+nRcSVUNPO8zyj0g3Nr6+onbj5u3Jc5ZMmvMZLVyjLWrgivP9IzP8IjICotKDIlPnrvgcAN6LS5k810tDBjNMQYvQBUWm+kdn+8bk+/IHTHldNJZf7CwcGvz4+cu3HACA4cuZCenFfxSl0CKTgqMzAmJy/QWFvq6SYX819I0t9Y8tCYgtis1pOHjiAjUmgx6dcniIWlTP8TOsKC09OpkSkxnMz/lUX/XadwYAFq5Yz45UM6OT6DHpktxaYsGo60MP9Lnf+2DHvsM9x88cOXG25/iZD+LT2NGJrGj9+9IcabaFyU9j8NOZgkymgFgQ2RCZXEGPzaYJ86jCAqqoiCIqoohKKKJiqqiYJiqkxxnowjxJXr2+rO2PCYXM2CymMIchzCXyXkLx4detL+KVzKLy8RFSYkjs/b4HLZPn/YiTuNi5v6fI0nL+0tX7fQ/SjXYAuHHrDk+QyonLZokLGRIjXV5JS7BQE6w0hXW8vp4mq6RLzQyJkSkpnbxk8+TFGxes2d7jMVthz4mzRM5fJj8nN27drW6b9XFC3tptI+0mOJiWqQtCY5ND4jJ44pyFa3cW1s/gxRfw4gt4EgM33sAlFpyVFHIkxVxpKUdm5MjNbEUlS1nNVNUwNXVMTQNT1+SlNflHqaGrWZmtqeOorFxFxUd6S4isJERSGCoxhEryQyX54yT54yT5oZL8EElBqKwoJKGMp6zgqqwcbR07sYnlRQ072EltbF3jwo3eV7ydvmT9OKkh3TL145Q6nraWm0h6ISdp+NZkUg05KRO5KR285JaPMlrSbDNh2Nn1ImQpbdMXq4sa1MaOcaqKT1Ns63aOdPKEnJLKH/Hnysj7D/Q+eKjJqxovzh4nLw5RmENUVTxV5UgeOE6cFSIr5CkruJoajq7xtWrISmpjEaukaBs46pqmuUMuiPdadhw4FiLO4UkLOXIjW17GkZfxM0e0IORglqxYM2Oel9UOof/0T16ni7px8/a6LbtVuVU8YRpXlM0WG1jSUobMnGiZRSNKhsoaqrKGqkI1RDVENRymahieOTosfcyENJ8JKWMnJPlPSOIJM7Mr27rmLFu5ifxi7vni9DnHlXOOK5PmfJZb0UydoAqeoA0IS/INT/UJSx8dnjUqPPud8JzXeSGphqMj80dF5o2OzPOJzB0bkekfkTZnxecDfrzPOa70fHH6fu8DADj8xWlpWik9TEUN1wVHJAVEpPpFZvhGZo2NzPaLyvaPysy0TJqzckvXvFWrPt8zb8WmbXt77vc9cI0ypkXogiNTAqIy/KJzxsYUjB24GkrR+/rasfxicjAKv+DDxCoAyLZ0nx2iPXTBig3MCDUtUk+JTg/i5/jzDcRchqQXDqwaGv1iicJhobFtYVxOPSUmS1facv2me22uKfOWTZm37H7fg8PHzzKik2kxGcH8nCBBfrAgfyS/RnuOn2VG6ekxaeNlhWcvffX1zbv60qakkvqUkrqU4tporYEdpWNH61nR+vkrNzdOWfi+JIsdncSKSWbGpBAiSBdk0gTZ9NgcWmweTZhPFeZT4wyeocQVUUQlwaLSIJExSFwWHG8OEpuCxGUUsZEiNlLFJVRRMU1URBMV0kSFVFERTVRMJRJXRI8zlLfPX7Vlf2XbrCkLvHeXHExopCIkWsvjJ6UYGxesJgd3p5bWv1Ej9flLXzZPWSDQF/MEKdzYNK4wMyG/dsHqbYdPXohOqWDH5bHii5jSMrqsgiq30BQ1VEUNVVFDU9RQE6xUuYUur6LLKhlSM0NiZEtK2PEGoo7IEeVy4nK4ohyuKOdDZXFMamVMahVHlMcR5XPEBZz4fHlB/cgvkmDH/qOCpFJeXCZXnMeRFHFkpR8kWthy8wd6GzuhnC03s+Xl7IQKdkIFK6GCrahiKapZCgtTaSWkkKGp9/DCn0cNyWblxGa2romlqWOrazgqK0dZzVVUchWVPEU5T1nBU5Q7Nyq4ykquysJV13C09ZzEJra+hZ3UNmAYCiupg61vYye2JJTPLGxdMm3ZtqLG2RnVXemVnZ9ojOrilk/0VR8n23hqC09r5+gaOE4v5CQPUy/sr4apnbzkVl5iQ4jGojJ27jx0AgCOnjy3dPWmATL3Xqy2tG7y9M82fZpiG6epDlVXj1NVWid/NpJ+h+u37ByqGPkT6XvwcN3WPXGppnGS/FB5SYiykqexcbU1PE2/8e8XLl89cuLskRNnj548d5RY2+bUhSOnLoTKigQ5jVy1haOtez+jg5U4EjV0V4jZKlvP6cvNs9ekVXalV3SkV7Snl7ell7dZOuYuWrMto6Ito6ItvbyVSGxaeagoM1SUGSrOWrv94NQlG7mSQq68jJ1QwVJUsRRV0TlN/Ky6H9G4vO7znZnGmvODplh34brL9X96/tLVaQtWKnMqQmNTeHEZXFE2J76ALS35o87SvXQbXV5FU1hpShvxMz6wZIhqiGqIaji4r+HosIzRYeljwtLGTEj1DUv1C0vxD0tSGep4wnSNodbeNY86QUWdoKJMUAVP0ARN0AVMSPQPS/ENT/MJzxjj9MIRlAzdajg6Kp8abxwdmesTmeMbmSXIsC3fvDc4XE8N19HCNLRwDS1cQwtT08I11HANJVwbKsoMjkgOjEgJiMzwi8z0jcrxicz1icobG53rG5XjF5XtH5UVEJkeGJkaHJkSHJFEjdBTwhPHibIoEUnBkamBURn+0dm+0Xl/TLSO5RcOrhq6C4d8g19Mvn9MTmB0ZnBUGjUyOdfS2T1vxf2+h9v29cxfsZEZoaFH6GhRyZTojKCYHH/n6BN3yXCQGvrGlvrFlvgJigNiiwIEBYH8/CB+DiUmixaTvmrLvknzVzOj9MwoPSM6mR6dOk5miMuxZ9VMD4w1BMUaNMbOHNuU67fu9vY9XLBy8/2+BynFNSnFNQXVrcnF9gJLe3nz9KTSJhqxhjI/R5Rb//XNu9dv3Y1INDJjUpgxKcyYNAY/nc7PoPGzaIIsmiDLuZFNi82lCfMosfkUoSE4rpASVxwcV0woYLDY6JkgcVmQ2BQoNgXFlwfGmwPjy4PiK4LiK4Ik5UHx5uB4U3C8KVhcRokvo8SXBYtNwfGm4HhzcLyZIi6jio00UTFNZGDE5TKF2SP5Yrh+8w6Xn8SJTWfFZjHjchlx+Yy4fFZcXmRyRbKptefk+Z4T546cPNdz4tyaLXumLlg1dcGqqQtXTVlApqp1ZpqpiZ9s5MSmcYRZ7LhcliifKSpgiQuZ4iKmiwqTNQAAIABJREFUuIgYccKQlDKkZrq8kiq3UBU2qqKW4gxVUUtV1FATbLQEG01uocmqGPIKhszMlJYxpUYWEUkpU1LKkhpZ0tLkqqnENlNaxpKVva+rTqqclFrZnVremVbenmZunbpo7bRFa6cuWku2Cy9cM3XR2pbpS9LMLWnmFl5cFk+cyxHncyTFbJmRKS9nKaqZCgtLaWWpbEyllam0MVU2pqrGGTtTXcdQ1THV9QxNPUPbyCDbkZt/XjV02SFL18TSNbK19WxNPUdTx1bbOZpartZOhKOp5WjsHK2do61n6xrZOpcXDpq8JrmTndTB1rdxE5u52vqP0po+Tq0LUVaEKM0hyooQVSVPbeFpa3m6em5iE0ffyklq5yR3sJM7OK8pGbrVkJPSWTVjU/PCbSHamlBVRXHTHAA4eupCTefsAR8zbYElTFs6LqG0Zd6GdPvcUF1tqLYmVF09TlWeaZmybsehG7e/HeZTOpKFTAYwzIIrvX0P1m3dW1I3abw4e5wkP1ReHKow81TVPK2dm9jATWzk6uq395wj+mhev/Xt4nU7xsXnjIvPGSfJD5UWhMoKQ2TFvAQjT1nBVVu4Wru8fBa5YqG+bQRq2MZKbGHpmliaOo66hqOs+ii5hptg4smNXLmRKyvlykq5spKPdJVcWYlneLISnqxYUdySVj2Zn1XHSTCxFZUslZWpqmGqa5lKKyuhYsG6PeevXF+4dvuRUxeGeQeIlRuJH+00U1O6uaXn5Pmek+ePnLpw5OT5HQeOTV24muhTMW3R2ur22amm5lRzS6q5pXn60sLaSWnmFl5cBk+UxRHlcuINbGnJHxMtkdnNjIQqvXUOXWGlKmw00vnsFFRDVENUw9eNUM4aFZ41KixjdFjG6LCMMWHpPhPSxoal+Yal+k5I9puQ5DdB7x9GJMk/LNnXLYWZoz288E3VcHRU/qjIPJq42Ccy+31NuW3y0oCItMCI1KCIlMCI5KCIlEAikakBkWkBkel+ERl+kVljI8lllH2i88dE5ftE54+Nzh8bnecbnecbleNPOGJUZkBURkBkemBURkBUhn9kJiu+2Dc6b2xMAaGGAyc15Bd72GHhWL7Bj5/vH5MbEJMdGJ0VFJ1BiU6nRKVSo1KoUSnUqNTgqLTgmKxAfq4/P99PYBjohYOrhk479I8t8Y8lBNEQKMgP4ucG83PmrNoWpjdTYzIoMZnB/Owgfm6gID9AYPCPLQyMLQ6KLQwS5E9IqhwvL6THpNNj0iISjfTo1PBEIz0mvXvB2vqpS6n8LIogN1iQFyQooAgLTG3zAWDVlv10fiadn0kTZFNj8yixBcGxBoqwkCIsDBYaKMJCUX5LcFxRUFxxUFxJYFxpkLgsSFQWJDYFikxBYnNQfPmABMaXB8ZXBJCpDIivDJRUBkkrgySVQZKKIEl5sKTCGWIPmeD48mCxiRJvpIpLaKJCelwBQ5jLjM1mxWayBelsQRpHkMYRpLH5qRxBWrKxKaWsmR2bwRJmM+Py6aJCmriEFm+kxRtp4lK6qJghKiIXU47LZcflsITZxL8sYQ47Locdl8sS5rLicpmiPJa4gCk2MOKL6fEldEkZXWqiS80MWTlDVk6XltOl5TRpBU1eTUtweyFVaSfi4Yh2mqKWmmCjK6x0hZWeUE1PqKbLq+jyKkZCFSOhmiGv0lfPishuYcirGPIqRkI1Q1HNSKhkyiuYMjNLWsaWlLAlRRxJESe+kBNv4IgLyMQbOJJCjqSIIynmSEvY0lK23MxKqGQqLAyljam2M9V2hrrOmXoGYYGaBoamgaFuYGgaGZpGhqaJoWuia5vo/bzw51RDsmWZWEIjsdk5tU0zJ7GZndjkivNmC1vfykps9eaFpBqykjrYSe0cfSsnsZmra/wwo5WrtQsMXTytnaur4+oauIlNXH0LR9/KJr2wk5My8Y3UsGnRTgAo6ljWPG/j9dvf9T54tHj9bk1R4wDVe1eaN05e/GlqTWxB58LNhxdt7lFWzArR1RGCOF5VfuP2dzdufbvz0InFa7dNX7xu+uJ1M5asn75k/fSlG6Yv3Th9yQYy7u310xcTWdcvxKOGSGZlxwRNyThp/jiZIVReHJJgDFFW8FTVPG0tV1fPSWzi6Fu5Sa1cfTM3sYFf0CHIaw1JMIUmlH2srw5JKAtRlPOUFVxl5YcpdVy1laut5Wjr2LpGtrNw6/LC4dWQ6D/A0jWxdQ1sjZ2trmGrrByVla20sJUWjsoz1UTYyiqOstLQvCAmp4mTUM5RVLCV1SyVjam2MzX1DE09Q21nqmzRuW1rdh7lyEq4UgM3Pp8nzuWJc3minBCxO1xRNk+cwxPncsV53Ph8bryBIzG4F1OOL+DGF3Di87nxBVyJgRNv4MQb2PGFbEkRW1LElhTKC5vPXf76A62ZLSlmSUuZMhNDXk5PqBqfVE9X2GgKG90phVSVnaK095NCVENUQ1RD7/MahhP7M0eFZ40Oyxodljk6LJMmNPiEZfiEpfuEpfuEpfmEpfmEp/mEpfuEZ44JzxoTkT06ImdUeI7LC3+EGo6Oyh8TlTcmMtcnMmdsZNbYiCzfiEy/yEy/yEy/qCzfyEzfyCzfqKyxkVm+UYQRuqSwYHRUweiogjHRBT4xBT7RBWNjCghHjMlqYMaXEOss+0bl+Ebl+kbljo3OHxtT4BNj8PFSMnSr4Vh+sQ+/aCy/0Jdf6Ms3+PEL/GLy/GNy/aNzYrPrPtJVcCVFQTE5gTG5Afw8f36Bn6DQd0BT8hBqSNohOWC5xE9Q7C8oCogtDIw1xOY21k5bESTICxLkc+VlAQKDyjSJnVDuLywJEJYGCksCY4sCYw1BsfnBgjyKIDdYkEshEpsfLMj7NMkSHFsQFFsYGFsYJCwKjivMrpkBAHNX76AKcqiCXEpsQbCwKEhYHBhXEhRXGhRXGhhXWjtjTaDIGCQuCxSVBYjKAsXmALE5UEz4X3mAuDzAbYHuBEoqnakiEiSt8tg58F7igCBJZbCkIlhaESwxU+LLqPFlVHEJTVxMFxUyRAZ6XEFkquU9ZRkjroAZV9AwfYXePJEhMtBFRTRxCTW+jCoxU6QVFGkFRVJOlZRTJSZqfBkt3kiPL2HEl9DFxXRxCSOeSCkjvpRORGKkS8toUhNNWk6VVVBllVR5NU1ucSfB4iwW1gzwQs9QFHaKwk5V2mnKWpqihq6spSlqaAqbMzV0ZQ1dQWZ8UhNdWUNX1tCVNrrSylBYmQoLM6GKlVDJlFew5BUseTlTZiYjL2fJy1kJFUx5BUtRxVRYmEorQ2mjq2rpqjqGmrDARmdFsJGu8UwTEYa2maEj88upoUsdiMcSN9n61oFJamMntbP0bSz94NWTPaqGyZ2spA5OUgdb38bRt3KSWjj6Zq6+maNv4ehbOEmtnKQ2tkex0JWRqWEXN6WTm9IuKJ6248iFtNq56TWzYvOaJ6TUjFeaMixTFm/Y0/vg0aJ1u1pnrx6vLAtVVYRqbSGJDR9ndVbP2DR19f6QpOaPszpCE+tV5dNu3L6XYZsxIdkyLqF0vGutZKVpnNI8TmkapyofpyofpywfpzSPU5jGK03jlSZyGWVySWWPuO/qd29oQlmowhSqNIcoy0PUVTyNhaex8bR2rq6B46qbJrVzkto4SW0cfTNH18DV2HmaGp7axlVbuZoartbO1dZxtHUcbT0nsZGT2MRObGbrW8jCrX6kaui2Q2LMsq6Rpa1n6xpYmvpBqWNp6lgaO0tdG50/8evb995PqWcpq9kqK0tlY2nqyL9htI0MbSNTU89U1TKVFpaiMjq7KTq7gSM3sWVGjryMIy/jyIwcmZEjL2PLStkyI1texpKVseVmltzMlJtZxM+I3MxKMLPkJmfMTDLlDLmZITcz5eVMublh9rpJS7cy5GaGvIKhqKYrLHSljaaqoSlraUo7TWWnKMlQVXWohqiGqIYjWijP5YijwrNHhWePCsseFebWxDERWWMiskaHZ44OzxpNHBCR805/L/yxauiyQ1dyfEgLdCXPJypvDHFwNGGEBiI+MQafGMOY6AJyO7rAJ7pgbDShiUQKXFI4JqZwjBcv7KeGYwXFPvyisQKifFjoyzf48g2+MYQmFvjzC/xjCvz5Bj9BoZ+gyFdQNJaYyHAEashSVBGC6Btb6kcWEYv9hSUBwuKA2KKPkmvYCeUBwmJ/YYmfsMRfWOonLPUXGgOERv/YkgBhSaCwmKsoDxQWeaQ4UFgcKCwJEJYExpUGxpUGCkuC4oqDhYVa08SVWw9ShQXBsQVBwqLAuJJAkTFAVBYoMgWKTAGisgBR2cdpjYFic4DYFCAuD4gv9xeXB8ZXuONF+LzIX5DUa6o943FkRRBZViynuDXROE5dTYsvo8WXUcVGaryRGm+kScqoEhNFUk6RVgRLqygyC0VmCZZVB8uqKbJqirSSIq2kSito0goqUfxzRVZJlVZQpZVUeSVVXkWVV1HlForcQk2wURJs1H6poSbUUJVDSqEzdc64d9JUrtTRlETs7hB3KWvpKjtdWctQ1tAVNobSxlDYGArCF61MhZWptDGIqGroyhqGyk5X2enqOrq6nq5pIBSQoW0aIh7TWf9aauhMOxFP4fBIB5lh1ZBsViakJ7mdk9TGJjsUdnCSOzjJnWyPYuEbqSE3tZubOpGb0sFNbj1/7Xbzgi0hutoQjS3UFbUlVF09Tl0Vqq4K1dpCdPYQfSMvqZWX3B6S0hGS0hGS0i4omcFLav0ke2LLwm3jEus/SW8K1dpCtbZQjS1UVxuqqw3V2UMT7SE6Z7T2EK09VGcP1dlDtbWh2tqQ/vk4vSlE1/+mtoYIT1MToq3lae1cnZ2XWM/VN3L1zVx9C5d4Q5Lane9GOye5nZPcxk1q5RdN4+gaubpGTmITW0fUa5udOtjK0rey9a3RxTNY/ZuSR6KGrj8AnBXiZpbOuaZOvzRKymczdY0sbcPkFXsAIKqgi6WqYalryXqhtpGoZNO1TQxtI0PTwNTYmeoapsrGUlmZSgtTYWEp+4WhqGYqq5lKC1NpZRCFc6WVobQylFbnhsUZK1NppSssZCFfYaUrLAyFla6wvJtUx1BYI3I7SClU1dLUHn/mub0Q1RDVENVwRAvluTMqPGdUeI7rGNIUI1zxYoQ/UQ2Ju8ZE5Y2JzCcTPTCjo/KdZUKDZwg19Ikx+MQUetvpPDKmcExMoQ+/yMeLFw5UQyLkwQJCE4luiEV+/CI/QZEvv8hXUOQbWzxWUOylZDiEGnqGFEQhGX9hqb+wxF9Y+mFKnXOn0S/O6B9X5h9X5i8s848zBpApdcYYEFfWP0aOoiowriQ4rihYaCBajYOERUFxpYEiY6DIFOAM0UIUIDa7pJAsCv4yakgKorQqUFoVJCMOqAyWVhLVRIq0kiKtoEgqKZJKiqSCLBBKKyiyqmBZVbC0KlhmCZJZiQTLrcEya7DMEiytpsotFHk1RV5NkVtcocqtRChyCyXBSkmwUhJqgp2hDMqwUthPDWkqr6mnqeo99LGOqqxzfvfU0dX1dHU9XVVHV9XRlXa60k5uE3HdS2yoG+iaBpq6gaZuGFYK/0XUkJPcySEEsf+9A3TwR6ghJ3UiJ6WTm9Ke1rB06qp9PH0jL7EhJLExRO9MYkNIYkNoYkNIUhMvqYWX3MZL7eSlTnQnpZOX2hma2hmS0h6S3BqS1ByS1ByibwpJag5JauEltYYkt4Ukt3pPUmtIUisvqWVgkj229c2Kqrk8fTMvqZkQQV5SKyephZPcyklylgmd74nz5bsFka1v4+jbOPo2siiob3O1Gjttr52d3OH1P+i1aujqYOoKQ+fOe5ldDF0L+XlLbCZWX/xjWhtTU8dU28kx8tpGurbJ9bGka5sYuiaGtoGhbWBo6piaOqbaSxhqO0Ntp6vtdJWdrqqjq+voxE1XVM6o7XR1HV1lpylridBVdpqqlqascaaWpqylqexUlZ2mdv+0UvsF1RDVENXwzdVwYCJc8WKEP7lqSMZ175joAm8xDI6nGg4XfpErI1RDz/jwyXge5htb4swbq6HbEYVGX6HRL865J87IUlT7uvYLy8jEkfEXlfmLXDdNfnEmf5EzcWUfpdR9fes7Y8fiIGFhsLAoSFhE9CMMEJUFiEwBInNpxzJBQSfpiP298JdWQ9cvtUApmSBZdbCsOlhKxEJuyFyxBMstQTJLsNwaLLd5xq2JcislYeC9ZJy/nSkDB5f0z8+hhgOjJkNXN9DVDd6PUdUTFuhK//bit0UNOcmdnBRXhpTCN1TDLm7qRG5qJy+lg5fcxk1q4RdP5yW3hSS385LbiIQkt4ckt/NS2nkpHbzUibzULl5atzupXdzUrpD07pC0rpDUibyUDl5KR9XMz3mpnQLj7H4SmeayyX7hpnR6SXLnhzmTucmd3OQOd1I6OMkd3OQOTgoR7xVT17vk6XyspHZWUgdrqHf7J6ghS9/qyuBPi1MZiU9aE1PXyNQ2MDX15PLcOrcXuuyQrm2kaxsZukaGttHZTbZf6JoGuqaBrm0gNmjqBtfPEfnTpKmna9w3+3tenVMB7eQPprqO9EJUQ1RDVMN/djUcE1VA5nemhmMFJUR8XYkt+VnU0OV8Lh309djpH2ciI/Iasyt+cSb/uDJBfkdp+5La6as/Ta0NjisOEhYHOkuGgoLO2ILOALE5QGQOEJkDxGZ/cT8v/NXUMEhmcSXYHWuwzBoktfS7V251xov8URJc8VIO9PiV/Rur4ZDRNA4TVMMfrYbcNMIOu5xO1sFN6eCl9BM4LrGR1sVL6+KldXPTurlpk7hpk7jkdjcvbVJI+uSQ9Ekh6ZN4qV3ukPo4iZvWRcbbxXBSJ3rJIM/zfOHslM5Bhw3xEFfN1Z3fRg3J2qGuialrYmobSS/UDlRDhq6ZoWtyx9tHmnBHer8+tQ3DZIA4epdFVENUQ1RDVMN/ajX0mpGrob/ITBQOA0XG2Wt2Z9lnB8WVBHqWDMVmz/iLzP6Dxpr85moYLLN66KAV1RDV8MepIWGHnNSJXGd4qd39+yO6j+SlT+KlTx4mLl/kekgkL92ZNC8Z9JBubprnUw9rk/8kauiyQ0IQXR9Ophcv/DXUcFBQDVENUQ1RDd96NSQKhwEiI1dZeejUJWIkcqCojOhlOMgjzV4GIKMaohr+q6ihhyB2cVK7uKndXhzOpXfejDAkYwqR/proOhjVsH88Pn6ohqiGqIb/lGr472FZ/x6W7TWjvMY9DGU4NRxB8slEkRnzBjF4ScwIU+TK2OEj8JqSN4vHR/Y1aviamMiIRhahKUBkDBAZA4QlASIjR1HJUVQTPQs9DwsQlQeIvP4i8EzlSBIk9RpvaviaWMnIRxqKOzVe8prf467YRxiPUcmeGaIf4UiiaRwmXvtjeaTZHe/fxMOndUBYnvkXUkPPBuKfRQ09gmqIaohqiGr4L6eGWDX8F6sakoVD59w0zklqTETzcYC4fGCwaohVw3/1qiGqIaohqiGqIaohquFbrYZkj0ORKUBsIseaiIbwQlRDVENUQ1RDVENUQ1RDVMM3U8PIAv+YfmroF5s/5u1TQ0Zy/Yea4dQwIKtbVtL53u9DDZ2jTEwee7x54dujhtqOT7Na/zXVMHlyRH7Xz6iGXNOixJqFEaiGqIaohqiGqIaoht7UsH32PQCAzxsLCTVM2/ECAM7Otv54NRQt2Hz3Se+N3eJfWA3l68ll769tmOWhhiW523uJ/Wfm1Y5UDWMX7wWAu9sjhlJD7fIdAHBlp/pnV8OEz7Z8+6T3m/2yN1dDcjrr4eNNDTN2vey/5P253F9KDevKDvc+ePjdgvJfVg3LTgLA43nm34sajpt68fbjJ9c2z//palh+GgAeL6j+mdQwb8seALjWk4ZqiGqIaohqiGqIaui1ahjafREA4MaW2PCcUclrTwHAi6NZ0T+hashfsBMA4HT2L6yGuYcB4NmGOwBwpkDgVEP5sv0A8MU1ALj5WdMwapi/79qpi5dnGEaihpVF+1/CwxNl+p+lQXnxpgvXT57eIyJuSj7bDQBwLv9XVMPCowAA+w6c3nzgzOYDZzYfOKj9+dSw6ODXpy99OauMUMOasuMAADva3y415Ey9AgBwbM3vTA27y4+8hEcXLAZsUEY1RDVENUQ1RDV0ZozU8oE0z6OLYcesOwAA21qKk7c+BYCTs2s8RdBHav1QVuA5+jggOm90ZB43qXZ8jMsIDewk2/g4583o0kB3g3IBVVX7aaJ5gBr6yms/UhR5GGFhYKxbDX3jip1eWBTIN/jEGEJS69+NHayGT+at+B4AdrSWEmrIm/olAOyYeGWAGlI19vBUK0PoVsOiYwDweF7hQDUMTmweJxpYNeSkNHyqMfXzQpE5gPgoa1s/0jrVUN0QnVTR3wsr3k1rmaCvDnKr4dI9APBwf7yrQVlcTfdoUKYlt3+iMfmLTP7SykCnGgbJK91qGF9F7aeGleOyWsfLhlLDKuoQaril0VuDsqKZn1UXKKkMlFjoUlINqUqL2wjlNpqnGqqbwwo6P9BaXWpYegIAniwwuRqUrVx1/wZlbXtsdkN/KaxhKazBcluwsl2Qbu+nhoqGjw2TwlOGUsOGT4taqQPUUNXAdHuhnaMerIb1HJWdqrRT07tjcxs91LCBq6mjqeo+Kpo2Qev+smFmTI3JaPTwwkYuuWBDZ5yh06mDnZHG7hAPO2SltPRrUNZNjCmeyPZUw8RWtraJoe0WGKdwvHyPtkWUdTO9qSEne4Ygp3WAGr6bPyMiq9+3ODe1jZnYysybFWdod1UNPyyeFZvbgX0NUQ1RDVENUQ1RDbPfCc9+J++z5V85mxBvHLEaSDtktJ0BALi57TgAPDyodw1DyV+2wvP4wtxREbm5PQBwLHfLXQB4uaVrdGSebOqRS+RBz06s7h4dOWcbADzbL4vMH5266vPrzjPc3isl1NCwYqX7tEdtxQVjogsKjgDA95MyCsZEG/zaLgLA1QW1Y6INeT0A8EXe1rsA8HLrZC9qWLjzJgAcW0KJKfTh19Q5AOCswUMNAxv29Hzrajnt279q8lh+peWCR2vqyyNqpxpOOfUMAACe7Jw3iVTD4lXuq7153F5GqOHCHQCwf27r0cfEPWfWzclcc4Vo4X55emeq0OgnNOet+/KW61nuXZpZXuanXnvC85m3z/CLW7QDAJ4dVsaZ/DM/W3yNuOfBrkVrTwDcX9/tLzL7t10EgJsrOvxFZn/JigMAcHNbmNgcIDbLZnxx2Xm2q3s2KAaq4cK1zwHgXIlsJGrYXrrlNnGqb49ttzkAHhyUSKoCOxwAcHNVV5C0Kihh1UEAuLUjXFoVpPhs3tle12u5e2q/Vlpf6/B4ea+O62UWw1EAePFZtSVYZgk2rl921XX37VWzZxNqWHoc4Nmx7NXXnhMv/osdGrktWG6LmXvBdfg3n88d4IUxU45/SV7uuWa3Gq7eCwDf7RcqaqmKuorTAHCvu8DTC5ss5wGeHCvc9PVT4uFfHSnMrKMq60qOA8C50t33AODl7kU0VR2tesvaG84ruHWm0VpPU9WXfAEA5/OWXe4j3/ejOW09R54QL/mrGS0NdHUDvesSADzdsZCuaaRr5tftdX0E721cSOxcuwcADq1bfRsAXq1u6PcNKpxx0vnSLrZ6qqFt27pvXNdzrrm2halr4bQfO+T+fwCAJ0tsLcwpVwDg8ylnvgKAV2fSEluZtu3rXK/l9vmWOlRDVENUQ1RDVMO3XQ1bp34DAGeaTI2xlZsPA8Cl9eFk4bB5kvM74/CUSucI5fZpxPHmJmHV54cB4NKGcFINAeDBnm3HDq1tHV247UsAeHy2c8rSutXn7x2c7amGKbsB4M7UqqaYotn2zXslUfljojqm3wSAs83lrSLL1h4AuLwx8jVqCAAP9uz44tC6Dm9q2D7jWwBwmKSFPqkbzwPAoYXBHmoYtujuxX07LU2z9HXr178EgCtmSXHyZ7tnElXD1btnrl4ZRqghAJz7YtLqU/cAAE4bBCW+sd3TbwLA+dbqznjb9h4AuLIlxqWGAHD51PRVX9wk37yvN67Yve4eAMCR6VY/YfPEG7c2rVpjqJ2VPefkCwA4s5IRN2fymr1E1XDWmr2zprZ4qGFV8SEAgLu79zSsP/s1ALxWDc17vwKAY1uSS6ZkrLgKAGcXT+yvhkt3AQBcrVR6UUMXXy5pDZRUMieeAwD4/uTMeQe3EYo4vBrm77z61dmZs5Zn1S5t2v8KAI5MrU1feWAOUTVcf2DO+g3R/dRw1uxbAPDw88XrSmbv7gEAuD2p1KmGAABfr1918PNeAIAdXbZg+ZJNAHDzQGbZdE3b1uWfz+mnholrdwEAPFi/btvCo98DwJupIQDA18uX7Vl+AQCgb/tipxoCwKP9e88e2TKXppo/5zYAXO5smKNsOXAMAK7uEZNqCAA3t2w4tP478j08fejQ3AMPAAAubP2gvxrqNn4PAHuWfZZgWTHjAgDc7jY51RAAeq+uO/j1YqvHN2jaxt0AAA82bNi1+Nh94qUtqG5m6BbPvQMAV7qa56vbDx0DgGv7Jbr58+4D9J2ssC0uW3YH4MmKRTsLskk1BIB7p89uPn9ck7hk7m0A+LK7ZaGGeOxXB2RORfjLX/7y55HxHyPjTyMDRsarkfHyTXgxMp6PjGcj4+nIeDIyHo+YRyPm4ch4MDL6RkbvyLg/MlANUQ1RDd9EDQt29wHAtm5RQYuooMVyEQAcRkHOqPCcUVGz1j4nfwvfWtNJqmHBnj4A2DZJXNAmLmizXASAS8ZYUg13TbYRbcf8lX0AsK+zzKO74QA1hDMbVqVmlZKtyYV7+wBg+5T4wo74og6bAwAulYleo4a7p9YO0dfwybzCQtHqXgA41F0RsfgOAHzeWBQ8qEE5WG75IL256AsA6J2WPWSDskxQMlZgqb0EADcbE0t8i/f3AsDOmbLSblnpJNsUESmHAAAgAElEQVRFALhSIXOq4fPDydJSX2FFxVkAeLqg2uQnNLKnXgOA79Z0OhuUyzm6+vDcz/YCwL3dMV4alF1quPBzAIDTeSKTv8j0XvtFeJ0aJmx6AgBrbFMTTFMTTBtOA8CZVcz+hUN28XRlid1rg/Kefac27Du1Yd+p9VPtgZLK3EMAAJtbKgMllYGpy/fA69SQaEFW1r+fNVHQdRkA7qyZNLhB2a2GVUceAUDPSobMGiy38pfdBYCLC9udatg7vcoWLLe9O+cbALi0uINUQ7i5dP5SUeKgBuX2CwAAh5ZTFDUURUfZm1YN4cFsq52qtFNNB24AwPcHxU413DdvMlmBsBx9AAB7l6gt89WW+Q1XAOCraj2hhi+WNzfT1PUhs74GgIdbl7LVDfS0LScAoLdH3k8NFyx5DABnMqwLNNYFmgU3AeDIzFanGn7ZUDyouNLlAAA4vJqhbWZop7gblGu+eAAA+5frahbpahY1fQkAX1tT124HgAvbPta1MG3H+wAcy6YxE51qeGoHn6gA2Y73AcCBlYm1ixNrFzdeAYDrNRlYNcSqIVYNUQ1RDd9iNfRt8WxDJbhSKc0ZFZ7DX3QTAO6sXXcGAMBRrcoZFZHr1+r1eEINny0sIkUw/wgAvPzMmOdVDUenLV129RXx4Ks7ln8YlR/QdnHQab+sShheDZ8tLBlqGMqTeYWFPoW77wLAmZVTbwPAyRx+fzU0rN9x7ZnH0w2nhhGCkrECU9kpALjbnloS1OGAgVy1adxqqBSW+gpLC48BwNMFpUY/oZEQqfvruvyERvHc846nHg8dXg31G88BwK3t4cTok9erYZXp5KCrO79u3IiHofRvUG5q+hIA7nXnEjdHoobTWo7deezx5MOrIWfqVQD4bv00YhgKpesyADzaOtuthsW2YLmNPuVLAPhqWVew3MafftxBfnzurZvd5amGHy+6DQBfLe8eNAxlxGpotFOVdqp2/SEAgFOppBo+/8xKfsdwpl2FgVy3ZzjVsLaepq6nTb4CAA+3zqerG+jaDQcB4OERhacaJm08NOgsx+dNJNXw6fHEQV+fYUvvAMBXq6YPGIbCm3lt0Jlu1Gd3lR96AQB3L189/RAAbk2xtrjU8PGOJcTXPNfLY79pzEM1RDVENUQ1RDV8i9XwnZIDzwBg5+SB8xqKF2wDALhYmZCbsfMFAHy/cdKoiNxRpQefAcCuqQOGJw9Qw4RNz8Gjauij6q+GUfmjo/LfN3225CoAPJlflD+m7NAzANg1fcAI5awDAPB4nqFgTLRh/JuqYUzn7O8B4AUAwN65Pv3UsMp6HgBuTDLV0uNKXls1HKCGvuWHnwHA3tmDprwegRpq1h4HgCs71ClVweIRVA1Fn+0FADiRKTL5i0zjPNWw6SwA9G2c4i8y+6e4q4a67S8AYIN92BHKqe2RaSNRwyqiVXd9Q2WgpDIwyUMNW84BQN+m6UHSqqAMtxq+O+trADi3Ys6nWtLzXlM1rD0JAHB4OaGG/M/uAMDpuc3DqGGw3EZJmJg849hFAHh0RO2hhvRJVwDg1b6lFEUNRdHqoYYrtgPAoyNKRS1V0TmcGlbaqUo7tfzgTQC4vTdmkBrS7CeeA8CBzwaMTX4zNdQsWfUCAM7lDByePKQasqddBYBXB1YytM0M7SR31bDh1HMAOLSy/wjldTtewLMDe1cevLhm66EKSwf5Fd5fDZkNp58BwOHVOOU1qiGqIaohqiGqoVMNY2ateQYAVxd2TFMWd6e0rVt4YFVoeI505T0A+HZd16jwnFFp688BAHxZp88dxZ+95hkAXFvYMUNZMimlbd3Cg6tDB6nh2NqjTwHgybnu6cuaVl+8f2pxoFsNyyrOHGtrmRSX02U5BAD3p2bnj4mds/YZAFxbNHGW2jgltWPDokNrxkcXiNf2AsDLkzub1pwmBq68iRoWStY+ICohG+xF/dWwtvkaAHw/o6ZdXLvt0Cu3GibuAAA4u2Nz7fLtwqHUULxg7VMA+HrxpHla84z0rk2LDm/44wjVMGWzAwDu7sko7M787MortxrOWgUA8M2qReunLe/yaFCut58HAPhyy3bbwuNEwYpUQ+OBOwDw8srsBQe23wFwqiGt5cRTAHD0VDbM1tgWlC/s2T63sb8aLtkBAHClPMGLGu7afWItmcPJksqP5nwFAPDN0e6Z29YR3ScJNTQfugsAr76cs+jgDuLZb+0Il1Z9uugOAHyzbrHEtHjKGXCpIdGL4PzuHfVr9ko81VC1fNMLALi/ev6a4ll7jwEAXKnJtA6phkkbj+3fZaqdKbFt3gkA9w7EezYoZ285AQDw7bIVmyfuuwfgUsM5C78HgFeHN+xceJToqDdEX8MXV5Yt3b30MgDA9fVzqYPVMHHVxmcA8M2ymStSa5fmTd+97NiOT99YDVtKDr4AgNM7Pi9oWJzRvmnijkutecOpIaNgxwkAgO+Wr9rWfYDsRrmgupmRvG7TcwC4uXzO6vT65QWz9i7/Ynd43s7TAPDdjW2Hz6/fe3Luyu1p+d7UMGX9xmcAcGv53LXp9SsKZu1ddnxPJKohqiGqIaohquFbrYbh2SH2LTudveYB4N6ZlTwxMfzikkVJrIaSl7nrJQA83Dx5VERuaN3WgccPUsPRkZbclZecraZPj6+d6lE1LCo8+MD56KenNs6mReWPicofX79t1z2P055dHRpdMEa/bBU5muO7Vd3rLr6hGvqU7P0OAOB4On+AGhZxWo452wXvrJx8zaWGY8v3nSV2PzukGEoNY0vebdqxy/NNOLf+3RGqodBStMs5LvX6McsFlxqWaTaQo0yfbpnWb4SycfNusun7/ta5HlVDUXO18y27vmtN01euEcoNhpUX77iv7tGx2Q0D1HArAMAlc381zNrzCvpxySitDJRMb/niBXH75uHP3VVDSZtlj/PZ96xv+crZoKxfsc45AOfKrg3HnWoYZD1EDvN4dkzbf4TyhLZ9Bx46n/PJlzPbOt0jlAeroXrNdtfA2yffLGtrHNDdULHQ8cj5v9I09xvX5DURM0+Rw+LvnKpZdGfIqiHpufD8zN60pDovaqiq+7TrwN7v3W/T9xe3f/LGathIz1s78+RD91keXG/KHVYNtU3qJZcfOZ+ydf5N1wjlsEmH9933uB7Hzgm6hZ0nngPcOXnl1vk7zwEA+s6UDFbDxNawyYf3eb4Wx+5wVENUQ1RDVENUw7dcDYkEJVij06zj48gG5YC4Ekq/hfLyKOLiII8W5GCFLSbNNj7OtaeIKioaOM11jOnDzNr3hM6bcUaqkJzXcKyyNjy7dpxk4JTXVJWdn2l/L96zWbmIl97AiTaMiTYExJsCyXkNjbT4kiEWyjMyJCXum5JyRpx7oTya3OzvmuxaYvkkr47FLx7LL6PLTO7VUERVH2Y3vhtfPFZQPFZaQRe5FsorZ8mMnvMaMnSNwpymD+UebcqySobU9WmuYCWUu+YyZCiqKK5tXZMwvdovrsxPVs2Suye+DtY0RmfXUYl5DRMsLJlrXsOKPxo6Jij69zUUmf1FZoq+PVpn9heZ/aVWToLnvIbWP+Z083Oa2F4blLWN72sHL5RXSZFWUaRVFFk1RVZNkbmnsKGmThJk1/TrayipCpJW0VImCpKqgqRVQYpantI1r2Ht+7lTwhOrg6TVTG0d27UairJhQmHXRyqiTdkeoqv1nNcwJGOyMLO+/7yG9aGJta65DLn6Bjq5XfOhYUp8Qdu4oaa8VrUJi1ooihqKwh6S1OheKE/dHlvSSlXUUhX1oUkN/Sc1dPc1ZBdMF2U3eMxr2Dw+uWnwlNeh2VNlxqnhya425Zbxyc2uL6fQ1DauazrDlPbxenI7NLUtxHNew9RuQcUsQUG7e09K+7vJQ893ndgtNnYxtM0Mbcu76e2eC+W9mz8zwTwzMr2ZqWv547wbAHBiXjdT18LUTWm5CgDfTixuYSa2jM/sCh20Gsp7+bMV5bOjM7BBGdUQ1RDVENUQ1XCoNZQ9E+HKW7eG8lhBMeGFQ62h3L+v4S+/hvIgNfwZV0MZwRrKA9Xw976GsqLWldethtJ/GMrvfw1lIkOtoTzx4mMAePztF8fP7zxD9sqIH3YNZexriGqIaohqiGroXQ2lFSEqk89vrIYVcvNEuQbVENVwsBrWHdxy5Nz6Je2/kRouWnT4wvZ9O/j/gmpYV7rjwq6jZzoN/xJqqGsRtWybs+vsluOXP9/zxazZSycMv4YyqiGqIaohqiGqoXc17JzncDgcjo31xb+lGsoWHHY4DnWWohqiGg5Sw19yDeURqOGPX0P5d6+Gv8Yayr+mGr7JGsqohqiGqIaohqiGQ6iheZvD4ZjlcDh2zQ7qp4YmXkLhmJiKT7KqKaQXlvIURaNlNZFJhaNj8kfzje9l2ngipxrKzGx+3milNUpb5FbDmNL3MqzcOLcUMrU14cnG/mqYz021MPuroZ+8KkxTNBrVENUQ1RDVENUQ1RDVENUQ1fDXVEPdWofDsU6+wuFwHCqUuNVw3OTTDsf6jQ6Hw+FwnN2SJ85ndhx3OD7f7HA4zq+QdWw77iDZMq9xdHS57aTDsWg/sefMqhnBUXnvtXscM7dxVFR50efkzbMzqpxq2DX1GLFvv1MNKyvWnyeP2786DtUQ1RDVENUQ1RDVENUQ1RDV8NdSw0lLHA7HwqYxpVscDse2lrL+auhY1lL3gXWrw+E40FHG7DjucDj2zuqUWBcvczgcW6e/F2tOX+9wOPZnEWro2FmSUZ2+yuFwHDdLu8hjBKY08phpGxyOM7M6P+RXSDPIkiG17ZjD4ZhZWRHTustBqKFph8PhmGIoYeauczgcKytRDVENUQ1RDVENUQ1RDVENUQ1/HTWs2ulwOI4eP3X0+KljDodj/zxmPzX8wiwrGCOdv9fhcMyrZXYcdzhOW9X5ozVLjjkcR7vLR0fnsyeecDjO1unKbScdjp759Og8Wtsxh8PRXrz4mMNxtNs8OiqP1XnC4Thr1+UmLjjqcDgcjvOLm8oINYxc4HA49md59DXkdp10eLCloeDnUcN3JmT9e5j3vBOW7SVud8wdJqMi8kaaKDJj+iV/2Bi8xK2JhcMlxh1v7ljkjsBrSoi4HHFsrGdKh4nf8BleHIUmMiKvMQ+Ox8/ta1M+IP3FsXLYVBEZQg29ReaK19901mFjGxyvvuiOwpUaV7z8QlfaX5c6IrSRZ3hxdEXTOEzo2qY3zZDu2N8gGbpmhq51QFie0bex9G3MRFRDVENUQ1RDVENDykaHw7G1fe7q9rmr2zc4HI6jJkW/quHSJvt7NdsdDseulhK3GsZMWetwODZN5fLLUzc6HI49qWTVcHthemXmOofDcaRE5DwmxkweE1WTUWQaJW2o+cLhODKfGZUzKiqHEMHJpWWfNO4gq4aVux0Ox+yywncisykpLTGR2ZJ5W9evWPpOxICNJW+ohgOFD6uGWDXEqiFWDbFqiGqIaohqiGroqYZTVjocjjVd5MDkqp0Oh2Nvh9mzariVqN19sTEpJt9DDfMFcw4563oXlk+ykn0Ne8idR5Z2jY7K63dMt3UUf8YW5+0NHRayr2H8jAUXiH37ZpB9De3Ne9xVw9Zkg2Gvw+HY8k6EwbBnwAaqIaohqiGqIaohqiGqIaohquHPVzXk6ap5sa7JrotDdNXjYgc0KNtisqqcI5RN72pN7slrpFVhuTZuHDFC2dmgnFwXpfEYoSypDMuxcoTOEcpxFeE5tR8qB0xeU/x+djUjMidIWc5xTnlNU1n4mdbQuOx3IrPfiSr7KD77nYjsdyJdG8aP4t+0QRnVENUQ1RDVENUQ1RDVENUQ1fDHrobi7ms4onkN3X0Nf6eroaAaohqiGqIaohqiGqIaohqiGuJCeaiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIaohqiGqIZe1RBBEARBEAR5m7l27Rqphv+LIAiCIAiCvMX86U9/clcN/44gCIIgCIK8xQAAqiGCIAiCIAjy978PUMP/QRAEQRAEQd5iXr165VbD/0YQBEEQBEHeYlANEQRBEARBEJJ+avhXBEEQBEEQ5C3mxYsXqIYIgiAIgiDIX/86QA3/C0EQBEEQBHmLef78uVsN/xNBEARBEAR5i+mnhr/1uiwIgiAIgiDIb8mzZ89QDREEQRAEQZC//AXVEEEQBEEQBHHRTw3/A0EQBEEQBHmLefLkCaohgiAIgiAI8h//MUAN/4QgCIIgCIK8xfRTQ0AQBEEQBEHeYh4/foxqiCAIgiAIggAMUMNXCIIgCIIgyFvMo0eP3Gr4AkEQBEEQBHmLefjwIaohgiAIgiAI8uLFADV8jiAIgiAIgrzFPHjwANUQQRAEQRAEef58gBo+QxAEQRAEQd5i+vr63Gr4FEEQBEEQBHmL6e3tRTVEEARBEARBnj4doIZPEARBEARBkLeYfmr4GEEQBEEQBHmLuX//PqohgiAIgiAI8vjxADV8hCAIgiAIgrzFfP/99241fIggCIIgCIK8xdy7dw/VEEEQBEEQBHn4cIAaPkAQBEEQBEHeYvqpYS+CIAiCIAjyFvPtt9+iGiIIgiAIgiC9vaiGCIIgCIIgiIt+angfQRAEQRAEeYu5e/cuqiGCIAiCIAhy/z6qIYIgCIIgCOIC1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTVEEARBEARBSFANEQRBEARBEBJUQwRBEARBEIQE1RBBEARBEAQhQTW8/9WNm7/1JSAIgiAIgvwueHvVcO3OHm3F1HcTa3yFpSFa675j5+7fvz9l2bb6WWsPn7zwW1/dz8C6XUctU1Yu2rDvt74QN+Ee/MRT5eXluU51+vTpn+XyfiecPn3aarU2NDTcu3fvt74WBEEQ5K3jt1fDb7+7d/7yV0dPO844rv5qT7p44z5fYalnrt3+vnXBJmL747SGO99+/6tdzC/Brp7Trpe2Ztex3t7e3/qK7t+/fz8oKOgPf/jDH/7wh+jo6L/85S8PHjz40afKy8v7g5MbN248evTowIED+538jNf86/PJJ58QrysnJ6evr++3vhwEQRDk7eI3U8MT5y93LNwkKupkJFS6JIatrNJVTlu57dAv+tS37nxLFAs90/vkZbp9juvmxa/vPnr06Be9jJ+LS1evr9h6yDJlpefO+ev2uF7LpOW7Xrx48XuwQ5caCgSC//mf/3n48OGPPpWnGt67d+/p06eLFi0ibn700Uc/5cy/LdeuXfu3f/s34oW8//77f/7zn9EOEQRBkF+T30YNpy7bRpNVDJAzV+71PXr27NkvpzIrth5yPVfllNUPn73601/+6//93//NX0+WEtWV03/44Ydnz579QhfwMyI0tBPXnFY7++XLly6NOOO4Gqq1+QpLqdLyc9fu/k4M4xdSw++///7p06ebNm0ibiYkJPz1r3/9KSXJ35aEhATihbS1tf3973//59VcBEEQ5J+R30ANKyYtH+CCoVpbZE4rU1HlKyxVlk/7xz/+8fTp01/uAtoWbHQ99Tf3Hv3tb397/vz5kydP+vr6Dp26tO/klf/3f//397///Z+iavhBsp14ITlNCwf40PkrX286cOb6tw9++OGHly9f/gtXDQk17OnpIW7m5ub+93//9z+1UW3ZsuXYsWM//PDDf/7nf/7zOi6CIAjyz8ivrYZTlm3zlMKOJduv3r7/ww8//OMf//ifv//9+t2++ZsO/e///u9gLbt09fqhExeuXR/paOKT568cP3fZ612FLQtdFwB//i/Pxtbe3t5nz569evXq8ePHgx949tK14+cuf//9L9IN8dvv7h08cf7rb2557nR8ef3omUsnz1+5efuu10e51DC3edHf/va3ARrx5MmTV69ePX/+3GvJ8Gd8S4fi1q1bhw4dOnnyJHHztWp48eLFvXv3Xrt27bVnHqyGly9fJm7abLbBVcNr164dPnz43Llzb3T9Q3H37t2TJ08ePXr07l3v/y8DOHbs2JEjRwbvv3Xr1vHjx3t6ei5f7vfGPnjw4MWLFy9fvvQquEM9ysXI30YEQRAEGcCvqoY3b98J0VpdWra158IPP/zw17/+9eXLl48fP3748OGjR4+ePXsGAC6V+erGzdoZqz9IqXM9SlraNWfNLs/TfnXj5gcpdUTOXbq2ZkdPRHbz/2fvvuPbKu/9gcd00EFv6e0FSmlpoaQUmtICKW1pL6sXSimjZRTCvLfQ/C4thAu35BYogUITSFMadCxreMiOtxOP2JJlx3vLtmRNW8OyJGtYx1rWshM7A//+eOQnx9KRLMtaxN/3iz/C8dFz1qPn+ZznDKGZb3zs9X/wGvCcta191z/6GnUdfvjEmzc89vrrH5abzeadb3NwOTKVhrqI/QW1P37yL+gjNzz62j9LjhYeaUVz3vzUm3g2/PFH/3Tw7EJbevH0f5YcRRNL6tvQlJ8+85bZbP5nydGr7n35kjue7xoas1qtgs6hP/6tYPuO1/F6fv0XLz75Z6Kx/eyjuLs/OETdLVvve2X743+54bHX3y+oNZvNFU1deKGM0saw3ZXEXRqNRCJ5+umnP/vZz6K49t3vfpfL5caIhu+88851112H/nreeefdfPPNXC43RvmR0dBkMn3hC1/IycnZv38/dbCtqqrqrrvuwjNfeumlr7/+Oi6HxWJdvuJnP/sZnl5cXIynP/zww3i6VCp9+umnL774YlTaBRdc8Pjjj7e1nb07dnp6Gn+wubm5oaHhhhtuyMnJeeWVV6hp9YMPPrj11lvx/snJybnpppvQn/DH77jjjrCtjvGpxHajRqN54IEHvvSlL919990ymSzGnAAAADaJtEbDgyVHcRx5nahZXl4OBAJ2uz3sWifOhS09w7f819u09yO+/PcS/KnJKcPlv3gRTT98bChy5uKGTjRzbWsfbWl7Cxq8Xu//+ysXT7GSLjxy+eLewsiPMFduTPzFf7+3sLCAen0U7y654/mn32AFAgE0sbalF3+qoK4TXdutFnSHnoZ+/C+8hm48g1xrcjgcfzpQQrue37r35aZOEdqW3R8cop2HWdXq8Xgq+WfL5DV04QvKSd+ltAYGBr7//e/nrPbFL37x85//PG00fPTRR3PoMBiMaEuJjIZms/kb3/hGTk5OUVERvrdy//79tCU//fTTuJrt2LEDT+dyueio3XbbbWjKV7/6Vb1e7/f7rVZrR0fHVVddFVnatddei0dGzWbzRRddhKa3tbV99atfRf9+8803fT6f1WqdmJh48MEHIwt59tlnUUX68pe/jKbcfffd+DnuNT+V2G586aWX8GyvvPLKx/oqPAAAgKRIazR89NWDOFuIFPoTJ07Evp/vV398H8//3F8L/sI8fNMTb1IyUAvq3U2maepjzihCUf/3tuf+hrJRbWvftod2f/v+/8V/uu6RP1/3yJ/3F/ODwSA1GjrnArOzs+bVj/pecsfzd/33ez/fuZc65b5d/8DPCuBo+F97uPjyLjUaljT1oXyAQ+q1v3n17j+c3czxKavL5apo6rrkjuefeoP1FruWVdP+8oEyPMODrxxEz+js/uDQ9x7+Pzz9m7/chbaFW9vp9/up0bBM0I8WmopdSnvgwkLMT3/60yuuuII6hRoNX331VTTx05/+9N69e7lcLn4O46KLLtJqtbRLoY2Gu3bteu211xobG9H2NjY24nmefvrp4uLiP/3pT3gKl8tFGzsyMnLppZeiidu2bfN4PEVFRXg2Ho93+vRpl8tlsVhuvvlmNPFHP/pRbm7ugQMHvvWtb6EpO3bsQBXGbDZfdtllaOJf/vIXXM7bb78dDAatVuvjjz9O3RWXX375TTfddMUVVzCZTHQdHEfDe+65Z3FxEdWiNT+V2G586KGHcJmPPvooSsDxfp8BAACci9IaDW/73V9RsPjaXS8snFicm5uLMfLEqjybyf5W0LC8vLy4uKg1Wn/w29CV0B8+8SYu4SpKcOEc6Vg6eWrSTN7x+7MZTqo2oiBCkuSL750dk3PO+c+cOXPmzJlAIECNhi5vEPX0+BHgS+54vrpVtLy8fOrUqb2FZ4c/73/pHzjlxB8N64/1U5PW9sf/sq+oMb+uC0VDjU7fN6o4derU0tLSwsJCIBB4h1uHZ9Yarajkubm57TveQBP/cw9neXkZbUu0aJiiXRqmtbUVp42tW7cqFIrl5eWTJ0/u3LkzMhoqlcovfvGLaCKbzV5eXl5YWLBarVu3bkUT9+/fT3vfJ200NJvNXq83GAyi+0d//etf49CDNtbv9//+979HE2+55Racbv/xj3/g0g4ePHj77bfjwIfGtm02G4PBQBMvueQStVp96tSpYDBYUVGBPyiTydBx+frXv06NcS+88AJBECgaVlZW4ulXXHFFbW0tOmonT57UaDQomUVGw/Ly8tifmpiYSGw37t27F5f84Ycffqyf7AYAAJAUaY2G1/w6NFy3fccby8vLeJSFFh5ivOzOP9pd3uPHj5MkabPZ3iAqcToR9ktROtl638s4qKHnOmdnZ/9RfIEWS3cAACAASURBVDbA9UjU6GU0Fovl929xqNHQ7Xbb7Xabzbbz7bPTUTRs6RnGU/7fu4XLy8vBYJAkSd2U8aqVJT7wPx8kEA0b2s5Gw5uffnva7jp9+vTCwoLf70e7xWq1krOz/C7Re/m1r39Y/tJ7RXj+bvEESkJWq5X6GMrS0pLD4UDbgsYdw6JhinZpmN27d+O0UVhYePr06bm5ObvdLhaLI6Mhk8lEUy6++OKPPvooGAza7Xar1frMM8+g6ffeey8e8qSKFg2tVqvVarVYLJOTk/ievMbGxsXFRfQQOjVmmUwmnITuvfdeNBFfAv63f/u3qampxcVFNLb9wAMPoOnPPffcmTNnPB6PzWazWq14xJHD4aDVuPzyy/EiSktLl5eXT5w4EQgEfD7fU089hf9UUlKCcjy60Rbda2uxWCKj4ZNPPhn7U3l5eYntRrPZ/Ne//vX+++9///33UQiGUUMAANjk0hoNcY75xt27Fk4sxr6a/JMnQxc6f/TknuXlZZfLhaZTr/AeaupD40M4x7z4/qGTJ0+iAZKyox14zqPdEjxE9Nyes08oO+f8OKFGRsNDDe14SkF9N04JZrP5hsdeT1Y03FfUePr0abfbjaIGWsm/cQ7f+NjZx1Co/zX1jOGnqqM9oUwbDVO3S6moOUYmk+F7Ls10Tyjjy6DnnXfe1q1br7zyyiuuuOKKK65Adw3m5ORcf/31kU9em6NHQ6y9vR3PsHXr1m9961tXrKCuHj767e3tn/vc53Io2Gz2Rx99hHf1D37wAzT9qquuuuqqq/Cq4vnffvttr9drsVhwNNy2bRu+oRZl1uuvvx796Qtf+MLJkycDgUDkyGtkNFzzUwnvRrPZbLFYvF7v8ePHUaCMnAEAAMCmktZoeOfOv+FgMaqaor3CheFo8tD/fnj69GncadVRHiX5sLwFhR5qjsFdIH7UA+UYfKk0/mj4D97ZV+0098uoYyr4Cd+NR0P24Q78JAHywt4Caha8cccbv3j+7D2CTT1jeFvWFQ1Tt0up7r77bhRHzj///Pn5eeq7gSKj4W9/+9ucmK6++mra1z6vGQ0LCgpil5yTkzM0NEQd+KRe8j7//PPHx8epv+Z34YUXxi5t9+7dqIbgaHjLLbecPn2aWs/xkOT3v//9jz76iHbgPDIarvmphHcjYrVa0WkJ7V8BAABsKmmNhv9Dedn1O9x6PGpF66bHQy+LuemJN6lPs1J//ri6VYQ6Y2qOwfdLheUYNKJjXk80LDzSiqcwKltxCWaz+QcrmYw2Gu74M3Nd0ZAaOqmPUb/yj7Jpu2t5ebl7dGLj0TB1u5SKGlO0Wi01x+BrrzgaPvvss2jKxRdffHcUp06dSiAaVldX4xmilazRaHBypV5oRh577DH09AkqEN9BeOedd9KW9v7776OX5lCjYVgg++53v4v+dNFFF9Ful5kuGq75qYR3IwAAABAmrdGwqWOQOhhW1yaKMVDxqz+8h2b7ys//QLrmcK/28v6z+bJXookc4kpiNGzuEuEpz7zJwc9v9g5L8XRqNMRDibf+7h38bCk1eEWLhtQnQ9/OO/tjLWbSfeLECbfbXd82QBsNb1hZ4kP/++Ga0TB1u5TqD3/4A05XDAYDh7a2tjY8HUfD1157DU35/Oc/73a7l5aWFukkEA27u7vxDJWVlSdPnqQtGX9w+/btaGZqyaWlpXiX4hl27NgRrTR0HKnRMOz1jXfccQcuvLq6mvYCbmQ0XPNTCe9Gs9lcVVX12muvHTp0KPJPAAAANqF0/xrKc5RHQC654/m3WYc7ByX4r0MSBX738gfFDXi2vQVHUYDrHBBve+hVNPHnO/fin4BLUTQ0m80/+8+zbwE8WNasnNANiuXUt/BQoyH1ijm3tmNmZqa9f5R6yyDvaM+a0XDXvrOvUZw0k2hYi/oYCjUa/vvK6l125x8HpJqZmRnFhNYcJRqmbpdSHTlyBOeYyy+//OjRo1arVSqV4uc8cnJybr31VrTT8K/b5eTkPPXUU+Pj4zMU/f396B+RFWnNaGg2m/G7Zr7zne+0trba7XZc8vj4uM1mm5mZQetPffOLyWTCA4Tf+973Zmdn0TxvvPEGXuIHH3wwOztLXdWWlpaZmRl0EGNEwwMHDuBCvvKVr/B4PLwD6+vr0T8io+Gan0p4N5aWluIPlpSURB5NAAAAm026o6FiQnvz029R0+Eldzz/nQf+9ydPvvmdB/73kjue/+2fDjocDovFotZO3vbs2RfHPPsW56X3in70xF/wlPLmgVOnTqEbuVIXDakvfKH9jxoNXztYRv0T9b2D6L+C+m6UAmNEQ+oNjnf/4f132Ief/DNBLaS+U4yj4TNvMKl/2nrfK/k1LRaLhTYapm6XhqGOcuXk5FxxxRXoZdfnnXcemvLv//7veKdRH9r9l3/5l+3btz/wwAO33Xbb1Vdffc0110QbV44nGuLHn5Frrrnmnnvu+Y//+I8f/vCHn/rUpwQCAZqtpaXlU5/6FJrnpZdeWl5efuutt/Cn3njjDbSeEomE+r7rr3/967fccssvf/nLm2+++eKLL37xxRfx+GKMaGg0Gm+66SbqWn3ta1+75pprLrnkkhdffBHNGRkN4/lUYruR+qnf/e531BtDAQAAbE7pjoZms1mp1v3+r/nRktYPH/8LfiajoW0Av7cv7L+/5B2hvmsjddHQbDa/lVcTtvQX3iu+9dl3L1m5kou7/1GZ6lrKr/Ch//77b0W/efmfYSkwRjRUqXX4V+moGRH/+3DbMN6Wkvq2sDmrhINutzvaK69TtEvDHD16FD85gV133XX4FdA/+clP8E5Tq9W/+MUvcuicd955MzMztM/VxhMNzWbzyy+/TFtyTk5OQUEB+hRe+nnnnafT6Y4fP240GvG7rD/xiU/09/ejfVJcXIxfZx3m/vvvxzs5RjQ0m82NjY343kGqRx55BJVA+8rrNT+V2G7Eb3nMycn54x//SP2BQQAAAJtTBqKh2Wy22+2CXslL+0t/8NvXvvLzP+C0se2h//vdW1zTjBP3ptJx3av/rKD+fskjrzLwjy/jm66u/c2fvvfw/33v4f8LyzHfffBVND0sGm57aDeaHhYN8XRqNLRYLIIe8R/fK/7Viwce3U3k13YuLy/jl9c88yaH2v03dgzdvfI08dd/8eI73PrTZ848+xYXFXuwTIijIV63sGhoNpvbB8S//p8P8CY/v5dnnXX/+Kk9eH7qz0znHzl2/aNnr1nXHBN5vd5K/tltp0bDFO3SSK2trfhFgDk5Offdd59Op/vwww+/8pWvXHrppddddx31+Qybzfbuu+/+6Ec/ogaaK6+88rnnnhsYGIj2ymtU1KWXXhojGloslpKSkgcffPAzn/kMLvmCCy64//77P/zwQ6/Xu3///osvvhgV9cILLywvL6ORs71791664uGHH8blj4yMvPDCC9SA+IlPfOLHP/7x66+/jvfS5Zdfjj5IGw3NZrNarf7Tn/505ZVX4kI++9nP3nvvvaiEiy++GH2cGg3X/FRiu7G9vf3b3/52Tk7O1q1bpVJp2JPyAAAANqHMREOz2Wyz2dxu9/z8/Jw/qJ22a0z2Gecc+o2HxcVF3I1ZLBaSJB0uj9Y0I9eZHR4/+mkNv98fdjP+iRMn0G+BULs3kiSXlpbQdOqbVnw+36lTp9B06iO00aZbrVaXyzU/P7+0tLS0tKQzWnGueotdS+2/zWaz0+mcmDKPqU1uXxDlLZIkA4EAKhkPy1HXLfIHymZnZzUGi2TCYHd50S95OJ3OxcXFyPktFovH45mykGqDDe1DFBxnZ2dx+dRomKJdGsnhcBgMBvTjwsvLy0tLS2632+PxnDx5Ev2SBzUz2Ww2r9dLkqRCodBoNE6nE1WGEydOoBsMIsv3er34YEWLhujYoeXqdDqFQmGz2U6cOPHRRx8tLS3hHbW4uHj69OkzZ84cP34crxVe1TNnzuDhNIvFMjs76/f7zWbz6Oio0Wj0+/3oN3Kob7o5fvw4KpA2GprNZrvdTi0kEAigo4xKwHs+rGrF/lRiu3FqaqqrqysQCKCXa8IFZQAA2OQyFg3NZrPFYkGPApAk6XQ6nU4n+jEP/HAAZrVa7Xa7w+FwuVwOhwPf70+FfhYC/RYIdRF4OvUjVqsVT6cui3Y6u6qZurYzMzPU31M53DYcNtaC5sRri0d0UMl4Tuq60Q7VUAtB+yTa/OhPDocD7UMcYmi3PUW7lJbNZpudnXW5XE6nE20C3sORgQn9Kawy2Gy2aGEl2kGMhI4IdXvRT4mg9Y+2Y6nTw9YWLRpvGnokhfpZtDjazYxdCPpTtOXG/lRiu9FsNtvtdpfLhX4tJsZuBAAAsBlkMhomICNDGjc/vWf7jjeeeo3488Gyl/fzfv7cu9Q7Iz/66KNoP0GWlLVN9SanYZeewwNR58ymnTMbAgAAYIM+ZtEw/QbF8mhPzFxyx/OCPtmZM2di/6wLAAAAAMDHBUTDNXCqhD956s3IUPjA/3zQLVYvLy9H3iYIAAAAAPAxBdFwbbOzsyK5jt8rLajv5h3tOTakHJ+yokc3vF4vPNEJAAAAgHNGyqOhTqcb+JgTiUQSiUSj0RgMBvQghdFo1Ol0UqlUJBJleu0AAAAAsFnodLpUpDWqlEfD2dnZZQAAAAAAsGHUN+ulCFxQBgAAAAAAIRANAQAAAABACERDAAAAAAAQAtEQAAAAAACEQDQEAAAAAAAhEA0BAAAAAEAIREMAAAAAABAC0RAAAAAAAIRANAQAAAAAACEQDQEAAAAAQAhEQwAAAAAAEALREAAAAAAAhEA0BAAAAAAAIRANAQAAAABACERDAAAAAAAQAtEQAAAAAACEQDQEAAAAAAAhEA0BAAAAAEAIREMAAAAAABAC0RAAAAAAAIRANAQAAAAAACEQDQEAAAAAQAhEQwAAAAAAEALREAAAAAAAhEA0BAAAAAAAIRANAQAAAABACERDAAAAAAAQAtEQAAAAAACEQDQEAAAAAAAhEA0BAAAAAEAIREMAAAAAABAC0RAAAAAAAIRANAQAAAAAACEQDQEAAAAAQAhEQwAAAAAAEALREAAAAAAAhEA0BAAAAAAAIRANAQAAAABACERDAAAAAAAQAtEQAAAAAACEQDQEAAAAAAAhEA0BAAAAAEAIREMAAAAAABAC0RAAAAAAAIRANAQAAAAAACEQDQEAAAAAQAhEQwAAAAAAEALREAAAAAAAhEA0BAAAAAAAIRANAQAAAABACERDAAAAAAAQAtEQAAAAAACEQDQEAAAAAAAhEA0BAAAAAEAIREMAAAAAABAC0RAAAAAAAIRANAQAAAAAACEQDQEAAAAAQAhEQwAAAAAAEALREAAAAAAAhEA0BAAAAAAAIRANAQAAAABACERDAAAAAAAQAtEQAAAAAACEQDQEAAAAAAAhEA0BAAAAAEAIREMAAAAAABAC0RAAAAAAAIRANAQh09PTmV4FAADYXKDhBdFksG5kIBpOT0+bTCaTyWQ0Go1Go8FgMIJMMxgM+ECgo5ORSonrBq4eAABwrsqehhf65SyUwbqR1miIKp/BYNDr9ZOTk1qtVqPRqFdoQIZQD4FWq9XpdHq9fmpqKp11EeoGAGBTUVNoNBqtVqvX6/V6PYoC6Wx4jUYjWjQ0vFkC7f+JiQlcNyYnJ/V6vcFgSE+/nKZoiOqfXq/X6XQTExMKhUIqlUokktHR0ZEVoyBDRkZGhoeH0SEQi8VSqVShUExMTOh0uvQERJPJNDU1NTk5qdFoVCqVTCaDugEAOLehhhe3vVKpVC6XT0xMoIxoNBrT0PCiUKjRaMbHx+Vy+djY2Cg0vFkA7X9cN8bGxuRyuUql0mg0OCCmtG6kIxpOT08bjcbJycmJiQm5XD4yMtLX19fZ2dna2trc3MxfIRAImkF6CQQCPoVAIGhpaeno6Ojr6xsZGUHt1OTkZOoaKVQ39Hq9Wq1WKBSjo6MDAwNdXV1tbW1CoTBs3TK9twAAIAnCGl4+ny8UCtvb23t6ekQikVQqRWfmKU0AaLBGq9UqlUqJRDI4ONjd3X3s2DGhUEhdPWh40y+segiFwmPHjnV3dw8ODkokEqVSqdVq0ahNiuqGOQ3RcHp62mAw6HQ6pVI5Ojra09MjFApra2vr6+uPHDlSXl7O4XDYbDaHw+FyufkgvbhcbkFBQcWK/Pz8oqKi8vLy2tpaoVDY09MzOjqqUqlSlw7xOYNEIunv7z927Fh9fX1dXd2RI0eqq6tx3YDqAQA4Z3C5XA6HU1lZiRrewsLCoqKi0tLSw4cP8/n8rq6u4eFhhUKRugSAcuHExIRUKh0cHGxvb29sbKyrq6urq6uuri4sLISGN4O4XG5ZWRmqG8XFxQUFBYcOHaqpqWlsbGxvbx8cHJTJZGq1Wq/Xpy4dpjwaGo1GnU6nUChEIlF7ezvaMLlcji6oj4+PS0FGhR2L5ubm/Px8giCKi4vr6ura29uHh4eVSuXk5GQ8tXBxcbGjoyPOuoGaJ5VKNTo62tnZ2dbW1t3dLZVK8f0Wmd43AACQKtSGrru7+9ChQx9++GFhYWFNTU1rayvqKLVarcFgWPO0PIGGF52Q9/T0oIZ3dHR0fHwcrY9cLs/0vtnsqMdiYGCgpqaGwWBwudzKykqBQNDX1yeVSlOaDlMbDVEVVCqVIpGoq6tLIpEYDAaXyxUAWcnr9dpsNo1Gw+fz//73v7PZ7Orq6mPHjo2MjIyPj8dTC+NvoXDzNDo62tXVNTg4qNfr7XZ7pvcBAACkm91u1+v1nZ2dDAYjNze3oqJCKBQODg4qFIp4Tsvjb3inp6enpqY0Gs3Y2FhPT09PT49Go7HZbF6vN9P7ANBzuVwGg0EsFnM4nH/+858lJSVNTU19fX0ymUyr1RqNxniO+3qlMBqiKoj6/t7e3vHxcY/Hk+mdDOJisVg6Ojr27t3LYrEOHz7c2dkpkUg0Go3BYIh90ONvoQwGA2qe+vr6xsbGHA5HpjcaAAAyyeFwjI6OHjhwgMFgVFRUtLW1jY6OTkxMrHlavq5z8snJSblc3tfXNzw8bLFYMr3RIC4ej2d8fJzD4Rw4cKCkpEQgEAwODiqVyhQNHKYwGuIq2N/fr1Qq4aTk48VisZSVlb377rv5+fmNjY0DAwMKhSJZLRQeTh4cHBwdHYWBZAAACAQCLpervb39zTffZDKZtbW13d3dMplMp9MlKxoaDIaJiYmRkZGhoSHIhR8vXq9XLBa/8847//znP9GZg1gs1mg0qRg4TGE0xFVweHgYxoQ+jjQazf79+w8cOFBeXt7e3o4GDmPXwjhbKKPRqNVqx8bGBgcHp6enM72hAACQLaanp3k83t69e3k8nlAoHBkZmZiYiH3FZl3n5Gi8RqPRZHpDwbo5HA6BQLBnzx4Oh9PQ0DAwMKBSqVIxcJiqaDg9PY2HhZRKpR98DFmt1srKyj179nC5XD6fLxKJktVCodMGkUgkkUjcbnemNxQAALKF2+3u7u7+85//TBBEbW1tX18fumIT42GUdZ2Ti8VikUhktVozvaEgEUql8s033zxw4EBFRUVnZ6dMJovzIdF1SVU0RFeTZTLZ0NCQwWCItpFzc3MWiwX9WBB6kH4EJAN6PaZWq91I8JqbmxOJRK+++iqDwUhiC4VPG4aGhsbHx2OsgM1mQ3VDq9WiN2ICAEDWQg3vxMQESZIJN7x+v398fPztt9/ev39/WVlZe3u7VCqNfU05/miIzsmlUunc3Fy0pTscDtTwTk5OqlSqTO/Uc4RYLFapVCqVymKxbKRuGAyGvLy8d955p6ioSCgUjo6OpuKacgqjITo7GRkZsdvttFs4OTk5MjKi0+lsNpvNZpubm1tYWDgFksHv9/t8PoPBMDIyYjKZYrQCsY2Pj7/++ut///vfq6qquru75XJ57LHr+KOhQqEYHh6OdtpgsVjQFwnVDafTGQwGM71TAQAgFtTw2mw2iUSykTNzg8HwwQcf/PWvf42z+48zGk5NTY2Pjw8PD0c7J3c4HFKpVCaTTU9P22w2kiR9Pl+md+o5YnFx0ev1Op1OmUwml8sdDkdidcNut1dUVLzxxhtsNruxsTGeq3kJSFU0NBqNGo1mdHR0eHgYVa8w6McBT5w4sbi4GAgEEttHILbFxcX5+XmVSjU2Nma32yOPwprUavXf/va3ffv2lZWVobHrZEVDuVwuEolMJlPkQo1Go0wm8/v9S0tLwWAw03sRAADWYXFx8eTJkzqdTiwWG43GBBpek8nE4XDeeOMNDofT1NS0ZvcffzRUqVSDg4NqtTpyobOzsxKJhCTJU6dOLSwsZHovnpsWFhZOnz49PT0tkUgmJyc9Hs966wZJko2Njbt370ZX8wYGBsbHx6emppL7mxQpjIZo4FokEkVGQ7PZLJPJTp48CR1/Gpw8eZIkSYlEMjEx4XK51lUL1Wr1u+++u2/fvtLS0o6ODqlUGvu2hnVFw+Hh4cho6HK5RkZG5ufnjx8/nuk9BwAACVpaWvL7/WiIaL1n5iaTicVi7d69myCIuro63P1vvOFFDwDQRsOxsTGSJNFqg5Q6ceLEiRMn1Gq1WCw2m83rqhsoGr788ssffPBBTU1Nb28veoXNxywaSqXSyG2bmJhwOp0LCwvr2iMgYYFA4MSJE+j6snk9FVEqlT7//POpiIYKhaKnpyeyehiNRoPBsLS0lNQdAAAA6RYIBE6dOoWuL09NTa1riEgqlb7yyisffPDB4cOH+/r6Ynf/8Te8KpWqv78/suGdnZ2VyWRnzpxJ6g4AsSwtLc3NzclksvWO2kil0pdeeunAgQPV1dU9PT1rPgOQgFRFQ/RYyeDgoFQq9UYYGRmBvj/9jh8/7vP5ZDKZUqkkSTLyuERKXTRUKpW9vb2R1UOpVKI7IzO9twAAIAkWFhaCwaBarZbL5VarNZ6GF7W9uPvv7u6O3f0nEA3DFoeuSMJ4TZrhURt070H8dePFF1/cv39/RUUFfgbg4xEN0e+gDAwMRIuGp06dinMvgCTy+XwLCws2m21kZGRqamrN+aVS6R/+8If33nsP32uYrGgYrYVCrzpKzdYDAEAG+Hy+EydOoBt7dDqd2+1e8yNSqfSFF14I6/6jtb3ranhp++WpqSmbzRYMBlOzA0AsCwsLbrdbpVIplUqn07nm/FKp9I9//OP7779fUVHR1dW15uOhCUhhNBwfH6etgm63G40apmYng7UFg8FAIKBSqeRyeeyKmNJoSFs9xGLx8ePHU7n1AACQAYFAYGFhAQ0frpkAUPf/3nvvlZeXr9n9b7zhtVqtarUaTsszxefzzc/PT09Pi8XimZmZ2DNT60ZnZ+fHNRrORRgZGTl58mTkdJA2Xq93aWkJVUT05iBaaYiGYUscGRlZXl5O7cYDAECGHD9+3GazicVii8USYzbU/eO3QyQ9GkYucWRkJBAIpGqzQRyCwaDH45FIJHq9PsZs66obiclkNPQkam5ubiMzo3WIPSXGgqIt3e12x7liYYtzu924WOpeivHxNReBylzT/Py80+kcGRmJlg4zFQ1j77r17p/4jwv+t1wu7+npCVu3xIqlXVC0TYi/FsV5iAEA2QbdSy2RSGKkw+yMhmjUKvY8aeNZ3SN8TBcRBt30pVKpdDpdtHk+rtEwnioYLRoqlUomk9nY2IiqIEEQ6I3NVqv18OHDDAaDwWAcOXIE3czb2tqKZ56bm/N4PAUFBUwmU6/Xq9VqJpPJZDKLiopEIhGagbmiurraZDJ5vV4Wi4Un4kJUKhWaUlhY2NDQgJaFC2QymXV1dXhmj8cjlUoLCgoYDAaLxert7UV/ys3NFYvFaHv5fH5tbW3k4hwOR2VlJYPBYDKZw8PDzNV8Ph9BEGjkn3bzBQIBk8lEM6hUqsLCQq/XOzs7i8ukrmQ0x48fJ0lybGwsWhXMkmjI5XKpO2d4eJjBYGg0Gq/X29/fz+VyNRoN+lN+fn53d7fX621ubsbzy2QyNAXtw+bm5tiHWyqVHj582OfzRdaQ9vZ2FovFYDAKCwtVKhWqGwwGA6c6BoOB9+fg4CCDwejs7PR6vVNTUzEOsVwuLywsZDAYeXl5XV1daFlrHmKNRrPmIQYAZBsUwsRiscvl2njbm6xo6Pf7add2480vbqZQFx/W3kabmcVicblcdGtmU1NTV1cXWtXOzk7UCOfn5ysUCq/Xq9VqmUxmQUHB3NwcajxRmW1tbV6vl8/nM5lMFotVVVVlsVjwFCaTWVxcLBaLI9eB2junuZmdm5s7ceKERCJJ1pBNAtIRDSO3HEVDNx2lUnno0CEGg2E0Gv1+P4PBmJ6e9vl81dXVDQ0NDoeDJMmqqqqGhga/39/c3Iw6e4/H4/V6FQpFeXk5g8GYmprSarV5eXmBQGBsbIzNZqNbKBgMhlwu93g8paWlAoHA7/czmUw0xePx+Hw+dPiVSiUq02w2NzQ0FBUV+Xw+jUaDJno8Hrfb7fP50D+MRiODwRgeHvb7/ePj42gRPp8vNzdXIpGgMvl8fl1dHV4cWorf7+/u7i4rK/P7/Xa73Wg0kiSJluJwOGZnZ/1+P0EQMpkMbf7Ro0fDNh99VUpKStCiCwsLfT5fT08PKnNmZgYtnXY/Uy0tLanVaoPBEHmk0hANI+vG8vJy5EpardaZmRkGg6FQKBwORyAQaGhoQHuVy+WKRCKtVstgMLxe78TEBIPB0Ov1QqGwrq4OFev3+81mM4PBsFqtgUBgeHgY75zIw432J9rJYYcMtYPT09Mej6ejo4PJZM7NzaGjhpskBoOB3g0xNzdXXl4+PDxcWFiIauDMzAzKkWGH2GazMRgMkUjk8/nQDKiE2IcYVRuv14uqIgDgYwQ9EajVamnzQaqjIW2/7PP5aFd1480vbqZo21uhUFhbWxs2s8fjYTAY5eXl3d3dfr+fz+d3d3f7fL6BgQE2m20ymTweT3d3NzotQfqEgwAAIABJREFU12q1BEGUlpaOjY2htpfBYDQ1NR07diwQCAgEgpaWFp/Pd/To0dbWVr/fLxAI6uvrfT4fOnsPBAJh64Ca2UAgkJFm1uv1+v1+mUy28bqRmKyLhiqVisfjHT16tL6+PhgMor7cbrejjBgMBoPBoFwuZzAYwWBQKBQKhcKysrKxsbFAIFBfXy8SiVCs1Ol0KBqKxeLy8nL0bm0Gg6FUKhcWFo4cOdLc3BwMBplMpkKhcLvdTqfT7/fjYSRUPrreymAw1Gq1TqdjMBgul8vlcgUCARwNu7u7i4uLA4EAWrfa2lqhUBgMBnNzc6VSKZpTIBDU1dWhxSmVSry4vr4+BoMhk8nm5+fRGqKQsbCwMD8/HwgECIKQy+UkSdJuPp/PxyWo1eqioqJAINDf34/LRFu0Zi30+Xw2m02v12+8CqYuGno8HhTu0REMBoMolCuVSg6HEwwGJycn0a5DB1qr1ba0tNTV1bndbnTIrFYrg8FAA3Job8c43B6PR6/Xo2hIrSHFxcW9vb3oQKDWR6fTobrh8/moZyCBQAAFPlQm+klAnPzCDvHg4CCPxwuuqK+v5/P5gUBgzUMcCARwm5WXlzc8PAwxEYCPBdRiKJXK7I+GG2x+qdEwsr3VaDS0M6NoKJPJ0Im3QCDo6ekJBAKlpaXd3d2oqUSLU6vVk5OTBEEMDAzU1tYGg0GZTFZZWcnn89va2ubn55ubm1tbW71eb11d3eDgYDAYbG5ubmhoWFhYkEgkTCZzfn4+rL+g9s7UZlYgEFRWVqLVS2n1OHny5MjIyGaMhi46SqWSx+NNT0+j3pTBYNhsNtT1ejwelLTQCYrH42lpaREKhYODgzU1NaifRlXNaDSimpqfn89gMNrb21FOYjAYBQUFLBaLz+d7vd75+Xk0AJ6fn9/U1ITTHjqtQY/x+v3+3Nxc9FvPqMD8/PyJiQkUuVwuV1NTU01NTSAQQOvG5/Nrampoo2Hk4tAgOYPBKCkpMZvNPp8PnXKhuoiuNsrlcrQtc3NzYZvP5/N7e3t7e3uLioq0Wm1RURFaZz6fj8pE6Yd2P1MFAgGDwZBV0ZB2PVFLoVAogsEg2nv19fVsNnt4eHh+fh4doKGhoaNHjxYWFgaDwZaWFrzDUXMzNDSUm5vLYDBGR0djH260q30+H/WQoSokkUhQk+Tz+dD/ogOEGnpUD1E07O/vP3LkSDAYrKqq6ujoQO0L7SFuaWmprq7GE4VCYXV1NUr/vb29PT090Q6x2Wz2er2oKnZ0dKjValwzAQDZzO/3O53O8fHxrIqG0dZ2g80v7oki29vR0dHImVE8QgHg0KFDXV1dAoEAnZYzmUyxWIwbYSaTOTo6qtfrCYJAwyhut7u2tnZ4eFggEOBoyGazuVwuj8eTyWQoGubl5eXn55eWlqrVahQNqeuALtpENrMjIyN9fX1oWCGl1WNhYeEcj4aRcTh2NCwqKpqfn29qampoaCAIYmZmBg1l22w21LlKJJLc3Fx0LIVCIaoNo6Ojhw8fnp+fx9EwLy8PvQYFnZcEAgF0loNG3RwOBx7GQ6dBkVnB7/fPzs6ikSF8VhQ2GtfZ2Xno0CE0s9frPXz4sEAgQCkQZQiUFxsaGtBE6uLQI+sWi6W4uLi5udnv96PcgEtDuSHa5qPcgC9Kov2Gvm+oTDR/7KDgdrvRmRNJkpFHKg3RMLJuRIuGqKVAqQtduqWOwKHE3N3dLRaLfT4fapvq6urwIUN3r/r9/tbWVoIg0L0+bspZLPVw40WgUUN0yPx+f1FR0cDAADp8DocDVS2c3fGooVKpDAaD6L4FJD8/H30q8hArFIr+/v6SkhK8nnV1dWjsec1D3NzcjOutZ+WOaYiGAGQ/1PBarVbaQaNUR0PafjlGNNxg84uDVGT3Ojk52draWl9ff/z4cerMOBqij7S0tPT29s7Pz5eUlPT396Pm1OVyoRYbRcPjx4+XlZWNjo6igEiNhq2trQsLCwqFAp2Zo1FDm82GkiUeNaT2F9TeGTezbrcbNbMpjYbBYHB6elqtVm+8biQmY9FwaWnJSQdFw2AwaLFYGAwGg8GYmZkJBoNFRUVCodDtdttstrKystbWVlT5hELh/Px8WVkZg8EYGxtD0dBgMKALygsLCyhXoc4ej4fzeLyOjg58QRnVdZyiUEWcm5szm82NjY3FxcXBYBCdFaFemVotUE8vl8vRnQEMBmN8fDwYDFZUVNTW1vp8PqvVymaze3p6cBLFi+vq6pqdnUW3Era1tQUCAVQaGjqam5tD0RBtfktLS9jm8/l8VGxfXx+bzUa5oaenB136rK6uRunH5XLR7mqn0+lyuY4fP65SqbRabVKqYLKiYbS1RSP8OJqjmzvRCSi6Fo8uzeOxt7q6Ojz+p1Ao0Fu+h4eHORwOzs2RhxsdZdQQoHsN0cw+n6+1tbW4uJgkSZfL1draymKxgsEgWrHR0VG/349OPCwWC7p+LZfLFQoFao8mJyd9Ph9a57BDPDU1hTcNzaxWq9HoYOxD3NbWhlvSvr4+nU6H/h3tiAMAsgF6s2y0vj9T0dDr9UZb4Q02v263G5VD272iWEadGXWvDAbDarUGg8GysjIOh9PX1zc/P9/R0cHj8ex2u8vlamtr43K56Io2QRDz8/Po3sHa2tqFhQV0QRmNEaJoODo6mpeXh6PhwsICuiaDoyFeh66uLofDgXtn3MyOjY2JRCLUO6Sobvh8PqfTKRaLacdrNmk0VCgU6L5U9JQJjoZarba4uBiFRXQ5GN032tzcHAgEBgYGGAwGuoeMsfIYCpqZw+F0dXXhmxLQePjg4CCTyQwGg3l5eYwV6GDjaMhgMAoLCxsbG9FwHS6QwWAcPnwYD4+73e6+vj4mk4mWxWKxNBpNMBg0mUwosDIYDIFAgK44Uxc3NzcnFArRv6urq91uN46G+GYLNFaEll5SUhK2+Sg3oByTn5/P4/FQ/cZl4mH8aF/1+fl5dBNbUponcxqjIfqWogE/9GVGp7Bob6C9h59HZjAYEolEpVKhh9rYbDY+H8DRkHq4UQmoMoQdMofDcfToUfS/paWldXV1aPh5cHAQXapmMplDQ0MozFVUVKCbUNH9Mej2Z9pDHAwGh4aG0LLQNRq0IU1NTegW7GiH2O12472Rm5uL2iyIhgBkM/S7eeiRjo9jNEyg+cXtEm33its06sxoiRaLxe/3o2WhC8oejwdd6mUwGMXFxXq9PhAI6HQ6giCCwSAaDJJKpejCGn4MBc1/6NAhNHaDoiGeX61W4+4YrUNY74y3Gt9rmKJo6Pf70WsvZ2ZmktUvJyAd0TBysBRFQwcdp9OJr4uhy394fAUN26BuEl2NnVt5zVLYdOoPFOK7APH8tPNQU5TL5UIXB9F06mfxUlAtwSuMkoTf7x8ZGUHfH1w+dcXwFqHvD34WHc2DvlFoQXhE3UvhX4FXCaOuG/oT+ofH43E6nZH7Ga2wRCLRaDQxhrXTEA0j68by8jJt3UDNKNo69LV0uVxo53tW3giI/oqOo3vlOS/q3kbfPXwQox1u/LV3u92okuBCcBXy+/2o+cDHGtUB6uGOrHj4eFEPMW0JYS8siDzE6H+p9RY1HKhmAgCyjcfj8fl8MplMpVLNzs4mq+3deMOL2l509hvNRppf9BGHwxHZ3uIeGTez1OYXN4CoM6U2rdQOEYeByDyAJ+K+npoB8F/Rp6gz0DazaK1wAEgip9OJ7tocGxuz2WxJ7JcTkHXREFUd1L25V17qS/1ffJkfT0TwnNQpuLJGzo8/Qp3HtZL2UKWPXBaupriio/nxFwNVKbvdHhbd8LqFFeumvO/avTKKjv5B7expP0uNAu6IFyBTtyiy/qHf856eno5R/xKoghtvodATYTG+PGiT8c6P3F3o39TjQrv/cYSiPdzU8qMdMnS4bTYbrj+Rh9tNue2PerBoD3FYCdQPxjjEeG1RaXjzAQBZZX5+Hv9+feyGd71t78YbXqPRaDAYYkfDjTS/1OkxGlXamXEzSO3lqa1ltM6dtvcMa5/DwgB1HtpOIUXNLArE8ZwzrLduJCZj0fD06dOz0TkcDvwPBP8bxfawiTGq8przU+ehrkC0ZUXOjP6Epod1/GErEFksnoKXQt38yBWmXaVo2xW2krOzs4FAANc/dK9GcqvgxlsohULh9/udTmeMuhG582n/TT0u1B0e5+GOLCTyQMRzuKMdyjUPMe2GRx7iGJsPAMgGKGTIZDL0EtM1G971tr0bb3gnJydtNpvP54u9IYk1v7QtXuyeMXKJYS1n5PyRLSRt0xo70oXNE6NTWFcFiMHpdC4sLKDBGqPRmPS6kZh0RENnBHS/gtPpJM9F+JBnekVWcblcCwsLOp1OLBYbDIbIg0IrDdEwbIkajQa1UJneYfHKzsMNAMgGTqfz+PHj6Nfq9Xp9nA3vetvejTe8JpNJrVajH8cC6TE7OxsMBt1uN7oVfmZmJkX9cgIyEw0nJiamp6fn5+czfWg2BVT/0DmrSqUiSTJFzZM5GS2UwWBQqVQnT57M9G4DAIDEoYYXPeonk8ni7/gTaHs33vDOzMygl8o5z9Ehm2zj8/lOnjyJBgtNJlPq6kZiMhMNzWazRCI5deoUui0PpI7H41lYWFCr1esaLEy4Cm68hSJJUiwW+/3+hYWFTO88AABIhNvtXlxcnJ6eHhkZWddgYWJt78YbXqfTqVAobDYbOi3P9P47lzkcjsXFRZIk1ztYmHC/nIDMREOn06nX69EryAOBgMPhyPTBOgeRJInrn0ajIdczWJhwFUxKC2U2mxUKxdzc3IkTJ5xOZ6Z3JAAAxAs1vH6/XyaTKRSKBDr+BNrepDS8MzMzSqUSpUOPx5PpHXlump+fX1xcVKvVY2NjZrM5DXUjMemIhtHu97RarWKxWKfT2Vb4/f5lkAxOpxP9wCCqf2venxtNGqIh7XJJkkSXv3HdcDqdmd6pAAAQC2p40Xvp9Hp9wg3vetveZDW8DodjYmJCJpNNT0/jtjfTO/Ucsbi4iPYnHqxJT91ITCajIWIymXQrFArFCEiGiYkJtEs3Uv8SqIJJbKEcDofVasV1Y2JiItM7FQAAYsENr9Vq3UjDu962N7kN78zMjF6vx21vpnfqOWJsbAztT5PJlM66kZjMR0OQzTIbDQEAYHPKYDQEWe4ciYbJev0PSL80RMNMbyIAAGSdVEfDTG8fSBxEQ5BhEA0BACD9IBqCaCAaggyDaAgAAOkH0RBEc45Ew0y9UhJsXBqiYaY3EQAAsk6qo2Gmtw8kDqIhyDCIhgAAkH4QDUE0EA1BhkE0BACA9INoCKKBaAgyDKIhAACkH0RDEA1EQ5BhEA0BACD9IBqCaCAaggyDaAgAAOkH0RBEA9EQZBhEQwAASD+IhiAaiIYgwyAaAgBA+kE0BNFANFw3j8czOTlpsVjSudBz2DkcDV0ul0ajydTSwTnJ5/MplcpMrwU4F5wz0RC+FEkH0XDdgsGgRCIxGAzpXOg57ByOhnNzcyKRKFNLB+ekpaWljo6OyOl2uz39KwM+1s6ZaBjtSwESBtFw3c7VaJiprgWiIQDxg14QJAtEQxDNJo2GGo2Gx+Ptozh48GBLS0s8nz1Xo2GmQDQEIH7QC4Jkyapo2NLScvDgQWqnzOPx4rwhB74USbcZoyGPx9u1a9dOOnv27JHJZLE/DtEwubItGppMpv7+/pqampqamuoVVVVVVVVVlSsqKiriaYmyKxqq2gX85t6pTK/GZiUWi2krFbVeNTc3G43G2OWkrxeECnOuy5JoKJPJ9uzZQ9sj79q1i8fjrVkCRMOk23TRsKWlhRoE8QkKDot79uwxmUwxSsjOaDitkgyNjc9kejUSkG3RkFpDYltzmDm7oqFCwCYOdekzvRqbkkajibNSsVis2EWlrxeECnOuy4ZoaDKZcC585pln7rvvvl//+tcPPvjgY489Fn9Lm/ovRfo6WEWbgC/sWzterFoj3XBb89FGYU/yHnrcXNFQJpOhCBg5Omgymerr6+NpneOIhtJGzllHx+Jcu/XSjQwODEpDD0qLG5hEQcvH8RmtbIuGVVVVcfbiVVVVsYuKOxrOWKP9Ra/RJGvYBvf0dis8sJBmIpEozkq1b9++2EXF3QtGr1SRaKvZRiuM3Qb1LLtlQzRksVio5m/btu0zn/nMhRde+PWvf/3qq6++7rrrbr755ieeeGLnzp27du2KfTVvndFQ2VJI6aGbopSc5A5W3pyPlsfNL66q75JGG3+S81lEaTd9q09dJcoa6XsqCaLyWHdHi2oDK7ja5oqGuBZGq2cHDx5EM8S4xSGuaMjkCkdDxHQzxt3W2sPbd6tt5V9hJ/VW46pTmhkbSSN6aRmTndHw2WeffSq6pEVDm7j1cDGbIAiCWVAtHIuoFXI+q/CYOmKXCQpY7MZRG0nKhYV5ld06yvxsqvJeytVJVF86jxQSBMEtFY6uceESJBGOhlKp1Ov1zs3Nud1ul8vlcDhmZ2ftdrvNZtu7d29yomFkpYpeYRD6aharwsSqaCRpFLcfKWARBMEpF0jWWjjImIxHQzyaftddd23ZsuVzn/vcpZde+p3vfGf79u233HLLHXfcceedd8YzXrPeaNjMIfJbxidCqO+ho/SQMTvYiI4ZTcQteGTPKueziMJjao1mfORYDUGwm6SUz4XNR4mGq87wVq8SXiOFgL06TSahX99c0XDNSoZraoxeP95oGCW/64eFZVyCIHj1PcNHWKXdepJUNnPyQgdWzmexQs2scazjSCE7j53LKW7oUZAkqR84WsZislm53Ipeo77rEIdFEASHw+EKVSSpEnLzijt0JEma5T0Nxdw8gshlFx5pF0+RJKkQsLlCRXdtEYsgOFVtEnt4aWvuuRTKzmj4X//1Xw9Hl7xoONw2qNRb7TNTg7UEcUQU/o2m77NJ48ARgijtmOitIgqF1LMcm0q5CvVqoELAJoiipsHxSWV3DUEUtSbvDBOsIb3RMLJSRa0wSPRoGK3CxKpodgk/n+AJRyen9fI+vnithYOMyXg0xJdoLrjggi1btnzxi1/85je/+YMf/OC222677777HnrooXvvvffRRx9F88QoJ7FoeHZCZA8ZvYON6JhJUtnMYQukLeW5RFmPIVrPGoqGJEmS+q7SlS9mZGEr0TDiDC9slVbWSNvOW5l8WGRLWr++iaIhbp27urpizIbue4jRQMcXDYniEh6vtLKmuU++6t3YY3wuUdAomtBKuw/nEcRKNCTORkOivNcYal4PD0ySpFXWXEBUduvVx4qIyj4TSZIGudRGTo6jM4jx8XE1SZIqIZco7tCR5JiggChsHp6cNukGG7kEt0kyg9r4wsZBuUbSWkwQtSMzZFhpGZSd0fCZZ565J7okXlC2TylFg309nZ18NkEZezH1VbDZbDabSRAsNpvNZofFxon2UoLIz82tHVp9XUI/uYqZ8ifKGad1qIYgqgfNJEiPtEZD2kpFX2FiVrOYFSZGRdO281Z3vFFrK8isjEfDffv27dy588EHH9yyZcuWLVu+9KUvXXnllTfeeOOdd975yCOPPPfccw8//PB9992Hvjsx2tIEoiGzphbp0JJ0PWSUDjayYw6VRzBrOiXSoVFVtJ4VRcOBgf6e1iP5BK9p2ExfGI6GEWd4q1cJd/nacTRqOD4+Pp28fn0zRsPYvTWqrBuLhgaFTKEcV0j7Ww4RBLeRcrPhZGcJwWlGdywoBJzo0VB9rIgoaW1DKgkWXz4tamATzNL6Y/1yQ+jzlMHllXoycayQ4IYWQI41MomSDh11vFnWlEeU9xrJiNIyJjuj4ZNPPnl7dEmLhqq2CoJT3z4gGh4WrIqGpM1oNBqNaDjHaDQajasvNsuERURJKUGUd66680HGZxEUZT2Ug0upL5ahGoI4LFrHzWhgQ9IaDWkrVZQKE6uaxaowsSraeGtBWDSMsnCQYVkSDe+9914UDS+88MJvfvOb119//e233/7rX//60Ucfvf/++3/5y1+mIhrmtwwgwyaSroeM0sFGdsyh8ko6J0mSJKP3rHI+i2Afqaur5hGc+k75DBnq5Y+FFXb2gnLkGR51lXA0pK5+8vr1zRgNUz9qiBl6ygmiovfsrJo2Hk5uq6MhOt44Go635BMlnaOYcpokSYN8sK2+lCAKm8fIKDVXJcwn8lcuZo8dzSUOdU1SKz5eQHhpGZOd0fDxxx//cXTJioaWoRqCqBVZSFIzcJRFlEdcAohyQVnbXUFw+WPKVh7BrBNNU/5iX436IYWATRA8vkilV3XXEMSh9shyQYqkMxrSVaroFYYkyZgXlKNVmBgVbXqoNpfgCUd0xkl571GRdY2Fg4zJkmiIRw0///nPX3bZZddee+2PfvSj22+//a677rr99tvx7YbJjoarLyhH9pC0HSxtx0yNhmS0nhVfUDYO1RJEUasySi+/Eg3pzvDWjIZRl75umygamkym+O81jPEupbWj4UTbgExrmDbqpZ2VBFHUrDj7J9tIfS5RJBjVTil76tihC8q6jmKCqO2f0I511eQRqBKYBmtzicpulYUkSeuUSjxOavrHJm0kaZc25RGHh6wkOdFaQHAE0kmdYvpsPTGhZnl0yjKtHWxiE8WtCtqKH1FaxmRnNHzssceuiy5po4bmkaZSJpGbz64QDtfmRkbDScnw8Fj4RbhpUX0es6pXT5KmoVpmblGLPK4NUwjYnGaxsIJFEASnqm0M+uj0SeuoYUSlWrPC0FazDVSYiQF+KZtAj6EMDSVUW0EaZDwa8ng86r2Gn/zkJ//1X//1G9/4xrXXXnvDDTds3779hhtueOCBB9A8MV4ql1g0VCMaC300pO9gIzpmcnU0jNqzUu41lPI5RF7DqI22sFA0pB02oK4SbTRMXr++iaIhGccDyGs+wkzGEw2VwlJuLkEQBJNT0dSjWP1HdW9dAZMgcksa+lZGDcnJ/qM8JkGwD/EHh2pWAoJmoLmSwySIXILgHKofJVWtZWwij80kCmuOyWZIkiQVLRV5BIFOf1RCbi6qJ5qhlipuHkEQTG5JY6/CSpKkQsDOPVvxc8t7jTSlZUp2RsNHHnlka3RJvNeQJMkZc3pf8mFN8/JAuu81JJNbqRKsMBZ4SVKWy3g0lMlk6Htx6623ooHD888//8tf/vJll1125ZVXXnXVVddccw2a4eDBgzHKWW80FBawzmqQ0PWQZNQONqxjJklS2czJXYmGUXtWOZ+VuzI2r2rlMZk1Aya6wuR8Vm5p9xT9sAFllc6uEWX1k9evb65oiBvo3bt3h11WNplMOBfGbp3jvKBss1iiN4wWq51yQRmx0kZ8u9lCuZl0xmoOu7XUHuUxdXv4jDQiS8uE7IyGDz300NeiS240BOe89EdDANaU8WhIrlxTRunw05/+NBo7vOCCC770pS9t27YNvddwzScEUveliN7BWqJ3nuvtWaMXRneGF22VEl06vc0VDUnKCDa6sox/q2r37t1o4q5du2L/bmPSfg0lLBpuVtkZDX/zm9/8a3QQDcG6QDQEWSgboqFGo8E/RbZjx44bV9x66624p17zt/LgS5F0my4akiRZVVUV7TeU9+3bl8bfUJ7SqLXw3uHsjIb/+Z//eX90EA3BuuBo+Pbbb7///vvvv//+e++999577+Ef6ty7d++LL74I0RCkUzZEQ5IkZTIZHjsMs2vXrjWbWRK+FCmwGaMhSZIymQxfPsaXmOvr6+P5bHb+hvLHV3ZGw3gkHA3DnugE57xM/FAeAGvIkmiI1NfX42t3CIvFWnOkBoEvRdJt0mi4ERANkyvboqFGozl48OC+OMR4Yg6BUUOAsViseCrVmhUGekGQLFkVDTcCvhRJB9Fw3SAaJle2RcMkgmgIkg56QZAsEA1BNBAN1w2iYXJBNAQgftALgmSBaAiigWi4bhANkwuiIQDxg14QJAtEQxANRMN1g2iYXBANAYgf9IIgWSAagmggGq4bRMPkgmgIQPygFwTJAtEQRAPRcN0gGiYXREMA4ge9IEgWiIYgGoiG6wbRMLkgGgIQP+gFQbJANATRQDRcN4iGyQXREID4QS8IkgWiIYgGouG6QTRMLoiGAMQPekGQLBANQTQQDdcNomFyQTQEIH7QC4JkgWgIooFouG4QDZMLoiEA8YNeECQLREMQDUTDdYNomFwQDQGIH/SCIFkgGoJoIBquG0TD5IJoCED8oBcEyQLREESzeaOhyWQSUchksjg/CNEwuSAaAhA/6AVBsmRbNJTJZNRO2WQyxflB+FIk3WaMhhqNhsfj7Yywe/furq6uNT8O0TC5si0amkym/v7+mpqampqa6hVVVVVVVVWVKyoqKuJpiSAaAuzIkSPvr3hvxb4Ve/fu3bt3L5PJXLO6pq8XVLUL+M29U+lY1Bor0iFsbukzZno1zj3ZEw27urp2794d2SnzeDyNRrPmxyEaJt2mi4Ymk2nXrl2RVRCrqqqKXcKGoqE1kQ8laFolGRobn0njEhOSbdGwpaUlRvWgamlpiV1U+qJh1vTigJZMJouzUh08eDB2UenrBRUCNnGoS5+ORa29IqXdULuTLkuiYVVVVYxvxK5du9YcPsxkNExdP5vRHnzTRcN9+/ahCnfXXXddeeWVW7du/d73vrd9+/Zf/OIXTz/9NPpT7O48rmhoVvY1leYxC1onVqZo+htK8pkEweHVdCpSdrR1I4MDg1ILSZIkKW5gEgUtylQtKlmyLRrGbqeo1jyLSF80zJpeHNASiUSozrz99tvUgUPqqOGLL764c+fOffv2xS4q7l5wZh3noXqNJjJ54Uplt9rjL+osuy2+j9EufIWVhGiYMtkQDfFXY/fu3VVVVfhqcldX18GDB9GfkvelQBTCAg5WM7T+AZv09LMZ7cE3VzSsr69HVe3GG2/csmXLv/zLv3zta1+75pprbrzxxp/85Cc333zz7373O3SaEqMgB/55AAAgAElEQVSQOKKhpIFbUNPCZxM4Guq6ygh2g0hj0g7Vs4iSDpoh8nibX3tkRbbaVv61OiJYjasy6IyNpBNenpV+tlTJ2mjo8/m8Xq/H43G73U6n0+FwkCRpt9ttNluyo+F6enFaG+3FQWrh/k8qlXq93rm5Obfb7XK5HA7H7OwsqlR79+5NTi9oE7ceLmYTBEEwC6qFY3aSlAoKWOzGURtJyoWFeZXdurBPyPmswmPq8HJQpeo8UkgQBLdUOGpc9Qk2VXnvqsu9RnH7kQIWQRCccoEksYWT5KRIUMohiLzixj6IhqmRDdEQXcSLNjSIW+P6+voYhaw3GgrYREHLSiqhVEhq80nTKOOTnZj9bJSOlraND58YttCwkqmrF5kDkttxb65oiO5m2LFjx5YtWz75yU9edNFFW7du3b59++23337PPff88pe/vP/++1FFjHGtMI5oqJPpQtUvFA313aVEXuMYSZLkzEgtQZT3Uj+tHxaWcQmC4NX3DB9hlXbrSVLZzMkLNYZyPouFWl7jWMeRQnYeO5dT3NCjQB8dOFrGYrJZudyKXqO+6xCHRRAEh8PhClWkSsjNK+7QkSRplvc0FHPzCCKXXXikXTxFkiSpELC5QkV3bRGLIDhVbRJ7eGlx7tMN29TRcD29eKzeOFYvDjIvvdFwuG1QqbfaZ6YGawniiMhGksaBIwRR2jHRW0UUCiMfuIseDYmipsHxSWV3DUEUtaooy1ApV6EOWNsl/HyCJxydnNbL+/jixBZOjjVxiIJG0YRW2nU4j4BomAoZj4b47p0YHS7qtXfv3h2jnISi4fjZCcpmDlsgbSnPJcp6DJGN8uqTnf5o/SxdR0vXz9JNpFsoLnnV6tHkgFR03JsoGmo0GlQLt23btmXLls985jOXXnrptdde+9Of/vRXv/rVY4899thjj91zzz3PPvvszp07WSxWtHLivdeQGg1VLfn433I+i+C1U4YNx/jcUBvYjdpAFA2Js9GQKO81ogb38MAkSVplzQVEZbeeJNXHiojKPhNJkga51EZOjqOIMD4+riZJlZBLFHfoSHJMUEAUNg9PTpt0g41cgtskmQm1+4WNg3KNpLWYIGpHZsJLS5PNHQ3X0YvH6o1j9eIg89IaDUnSPqUUDfb1dHby2UToFGKivZQg8nNza4eoYzOmvgo2m81mMwmCxWaz2ewjorNffMrQiHWohiCqB81nP6mfXIXyF1LbziPyqR1vIgvXdZQQ3GYlXhGIhimQ8WjIYrHWvEyHr/XFeB4loWjYhwyE+luCWdMpkQ6N2iIb5bCTnSj9LG1HS9PP0na+ND3B2ZKpq2eNzAEp6bg3UTTErfOll16KouFXv/pVFA3vvffeJ5988oknnvjVr371xBNPxG6gE4mGymYOPktRCNhEcYcWzzfZWUJwcBvIiRoN1ceKiJJjbUglweLLSXJa1MAmmKX1x/rlBlz4ykD3SsWaOFaIG1lyrJFJlHToVjW3sqY8orzXGFlaWmzqaLiOXjxmbxyzFwcZl9ZoqGqrIDj17QOi4WEBrlQyYRFRUkoQ5Z2r+leb0Wg0GtHAndFoNBop9yNQKpVlqIYgDovOXsOS8VkERVkPpcUYby0Ii4YJLFzTVkRwhSq8IhANUyDj0RDd+h+7zuPvToy2NIFomFuJ3kJRc2wC9bclnZMrfw9vlCNOduj6WfqOlqafpe186XqCVdFwZfXUx4qIktZVOSAlHffmjYaf/vSnL7744m9/+9s33XTTz3/+8/vuu+++++77+c9/vmPHjuRHQ11HMcFqQqs5WkcQlf3TeD5NG49yekyNhqjqrUTD8ZZ8oqRzFFOiIgzywbb6UoIobB4j6ausSphP5IcaWXLsaC5xqGtyVe1cWUJEaWmxqaPhenrxWL1xrF4cZF46o6FlqIYgakUWktQMHA19s7XdFQSXP6Zs5RHMOtF0+EdiXFDm8UUqvaq7hiAOtVPnsK9G/dz0UG0uwROO6IyT8t6jImtCC7eO1OcSPIFYO6XsqWPDBeWU2MzRMPyC8tloGNkoR5zs0EZD2o6Wtp+lmUjXE9BGQ/ockPyOexNFQ/z+CHRBecuWLRdeeOHll1++bdu2m2666Wc/+9nPfvazm266CT2JEuMVEnFEQ5tWq9WGoqFWqzWRpFJYQBQ2jeintaL6PKKqj/Jh20h9LlEkGD3bBupRliRq+ye0Y101eQRR3mskTYO1uURlt8pCkqR1SiUeJ0lS0z82aSNJu7Qpjzg8ZCXJidYCgiOQTuoU07himVBLPTplmdYONrGJ4lYFSVs7I0pLi80cDdfXi8fojWP24iDj0jpqaB5pKmUSufnsCuFwbW55r3FaVJ/HrOrVk6RpqJaZW9QiD/vEpGR4eCziIQCFgM1pFgsrWARBcKraxiJCXVQTA/xSNoHuzBoaSmjhJKnuqy/IIwg272j/8JFciIYpkPFoiJ5BjvOCcoyfpUhmNKRplMNPdmj7WfqONs5oSNcT0EdDmhyQko57E0VDcvVjKGjg8Mtf/vI3vvGNq6++etu2bdu2bbvllluS8RjK2FEWRdWAmSSnJa3lBXkEkcstbhzQrp5d3VtXwCSI3JKGvpVRQ3Ky/yiPSRDsEv7gUE0uqimageZKDpMgcgmCc6h+lCRJVWsZm8hjM4nCmmOyGZIkSUVLRR5BEPkt46RKyM1F90BohlqquHkEQTC5JY29CitJkqRCwM49Wztzy3uNNKWlw2aOhgn04vQS78VBOqT5XkOSJGfMyXtU3ZpYWZYkPC2f5tclbDIZj4aZewwlNzwa5uJRw4hGmVx9siO2R+ln6Tpamn6WdiLdQnHJq1YvMgekpOPeXNEQ9/ro5TUoHV544YWXXHLJZZdddtVVVz355JM713rH5kZeeW2zRP2TxWqnXFBGrHQnAHazZVVzOWM1hzWfdvr21B4+H53I0lJtU0dDkiSzohcHqZX+aAjAmjIeDfEvUOzevZv2KRPcGsdubJP/paBtlFef7ETpZ+PraONfaBRhOSDpHffmioYmkwn/Gs+DDz54wQUXbNmyJScn5/zzz7/++ut3roj9CqVU/lBeWDTcFCAagnMeREOQhTIeDUnK9eKwnlej0ezZswdN3717d+wfRIEvRdJtrmhIkqRMJov9Q3kxXluDpPQ3lKc0au0meydd1kbDGD93C9EQrAuOhmuCaAjSJhuiIbnyCptodu3aFeMuQwS+FEm36aIhSZImk4m2Lu7atSuejjyl0XATytpouCaIhiBOafgN5bAHkwBYU5ZEQ5IkRSIR7ZANi8Va8weUSYiGKbAZoyGi0WiqKGLcBhsGomFyZVs01Gg0Bw8e3BeHNdssiIYAa2lpqYpDjPf6ItALgmTJnmiIhH1H1vwuYPClSLrNGw0TBtEwubItGiYRREOQdNALgmTJtmiYMPhSJB1Ew3WDaJhcEA0BiB/0giBZIBqCaCAarhtEw+SCaAhA/KAXBMkC0RBEA9Fw3SAaJhdEQwDiB70gSBaIhiAaiIbrBtEwuSAaAhA/6AVBskA0BNFANFw3iIbJBdEQgPhBLwiSBaIhiAai4bpBNEwuiIYAxA96QZAsEA1BNBAN1w2iYXJBNAQgftALgmSBaAiigWi4bhANkwuiIQDxg14QJAtEQxANRMN1g2iYXBANAYgf9IIgWSAagmggGq4bRMPkgmgIQPygFwTJAtEQRAPRcN0gGiYXREMA4ge9IEgWiIYgGoiG6wbRMLkgGgIQP+gFQbJANATRQDRcN4iGyQXREID4QS8IkgWiIYhmk0ZDjUbD4/H2URw8eLClpSWez0I0TK5si4Ymk6m/v7+mpqampqZ6RVVVVVVVVeWKioqKeFoiiIYAE4vFtJWKWq+am5uNRmPscqAXBMmSVdGwpaXl4MGD1E6Zx+NpNJp4PgtfiqTbjNGQx+Pt2rVrJ509e/bIZLLYH4domFzZFg1bWlpo60akNc8l0hcNVe0CfnPvVDoWBRKg0WjirFQsFit2URvsBe229c1vs9kTXtZGPpuNyznnZEk0lMlke/bsof067Nq1i8fjrVkCRMOk23TRkNrx79mzB5+g4LC4Z88ek8kUo4S4o6HdGtlgWeNf0w2bVkmGxsZn0rjEhGRbNKyqqoqzF6+qqopdVPqioULAJg516dOxKJAA0f9v786aEzvOMAD/21SlEk+qUrFy4XKV7bHlGSvOJB+rhEAaJNBoGbSAQOyL2PftsItFGtRxMolzkR+Qiz6cQQgBWgBp9D5XtoazCFpfv92nDycSmbBRLS4ujt7VuF6w5nmrvsoQaDLG6nH79rpGSUQqzfqBLyPWuJxFrVAf53tbZ81KheZEYIyxvGtfryQiUq7t+fqbVtas6r2GMcZY3rbad7SjzM3bDjk3u31DodzwVBhjjFW9m0qF0d9gRbtOrVar1csrWv3ecah8w2FuPkeYxGOIhq1WS8qFL168kHrk/rA4dhA+j2hYcFmPbYExc/xP1/OKhplMhkfA67ODrVbLZDJNMnCfIBrmPAebGhkRyZffWaO8BpdP99dX5ERq3bY7N7W8Vo2FgqH0OWOMscS+nDS2/Jgt5u7RRsP//ve/v/7667///e+PHz/+85///OWXXxhjl5eXHz58eOho2L3FkKFeLl+fHZSi4bDxyAQuMe8yVVI0TKfTv/7663/+85+PHz/+61//+uWXX/7xj3/wRvXDDz88RDRkRV5rLSrSnPD/LDGWtemIDPZ4tlzJJ907SpK/D7cZYyxnUdPVaEiaE4GxuneDZO+DpVarno84PAPRkK5Ew2M1rdiKguh8xLZDzu1D/EBJK5YMYyxr1dCKOfVplyUhFz1eI1q3F4YcZtQ5wiQeQzRUKpX8T8NkMg1MykiziS9evBh9Ne+W0XBwcHMnOYuK9N7P9krN84qGUiu8qZ29efOGv2DEEofx0bAVMJi9sVQmZt8kIq2jxFjVs0Gq/Ui5VQmblLTuGrL3Sfv0y+sx4kK6SHR19uiieSWDdodfSxrc38UtLznd07OOhh8SJztrKiIiueadNXXJWNqiUaoO4x8Yy1pXFUZvdWCLrFm5ai8N7od/7u7dVSJa1lvjzStbqPpt+q8MdJsJ565GSUTqTUty9K8DdzbLaMjlLH357SKyQ7TulJpNzbtJZDxtsZujYfFEQ7R7OqwM3hANP71gxLbXz42xsnuDaDfcjr4nMvpqA7usuNaIdiIX1w8z9jgwxtyjobTQ4s2bN0NfkMlkJpmvuX00pOvRcGTPOvBzdj0aDtn8KXte0XBsI5Na6ohe/xZrDcsOHdGKrcjqXj0pDlOMMdaN7RFt+vu3rketG8tEpDP5ortKvbfOWP5YrRCbXdasVPLuvJly7a6qFCqZem3fl+ObBg82lHKVUrZs8DfrnrdqJRGp1epla4EVrMuKNVeVMdbJ+vbXlhVEMtXqrjPRYIyxnEW1bM1597RKIvWWI3k5uLfxv97DeN7RMOoI5esXl91GaI9oN/KBsWZwl0jvEvxbtGq9PoK5ORqS9ihUrOW920Tak0LfMQr5K/onVy6T5hXSWeO1dj0bMCdG/zpwZ3OOhhWnjuS8/nCZIwVpTors5mjIBJdRTkQa45E3dXVqZFg0lG/vca7KyG2vnxtj7EP8QElG/zYtm1OfdrliKzLWFfzviHT20rDDjDsOjDH3aCgV2xFzMdKEzoj93DMajutZ+zatRSx6NZFi7TAgRcPrmw/pv8eN+R+bZxQNpers8XhGvIzPYI8o0JNHQ8G1QaSz5hgr2Fakppg1K0nn7PtDSJmXSXMYESpp746CqBcN6VPTok1/k/fiO8EaYxeZYw0ZvXXGSnYtGQMtxthZNv2B1Yp89qhYLJYYK1iXac1VZSxl0dDqcbTWblVDh8u0fJTsimFi9TCULSdP1oj2Yt3Bvc3Is46GjF028pFQwOd2m1UkTugJTj3Riky2F+6/vNIKGFQqlUolJ1KqVCqVajfy6TPqmy2+CG8TvQt1Pm1Zr13R9y+s4tQNzMTANMw5GpbsqyQ/7Ps7yBwpSOsosxHRkDFWT/uPtzVEtHKU6JsSGT5rGOTE9TM3bXv93Bhj4sRhb8pQ3CXJFQo5Ea2/d2ZuPMzI48AYc4+Gi4uLfH3XiNd4PB7+tzOilt4rGk7Qs0pSR2qxs/bwzroxdPMh/fe4Mf9j8xyj4ejemjfW+0fDbsa+QbRxIlU1jdgD5ywqWuODXsYYYzX3ulSbcxb1jdGwZNfSut3BGUlpzjLWjuyrSK432U+zZ9LOexeUe9FQsK/Scq/4pw7ltO6qXpkOzxwpaNPfvL63mXjW0bDgMJDa5AxGolGLFA0zVi2t64k23VdG0h+azWazyWcNm81ms9m3AqHvcz8Pb/MLcD0Zs5L6bPj6PtziiQbRcAbmHA3bwS2iTW8veLGKW0+0HTpn4pUNkzRfHDcR6a+s2juP78tIedTXl429oDxi2+vnNvRH4i6rjdandnzzYW46DozxSKLh6DY/Scd9r2hYsmtp/WRMz8pVXetSX9rrQYdtPiwa3jTmf6SeYzScxaxh0bujIJ05Kk5FV11rpDzipxl/T2Q8bUsvLTt0fa2tPxryCt1rWkXbCq2745I838VZNuQw6YlWj1NseDQsWFdoxSpeYUwdyOitp3YlGvY13qt7m4nnHA3Pw9tEe5FzxsrBA/FDqHgNtGxO5U90JH8faQ9uMuKCss4cKdQL3m2it87+V1xe1b9dO7wnI501Vm3Wsv6DCKZdpmTO0ZC1w+9lpNr1Zoq1aj7p3JLR6jEPUt340QrRliNeqtdLcccW0bo9x9h5aM8ezlUbrXrGZRxYAcM71pyoLd0zwpXPR2075NyG/WhYDBw8zMhzhEk8kmg451nDiXpWruzQ0rLYl/Z60GGbD+m/2Y1j/sfpGUXDVqs1+VrDEd+lNMFtKOH9ZVo5DBdEQpflrRpaPYrV25WISUFbgb6NP8RMMtJa4pVG3vdeJV5QrrrWiPZOhUrKs60g2vQ3WSu0JyOjt3DOGLtoFBJFxlj5NFX7wNhl+khBO+ELxoQTDakt6Vo115aiYYt3//HGebsSOlLR2kmODY2G1/Y2E885GrJO7EgvJ9mKymCN7sk2/c12xKSQb/nrjLXCe3KZ1pYd2KKWjEZT1wadOYtKfZywGpREpN5ypK4lyhsJQbNeRfw2lARuU56SuURD2ZXlVGmPSbesICKZWmu0RT5dtjhPeg70KjkRkXJl6zjIO770ybZWQUQkX9my+Cv9u84eLyslRxmWt2o+/b9yPzlq26Hndv1H+WO17Fo0HDzM2OPAGHOPhjqdbvK1hiO+VO5O0bA3uKlO0rNyFzGTjHSWxKfOujG0Yx7Sf48b8z82zygasgluQB57CzObJBrmrX2lU6lUWXKMtZMnmxoFkWx57TA4UMRK/vcaOZFsfT/QmzVktdMDnZxItW4OhbdlfNRRDh4b1XIiGZH6rSnOGCucbKhIoZLT6rY902WMsZzNoCB+70vBuizjt6GUw7atZQURyZfXD/25C8Z4Lf4UDWWb/uaQvc3Cs46GjDHGup2Hi2QXd9vX+d2+8wYmNPtoeIPL85sWEV+eXx8Mdi86d64D99n2MR7nczT3aDj2BuSxtzBzt42GA4ObSXpWUSlg0iiIVLqD0+iu2INe31zqv9/2+u+xY/7H5nlFQ6lALywsDFxWbrVaUi4cXZ3v8zSUD+c3/tP5xWXfBWXuYtjM3WXnanXvXnQGqv3l8FvuLwdfN8z1vU0boiF89h5NNAT4ZO7RkPWuKfN0ODAv6PF4FhYWxl5NZg/0RzG+Z+0Z2sEObn5D//1UPNVoyPdbLBZv2/dLM9i8LUqPMZWa4IsXL0Y/t3GaD8obiIbPwqONhq9evXr16tWPPdLX9PMuHNEQJidFw2+++aa/XfU3qi+++ALREGYpnU7/7ne/W1xc5LU3m83W6/UZR8NyuSw9imxhYUHqkaWZmtHruzj8UTy4W7WNu3lc0ZAxtrW1ddMzlBcXF+f7DOVGuVT5bB+9M9yjjYZjjY2GHz9+vO3R4bP0gA/K+9///ofxBjyIxxANGWOZTEaaOxzw4sWLsWWWIRpOwXOMhoyxTCbTPyj5zW9+s7CwYDKZpvEWw2iPLRqWy+U3b94sTmD0s7ZHGLhNGJ4DpVI5SaNC7IOZ4d3/jz/+uLm56fF45hUNOZPJJF2745RK5diZGpiS/rbx9KKhIAh3i4bweEw1Gp6enqJ5AABcl06nf//7379+/dpgMHi93vlGQ3hUeDR89eqVwWAYO2y4m2lFw7OzM0EQwuEwmuCTlk6nf/vb3y4uLur1epfLlU6nHyoa5vN5v9+P5gEAcF06nf7DH/6wtLT07t07n8+Xy+Xq9Xq73b5n4cWY/DOQTqe/+OKLgWHDTW3jbqYVDZvNpiAIkUgETfBJm140zOVyPp8PzQMA4Lp0Ov3HP/7x559/3tnZCQQC+Xz+ntGw0+k0Gg1Ew8/ArYYNdzPFaFgqlaLRaCQSabcf/TdIwg2KxeLLly+nEQ2z2Ww0Gq3VauNPAgDgOanVakqlcmFhgYjev38fDAaLxWKj0bhP4e30omEoFCoW8QDOp6rdbh8eHvJhw/b2tt/vHz1suJtpRcNWq1Uul+PxeDQaRTR8uorF4vfffy/dCZXJZEavabjVrCGiIQDAdbVaTa1Wf/XVV2q1+ujoKBKJCIJwdnZ2n8Lb6d0eGg6HEQ2fLh4NJx823M0Uo2GlUkkmk6FQqNFozPvNhDvKZDJ/+tOffvrpJ6PROMmahltFw1AoJAjC+JMAAHhOBEFYXFz89ttvtVqt1WqNx+PlcrnZbN6n8Hb67gHAzcVPV6PR0Ol0X331lUqlOjw8HDtsuJtpRUPpomEoFKpU8ADNJ6nb7UYikS+//PLvf//77u7u2PUundtf18jn8/P+LQEAHpd8Ps+/gH1zc5Ov5KlWq/e8XNPpLfSKxWLJZLLbxTMMn6RKpaJQKL777rsJhw13M91omM/nQ6FQLpeb95sJd3F2dmY0Gr/++mu1Wm02mycZnUxeoQRBiEaj8Xj84kk/sQgA4EFdXFx4vd4///nPRLS3txcIBMbeZzBh4eVX81KpVDgcntKDIWDacrnc119/vbS0ZDAY3G732GHD3UwrGnY6nbOzs1KphOWGT1exWHz9+vVPP/20sbHhcDiSyWSlUhk9OrlVhUqn0+FwGMsNAQAktVpNq9W+fPlSq9UeHx9Ho9GHGpO3Wi2+mIcvUJv3Lwq31m63LRYLn6/Z398PBoP8Ut5TioatVqtWq2Wz2dPTU1w3fHJardbx8fG33367vLx8cHAQDAb5yHV0E5ywQknfsBUOh1OpFCYOAQAYYxcXF7FY7JtvviGinZ0dr9ebyWTGTgtNWHg7veWGsVgsGo3e+ZFRMC/5fH5paennn382GAwOhyORSJRKpQdfaNiZajRst9v8mSjxeNzv9wuCgMUNT0Wr1XK5XN9//71cLn/37p3b7Z6wCU5eoZrNJp84DAQC2Wz2/Px83r80AMA8nZ+fJ5PJV69e/fWvf93Y2Dg5OYnFYoIgPNSYvNM3ZRMIBGKxGNLhU9HtdgVBUKlUr1+/1ul0ZrN5wvmau5liNOz0pq/z+Xw4HHY4HNlsFleWH7lut1ur1XZ3d7/77jueCx0ORzQaLRaLkzTBW1Woer3ORw4ulysajWLtCwA8W2dnZ263++XLl3/72982NjaOj4953z/6q2RvW3j5lE2pVEqlUl6v1+/312o1zNo8cu12O5lMvn79emlpSafTHRwc+P3+TCZTqVSmMWXYmXY07PQmh/g3lTidzkgkwr+Dp91ut9ttzBXNXbfb5Z8FX/+XyWS2traWlpZWVla2t7ftdnskEsnn87VabZJ7oCavUJ1eOiwUCtFo1OVynZ6e8jrY7pn3ewMAMC1SoavVarlczmKx/OUvf1GpVEaj0Wq1BoPBbDbL+/6x32Z8h8IrCEIikfB6vfyadaVSabVa/HyQFOfu/Pycfxb8qyjdbrdMJiMivV5/dHTk8/lSqVSpVJrSlGFnBtGw3W6fnZ3xdBiJRFwul81mczgcPp/P4/HwR6XBHMViMYfD4XQ6bTbb9va2XC5fWVkxGAyHh4dutzsWi+Xz+Wq12mw2J/my9cvLy0qlMnnzaDabtVqtUCjE43Gv12u1Wh0ORyAQ8Hg8/N4rAIDPEi+8Tqdzb29PqVSq1Wq9Xm8ymRwORzgc5rmw0WhM0vfftvBK6TCVSgUCAd4pezwer9fLy/6835vnzuv18raxv7+v0+kUCoVOp9vd3bXZbMFgMJ1OT7LM4D6mHg07vXRYrVYLhUIikTg9PbXb7UdHR7u7uwaDQa/X63Q6rVar0Wg0Gs0KzBB/z7VarU6n0+v1RqNxb2/PbDY7nc5gMJhKpQRB4POFD/sQnv620Ww2eZFKp9PBYNDtdlsslr29PaPRqNfr19bW0DYA4HPCC9rq6qpOp3v79q3BYNjZ2Tk8POQD43g8XigUqtXq2dnZ9Pp+ng5LpVI2m41EInxkbjKZtre3NzY21tfXdTrd6uoqCu+MSW1Dq9Wur69vbm6+e/duf3/fZrP5fL5YLJbL5crl8lRzYWc20bDTlwBKpVIul0smk5FIhE8OOZ1Oh8Nhs9msVqvVaj2GGeLvuc1ms9vtTqfT6/UGAoFIJJJMJvP5PG9/08uFEl6kKpVKoVBIp9PRaPT09JQPmxwOx8nJCdoGAHw2+guvw+Fwu91+vz8cDicSiVwuxy8UzqbwNhqNarUqCEImk4nFYsFg0Ofzud1uu92OwjsXUts4OTmx2+1ut9vn8wWDwXg8ns1mBUGY9piBm1E07HQ6fDXb2dkZDwGCIORyuWw2m06nk8lkIpGIw5wkEolUKpVOp7PZbD6fFwShUqnU6/UZtD9Jq9XigwfeNvL5PG8bqVQKbQMAPj+JRCKZTKbT6Uwmk8vlpMLLLyJPOxdy0t1CecQAAAIBSURBVKwND4iFQiGXy2UymVQqlUwm5/0OPV+8baRSKd42isViqVSq1WqzGTN0ZhkNOR4Qm81mo9Go1+u1Wq1arVZ6yjBz/J2vVqu82fHC1Gw2Z1abBtqGNH7g1QptAwA+P1Jlk2rvHAtv/8TNQL887/fpObreNqSZmpm1jVlHQ05qi5ImzE/rqhkXpqHNY+CU5v0OAQA8MBReGGGgbcy4ecwnGgIAAADAI4RoCAAAAAAiREMAAAAAECEaAgAAAIAI0RAAAAAARIiGAAAAACBCNAQAAAAAEaIhAAAAAIgQDQEAAABAhGgIAAAAACJEQwAAAAAQIRoCAAAAgAjREAAAAABEiIYAAAAAIEI0BAAAAAARoiEAAAAAiBANAQAAAECEaAgAAAAAIkRDAAAAABAhGgIAAACACNEQAAAAAESIhgAAAAAgQjQEAAAAABGiIQAAAACIEA0BAAAAQIRoCAAAAAAiREMAAAAAECEaAgAAAIAI0RAAAAAARIiGAAAAACBCNAQAAAAAEaIhAAAAAIgQDQEAA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		</item>
		<item>
		<title>Pour être un Jedi de la présentation !!!</title>
		<link>http://lapageadage.com/?p=1451</link>
		<comments>http://lapageadage.com/?p=1451#comments</comments>
		<pubDate>Mon, 18 Feb 2013 20:23:35 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Divers]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1451</guid>
		<description><![CDATA[5 BIG tips to Become a Presentation Jedi - @itseugenec from Eugene Cheng &#160;]]></description>
				<content:encoded><![CDATA[<p><iframe style="border: 1px solid #CCC; border-width: 1px 1px 0; margin-bottom: 5px;" src="http://fr.slideshare.net/slideshow/embed_code/15799174?rel=0" height="356" width="427" allowfullscreen="" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe></p>
<div style="margin-bottom: 5px;"><strong> <a title="5 BIG tips to Become a Presentation Jedi - @itseugenec" href="http://fr.slideshare.net/itseugene/5-big-tips-to-become-a-presentation-jedi-itseugenec" target="_blank">5 BIG tips to Become a Presentation Jedi - @itseugenec</a> </strong> from <strong><a href="http://fr.slideshare.net/itseugene" target="_blank">Eugene Cheng</a></strong></div>
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		<title>La Page à Dage se Facebookise !</title>
		<link>http://lapageadage.com/?p=1442</link>
		<comments>http://lapageadage.com/?p=1442#comments</comments>
		<pubDate>Tue, 12 Feb 2013 01:45:34 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Page Dage]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1442</guid>
		<description><![CDATA[https://www.facebook.com/lapageadage &#160;]]></description>
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" /></p>
<p><a href="https://www.facebook.com/lapageadage">https://www.facebook.com/lapageadage</a></p>
<div class="evernoteSiteMemory"><a href="javascript:" onclick="Evernote.doClip({title: 'La Page à Dage se Facebookise !',url: 'http://lapageadage.com/?p=1442',contentID: 'post-1442',suggestTags: '',providerName: 'La Page à Dage',styling: 'text' });return false" class="evernoteSiteMemoryLink"><img src="http://static.evernote.com/article-clipper-fr.png" class="evernoteSiteMemoryButton" />
				</a>				<div class="evernoteSiteMemoryClear">&nbsp;</div>
</div>]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>GRMS 4.0 est sur Facebook !</title>
		<link>http://lapageadage.com/?p=1433</link>
		<comments>http://lapageadage.com/?p=1433#comments</comments>
		<pubDate>Tue, 05 Feb 2013 01:00:04 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[GRMS]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1433</guid>
		<description><![CDATA[La page officielle Facebook pour le congrès GRMS 4.0 est maintenant en ligne. Vous retrouverez toutes les informations pertinentes sur la 40e session de perfectionnement du GRMS. https://www.facebook.com/pages/GRMS-40/395489800536518 &#160;]]></description>
				<content:encoded><![CDATA[<p>La page officielle Facebook pour le congrès GRMS 4.0 est maintenant en ligne. Vous retrouverez toutes les informations pertinentes sur la 40e session de perfectionnement du GRMS.</p>
<p><a href="https://www.facebook.com/pages/GRMS-40/395489800536518">https://www.facebook.com/pages/GRMS-40/395489800536518</a></p>
<p><a href="http://lapageadage.com/wp-content/uploads/2013/02/GRMS40.jpg"><img class="alignnone size-medium wp-image-1434" alt="GRMS40" src="http://lapageadage.com/wp-content/uploads/2013/02/GRMS40-231x300.jpg" width="231" height="300" /></a></p>
<div class="evernoteSiteMemory"><a href="javascript:" onclick="Evernote.doClip({title: 'GRMS 4.0 est sur Facebook !',url: 'http://lapageadage.com/?p=1433',contentID: 'post-1433',suggestTags: '',providerName: 'La Page à Dage',styling: 'text' });return false" class="evernoteSiteMemoryLink"><img src="http://static.evernote.com/article-clipper-fr.png" class="evernoteSiteMemoryButton" />
				</a>				<div class="evernoteSiteMemoryClear">&nbsp;</div>
</div>]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Petit conte mathématique: le nombre Pi</title>
		<link>http://lapageadage.com/?p=1430</link>
		<comments>http://lapageadage.com/?p=1430#comments</comments>
		<pubDate>Mon, 04 Feb 2013 03:27:59 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1430</guid>
		<description><![CDATA[Vous pourrez retrouver plusieurs autres petits contes mathématiques au http://www.universcience.tv/categorie-petits-contes-mathematiques-626.html &#160;]]></description>
				<content:encoded><![CDATA[<p><iframe src="http://www.universcience.tv/index.php/view-media-html5-5428.html" height="324" width="576" allowfullscreen="true" frameborder="0" scrolling="no"></iframe></p>
<p>Vous pourrez retrouver plusieurs autres petits contes mathématiques au <a href="http://www.universcience.tv/categorie-petits-contes-mathematiques-626.html">http://www.universcience.tv/categorie-petits-contes-mathematiques-626.html</a></p>
<div class="evernoteSiteMemory"><a href="javascript:" onclick="Evernote.doClip({title: 'Petit conte mathématique: le nombre Pi',url: 'http://lapageadage.com/?p=1430',contentID: 'post-1430',suggestTags: '',providerName: 'La Page à Dage',styling: 'text' });return false" class="evernoteSiteMemoryLink"><img src="http://static.evernote.com/article-clipper-fr.png" class="evernoteSiteMemoryButton" />
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</div>]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Math without words en applications Ipad</title>
		<link>http://lapageadage.com/?p=1427</link>
		<comments>http://lapageadage.com/?p=1427#comments</comments>
		<pubDate>Tue, 15 Jan 2013 01:15:28 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Activité pédagogique]]></category>
		<category><![CDATA[Ipad]]></category>
		<category><![CDATA[Recherche]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1427</guid>
		<description><![CDATA[J'avais déjà parlé de "Teaching math without words" du MIND Research Institute le 13 octobre 2011, que vous retrouverez ici. Voici deux applications Ipad gratuites développées par l'Institut pour développer la résolution de problèmes. &#160; BigSeed: https://itunes.apple.com/us/app/bigseed/id482245645?mt=8: KickBox: https://itunes.apple.com/us/app/kickbox/id438373028?mt=8 &#160; &#160; &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>J'avais déjà parlé de "Teaching math without words" du MIND Research Institute le 13 octobre 2011, que vous retrouverez <a href="http://lapageadage.com/?cat=24">ici</a>.</p>
<p>Voici deux applications Ipad gratuites développées par l'Institut pour développer la résolution de problèmes.</p>
<p>&nbsp;</p>
<p>BigSeed: <a href="https://itunes.apple.com/us/app/bigseed/id482245645?mt=8">https://itunes.apple.com/us/app/bigseed/id482245645?mt=8: </a></p>
<p>KickBox: <a href="https://itunes.apple.com/us/app/kickbox/id438373028?mt=8">https://itunes.apple.com/us/app/kickbox/id438373028?mt=8</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="evernoteSiteMemory"><a href="javascript:" onclick="Evernote.doClip({title: 'Math without words en applications Ipad',url: 'http://lapageadage.com/?p=1427',contentID: 'post-1427',suggestTags: '',providerName: 'La Page à Dage',styling: 'text' });return false" class="evernoteSiteMemoryLink"><img src="http://static.evernote.com/article-clipper-fr.png" class="evernoteSiteMemoryButton" />
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		<title>Toothpicks de Dan Meyer</title>
		<link>http://lapageadage.com/?p=1424</link>
		<comments>http://lapageadage.com/?p=1424#comments</comments>
		<pubDate>Fri, 11 Jan 2013 15:10:14 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Dan Meyer]]></category>

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		<description><![CDATA[Pour les fonctions, à essayer de toute urgence ! http://threeacts.mrmeyer.com/toothpicks/ &#160; &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Pour les fonctions, à essayer de toute urgence !</p>
<p><a href="http://threeacts.mrmeyer.com/toothpicks/">http://threeacts.mrmeyer.com/toothpicks/</a></p>
<p>&nbsp;</p>
<p><a href="http://lapageadage.com/?p=1424"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>&nbsp;</p>
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		<title>Geogebra: Diagramme à ligne brisée</title>
		<link>http://lapageadage.com/?p=1411</link>
		<comments>http://lapageadage.com/?p=1411#comments</comments>
		<pubDate>Mon, 07 Jan 2013 13:45:07 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Geogebra]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1411</guid>
		<description><![CDATA[&#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://lapageadage.com/?p=1411"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Joyeux Noël et Bonne Année 2013 ;o)</title>
		<link>http://lapageadage.com/?p=1406</link>
		<comments>http://lapageadage.com/?p=1406#comments</comments>
		<pubDate>Fri, 21 Dec 2012 15:12:59 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1406</guid>
		<description><![CDATA[En cette fin d'année 2012, je vous souhaite de très Joyeuses Fêtes auprès de ceux que vous aimez. Prenez ce temps pour faire le plein d'énergie. On se revoit en 2013 pour de nouvelles idées techno. &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>En cette fin d'année 2012, je vous souhaite de très Joyeuses Fêtes auprès de ceux que vous aimez.</p>
<p>Prenez ce temps pour faire le plein d'énergie.</p>
<p>On se revoit en 2013 pour de nouvelles idées techno.</p>
<p>&nbsp;</p>
<p><a title="View with the Desmos Graphing Calculator" href="https://www.desmos.com/calculator/1ypvzcckxs"><img style="border: 1px solid #ccc; border-radius: 5px;" alt="" src="https://s3.amazonaws.com/calc_thumbs/production/1ypvzcckxs.png" width="200px" height="200px" /></a></p>
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		<title>Le calcul formel de Geogebra 4.2</title>
		<link>http://lapageadage.com/?p=1399</link>
		<comments>http://lapageadage.com/?p=1399#comments</comments>
		<pubDate>Thu, 06 Dec 2012 02:30:47 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Geogebra]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1399</guid>
		<description><![CDATA[Pour avoir une bonne idée des différentes commandes de l'application calcul formel de Geogebra 4.2, je vous suggère de visiter le wiki: http://wiki.geogebra.org/fr/Calcul%20formel &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Pour avoir une bonne idée des différentes commandes de l'application calcul formel de Geogebra 4.2, je vous suggère de visiter le wiki: <a href="http://wiki.geogebra.org/fr/Calcul%20formel">http://wiki.geogebra.org/fr/Calcul%20formel</a></p>
<p>&nbsp;</p>
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		<title>Activprompt: Le genre d&#039;outils que l&#039;on veut et voir se développer</title>
		<link>http://lapageadage.com/?p=1393</link>
		<comments>http://lapageadage.com/?p=1393#comments</comments>
		<pubDate>Thu, 06 Dec 2012 01:40:40 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Activité pédagogique]]></category>
		<category><![CDATA[Dan Meyer]]></category>

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		<description><![CDATA[Dan Meyer suggère que les élèves devraient faire plus d'abstraction en mathématique. Riley Lark a construit une application très intéressante qui permet de recueillir les idées brutes des élèves. (il est aussi le créateur d'ActiveGrade http://activegrade.com) Activprompt vous permettra de créer vos propres avtivités avec vos images. Nous sommes dans la même lignée de Dave Major [...]]]></description>
				<content:encoded><![CDATA[<p>Dan Meyer suggère que les élèves devraient faire plus d'abstraction en mathématique. Riley Lark a construit une application très intéressante qui permet de recueillir les idées brutes des élèves. (il est aussi le créateur d'ActiveGrade <a href="http://activegrade.com/">http://activegrade.com</a>)</p>
<p>Activprompt vous permettra de créer vos propres avtivités avec vos images. Nous sommes dans la même lignée de Dave Major qui avait fait cette activité: <a href="http://testing.davemajor.net/triangles/">http://testing.davemajor.net/triangles/</a></p>
<p>Je crois que je l'utiliserai lors de l'introduction à la <a href="http://activeprompt.herokuapp.com/SRXFH">fonction affine</a> et à la fonction de <a href="http://activeprompt.herokuapp.com/STKAV">variation inverse</a>.</p>
<p>Je vous invite à tester les outils que j'ai créé en voyant les résultats ici: <a href="http://activeprompt.herokuapp.com/TAPCC">Fonction affine</a> et <a href="http://activeprompt.herokuapp.com/TBPWA">fonction de variation inverse</a>.</p>
<p>Vous trouverez l'application ici: <a href="http://activeprompt.herokuapp.com/">http://activeprompt.herokuapp.com/</a></p>
<p>Et voici une explication de Riley Ark de l'application.</p>
<p><a href="http://lapageadage.com/?p=1393"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>&nbsp;</p>
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		<title>Graphing Stories est enfin arrivé !</title>
		<link>http://lapageadage.com/?p=1388</link>
		<comments>http://lapageadage.com/?p=1388#comments</comments>
		<pubDate>Wed, 05 Dec 2012 15:18:19 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Dan Meyer]]></category>
		<category><![CDATA[Vidéos]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1388</guid>
		<description><![CDATA[Le site développé par Dan Meyer et Buzzmath est enfin en ligne. Il y a 24 vidéos déjà déposées. Vous trouverez un document à imprimer pour les élèves et simplement demander de tracer le grpahique obtenu suite à l'écoute de la vidéo. http://graphingstories.com/ &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Le site développé par Dan Meyer et Buzzmath est enfin en ligne. Il y a 24 vidéos déjà déposées.</p>
<p>Vous trouverez un document à imprimer pour les élèves et simplement demander de tracer le grpahique obtenu suite à l'écoute de la vidéo.</p>
<p><a href="http://graphingstories.com/">http://graphingstories.com/</a></p>
<p>&nbsp;</p>
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		<title>Geogebra 4.2 est arrivé !</title>
		<link>http://lapageadage.com/?p=1383</link>
		<comments>http://lapageadage.com/?p=1383#comments</comments>
		<pubDate>Sun, 02 Dec 2012 19:07:11 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Geogebra]]></category>
		<category><![CDATA[Logiciels]]></category>

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		<description><![CDATA[Ça y est, il est là ! Pour ceux qui ne le savaient pas, la version 4.2 sera la version de base avec le module CAS pour les calculs algébriques. Vous le retrouverez à l'adresse suivante: http://www.geogebra.org/cms/fr/installers &#160;]]></description>
				<content:encoded><![CDATA[<p>Ça y est, il est là ! Pour ceux qui ne le savaient pas, la version 4.2 sera la version de base avec le module CAS pour les calculs algébriques. Vous le retrouverez à l'adresse suivante: <a href="http://www.geogebra.org/cms/fr/installers">http://www.geogebra.org/cms/fr/installers</a></p>
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		<title>Pour une collaboration maths-sciences</title>
		<link>http://lapageadage.com/?p=1380</link>
		<comments>http://lapageadage.com/?p=1380#comments</comments>
		<pubDate>Tue, 27 Nov 2012 00:56:46 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Sciences]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1380</guid>
		<description><![CDATA[Le site du CDP de Ste-Thérèse a développé des activités afin de permettre une collaboration maths-sciences: Ces activités ont été élaborées dans le cadre de la formation et de l’accompagnement par une collaboration mathématique - science et technologie. Elles peuvent nécessiter des adaptations avant d’être utilisées auprès d’élèves. Ces activités comportent  plusieurs documents. On y [...]]]></description>
				<content:encoded><![CDATA[<p>Le site du CDP de Ste-Thérèse a développé des activités afin de permettre une collaboration maths-sciences:</p>
<blockquote><p><em>Ces activités ont été élaborées dans le cadre de la formation et de l’accompagnement par une collaboration mathématique - science et technologie.<br />
Elles peuvent nécessiter des adaptations avant d’être utilisées auprès d’élèves.<br />
Ces activités comportent  plusieurs documents. On y trouve généralement un canevas, un cahier de l’élève, les activités d’apprentissages qui s’y rattachent et les documents pour l’animateur. Chaque activité comporte une brève description qui présente les intentions associées à son élaboration dans le cadre de la formation.</em></p></blockquote>
<p>Vous les retrouverez à l'adresse: <a href="http://www2.cslaval.qc.ca/cdp/pages/mathematique.html">http://www2.cslaval.qc.ca/cdp/pages/mathematique.html</a></p>
<p>&nbsp;</p>
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		<title>Classe inversée en maths: Aire et volume des solides</title>
		<link>http://lapageadage.com/?p=1372</link>
		<comments>http://lapageadage.com/?p=1372#comments</comments>
		<pubDate>Tue, 20 Nov 2012 17:52:00 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Classe inversée]]></category>
		<category><![CDATA[Vidéos]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1372</guid>
		<description><![CDATA[J'ai commencé à créer quelques capsules pour l'aire et volume des solides en 3e secondaire. J'ai décidé de les partager. Chaîne Youtube monsieurdagenais: https://www.youtube.com/user/monsieurdagenais?feature=guide Pour télécharger les vidéos: https://www.box.com/shared/6f0rhw8t30f41u9g1h11 Et voici un petit exemple pour le cône ! &#160;]]></description>
				<content:encoded><![CDATA[<p>J'ai commencé à créer quelques capsules pour l'aire et volume des solides en 3e secondaire. J'ai décidé de les partager.</p>
<p>Chaîne Youtube monsieurdagenais: <a href="https://www.youtube.com/user/monsieurdagenais?feature=guide">https://www.youtube.com/user/monsieurdagenais?feature=guide</a></p>
<p>Pour télécharger les vidéos: <a href="https://www.box.com/shared/6f0rhw8t30f41u9g1h11">https://www.box.com/shared/6f0rhw8t30f41u9g1h11</a></p>
<p>Et voici un petit exemple pour le cône !</p>
<p><a href="http://lapageadage.com/?p=1372"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Congrès du GRMS 2013 : 29-30-31 mai au Collège Champlain de St-Lambert</title>
		<link>http://lapageadage.com/?p=1368</link>
		<comments>http://lapageadage.com/?p=1368#comments</comments>
		<pubDate>Tue, 13 Nov 2012 03:07:04 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[La session de perfectionnement du GRMS aura lieu les 29-30-31 mai 2013 au collège Champlain de Saint-Lambert, sur la rive-sud de Montréal. Vous retrouverez toute l'information nécessaire à l'adresse suivante: http://www.grms.qc.ca/session-du-printemps Pour l'instant les formulaires d'inscription sont disponibles avec les tarifs et la liste des hôtels. &#160;]]></description>
				<content:encoded><![CDATA[<p>La session de perfectionnement du GRMS aura lieu les 29-30-31 mai 2013 au collège Champlain de Saint-Lambert, sur la rive-sud de Montréal.</p>
<p>Vous retrouverez toute l'information nécessaire à l'adresse suivante: <a href="http://www.grms.qc.ca/session-du-printemps">http://www.grms.qc.ca/session-du-printemps</a></p>
<p>Pour l'instant les formulaires d'inscription sont disponibles avec les tarifs et la liste des hôtels.</p>
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		<title>Nouvelle section &quot;Tablettes&quot; sur La Page à Dage</title>
		<link>http://lapageadage.com/?p=1352</link>
		<comments>http://lapageadage.com/?p=1352#comments</comments>
		<pubDate>Thu, 08 Nov 2012 02:23:48 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Tablettes numériques]]></category>
		<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1352</guid>
		<description><![CDATA[J'ai décidé de créer une nouvelle section Tablettes pour les nombreuses demandes que j'avais sur l'objet. Je vais donc placer à cet endroit les différentes applications trouvées et qui me semblent intéressantes pédagogiquement en mathématique évidemment. Il y aura aussi des outils développés en HTML5 et qui permettent d'être utilisés sur une tablette numérique. Je [...]]]></description>
				<content:encoded><![CDATA[<p>J'ai décidé de créer une nouvelle section Tablettes pour les nombreuses demandes que j'avais sur l'objet. Je vais donc placer à cet endroit les différentes applications trouvées et qui me semblent intéressantes pédagogiquement en mathématique évidemment. Il y aura aussi des outils développés en HTML5 et qui permettent d'être utilisés sur une tablette numérique.</p>
<p>Je vous invite donc à la visiter de toute urgence, elle grossira à vue d'oeil !</p>
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		<title>Le compte-rendu du Claved du 7 novembre: Maths et TIC</title>
		<link>http://lapageadage.com/?p=1344</link>
		<comments>http://lapageadage.com/?p=1344#comments</comments>
		<pubDate>Thu, 08 Nov 2012 01:26:10 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[TIC]]></category>

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		<description><![CDATA[[View the story "Les TIC en maths, comment, quels outils et quelles stratégies?" on Storify] &#160;]]></description>
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		<title>La factorisation animée des nombres entiers</title>
		<link>http://lapageadage.com/?p=1342</link>
		<comments>http://lapageadage.com/?p=1342#comments</comments>
		<pubDate>Thu, 08 Nov 2012 00:21:13 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Divers]]></category>

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		<description><![CDATA[Superbe ! http://www.datapointed.net/visualizations/math/factorization/animated-diagrams/ &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Superbe !</p>
<p><a href="http://www.datapointed.net/visualizations/math/factorization/animated-diagrams/">http://www.datapointed.net/visualizations/math/factorization/animated-diagrams/</a></p>
<p>&nbsp;</p>
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		<title>Les 30 meilleurs outils Web 2.0 pour les enseignants</title>
		<link>http://lapageadage.com/?p=1336</link>
		<comments>http://lapageadage.com/?p=1336#comments</comments>
		<pubDate>Wed, 07 Nov 2012 15:39:33 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Web 2.0]]></category>

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		<description><![CDATA[Rafael Scapin est le répondant TIC au collège Dawson. Voici sa présentation SlideShare sur le sujet en titre. J'ai fait des petites découvertes. &#160; The Best Web 2.0 Tools for Teachers - 2012 Edition from Rafael Scapin &#160;]]></description>
				<content:encoded><![CDATA[<p>Rafael Scapin est le répondant TIC au collège Dawson. Voici sa présentation SlideShare sur le sujet en titre. J'ai fait des petites découvertes.</p>
<p>&nbsp;</p>
<p><iframe src="http://www.slideshare.net/slideshow/embed_code/14702740" width="427" height="356" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC;border-width:1px 1px 0;margin-bottom:5px" allowfullscreen webkitallowfullscreen mozallowfullscreen> </iframe>
<div style="margin-bottom:5px"> <strong> <a href="http://www.slideshare.net/rscapin/the-best-web-20-tools-for-teachers-2012-edition" title="The Best Web 2.0 Tools for Teachers - 2012 Edition" target="_blank">The Best Web 2.0 Tools for Teachers - 2012 Edition</a> </strong> from <strong><a href="http://www.slideshare.net/rscapin" target="_blank">Rafael Scapin</a></strong> </div>
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		<title>La suite de pixels (Dan Meyer)</title>
		<link>http://lapageadage.com/?p=1328</link>
		<comments>http://lapageadage.com/?p=1328#comments</comments>
		<pubDate>Tue, 06 Nov 2012 13:45:30 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Activité pédagogique]]></category>
		<category><![CDATA[Dan Meyer]]></category>

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		<description><![CDATA[La dernière activité De Dan Meyer que j'utiliserai avec mes élèves de troisième secondaire pour les relations linéaires. Vraiment très intéressant. Sur le blog de Dan Meyer: http://blog.mrmeyer.com/?p=15643 L'activité en 3 actes: http://threeacts.mrmeyer.com/pixelpattern/ &#160; &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>La dernière activité De Dan Meyer que j'utiliserai avec mes élèves de troisième secondaire pour les relations linéaires. Vraiment très intéressant.</p>
<p>Sur le blog de Dan Meyer: <a href="http://blog.mrmeyer.com/?p=15643">http://blog.mrmeyer.com/?p=15643</a></p>
<p>L'activité en 3 actes: <a href="http://threeacts.mrmeyer.com/pixelpattern/">http://threeacts.mrmeyer.com/pixelpattern/</a></p>
<p><a href="http://lapageadage.com/?p=1328"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Partage Geogebra</title>
		<link>http://lapageadage.com/?p=1324</link>
		<comments>http://lapageadage.com/?p=1324#comments</comments>
		<pubDate>Mon, 05 Nov 2012 14:05:13 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Je me suis senti un élan de générosité et de partager mes documents Geogebra. Vous les retrouverez dans la section Geogebra. J'en profite pour vous inviter à faire la même chose. &#160;]]></description>
				<content:encoded><![CDATA[<p>Je me suis senti un élan de générosité et de partager mes <a href="http://lapageadage.com/?page_id=99">documents Geogebra</a>. Vous les retrouverez dans la <a href="http://lapageadage.com/?page_id=99">section Geogebra</a>. J'en profite pour vous inviter à faire la même chose.</p>
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		<title>Rencontres du 3e TIC - Colloque pédagogique régional de l’Abitibi-Témiscamingue et du Nord-du-Québec 1-2 novembre 2012</title>
		<link>http://lapageadage.com/?p=1281</link>
		<comments>http://lapageadage.com/?p=1281#comments</comments>
		<pubDate>Fri, 02 Nov 2012 12:32:20 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Ateliers]]></category>
		<category><![CDATA[Formation]]></category>
		<category><![CDATA[TIC]]></category>

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		<description><![CDATA[Il me fait grand plaisir de participer au coloque régional "Rencontres du 3e TIC à Rouyn les 1er et 2 novembre. &#160; Voici documents et liens pour mes 2 ateliers. Documents de l'atelier A Les outils technos au primaire:  format Notebook  format PDF Documents de l'atelier B Les outils technos au 2e cycle du secondaire: [...]]]></description>
				<content:encoded><![CDATA[<p>Il me fait grand plaisir de participer au coloque régional "Rencontres du 3e TIC à Rouyn les 1er et 2 novembre.</p>
<p>&nbsp;</p>
<p>Voici documents et liens pour mes 2 ateliers.</p>
<p>Documents de l'atelier A Les outils technos au primaire:  <a href="https://www.box.com/shared/zih8gy5392cmy41geuq2">format Notebook</a>  <a href="https://www.box.com/shared/akfdw8h9lqd4qycqhnnv">format PDF</a></p>
<p>Documents de l'atelier B Les outils technos au 2e cycle du secondaire: <a href="https://www.box.com/shared/vojo91r8fx93auh20d6m">format Notebook</a>  <a href="https://www.box.com/shared/ozupoqq223av32rkid5f">format PDF</a></p>
<p>&nbsp;</p>
<p><span style="text-decoration: underline;"><strong>A) Les outils technologiques en mathématique au primaire en 4e, 5e et 6e ann</strong></span><span style="text-decoration: underline;"><strong>ée</strong></span></p>
<p><a href="http://recitmst.qc.ca/videos_3o/?v=explications_3o">http://recitmst.qc.ca/videos_3o/?v=explications_3o</a></p>
<p><span style="color: #800080;"><strong>ARITHMÉTIQUE</strong></span></p>
<p><a href="http://www.topmarks.co.uk/Flash.aspx?f=NumberLinev5">http://www.topmarks.co.uk/Flash.aspx?f=NumberLinev5</a></p>
<p><a href="http://www.wmnet.org.uk/wmnet/custom/files_uploaded/uploaded_resources/853/numberlinev2.swf">http://www.wmnet.org.uk/wmnet/custom/files_uploaded/uploaded_resources/853/numberlinev2.swf</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_154_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_154_g_2_t_1.html</a></p>
<p><a href="http://www.glencoe.com/sites/common_assets/mathematics/ebook_assets/vmf/VMF-Interface.html">http://www.glencoe.com/sites/common_assets/mathematics/ebook_assets/vmf/VMF-Interface.html</a></p>
<p><a href="http://www.everydaymath.com/EM_eToolkit_Demo/eTools_v1.html">http://www.everydaymath.com/EM_eToolkit_Demo/eTools_v1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_192_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_192_g_2_t_1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_193_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_193_g_2_t_1.html</a></p>
<p><a href="http://staff.argyll.epsb.ca/jreed/math9/strand1/multiply_base10.swf">http://staff.argyll.epsb.ca/jreed/math9/strand1/multiply_base10.swf</a></p>
<p><a href="http://www.youtube.com/watch?feature=player_embedded&amp;v=38nfYbygQwY#!">http://www.youtube.com/watch?feature=player_embedded&amp;v=38nfYbygQwY#!</a></p>
<p><a href="http://lapageadage.com/?p=1028">http://lapageadage.com/?p=1028</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_159_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_159_g_2_t_1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_102_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_102_g_2_t_1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_103_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_103_g_2_t_1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_104_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_104_g_2_t_1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_105_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_105_g_2_t_1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_333_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_333_g_2_t_1.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_106_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_106_g_2_t_1.html</a></p>
<p><a href="http://nrich.maths.org/content/id/4348/cuisenaire.swf">http://nrich.maths.org/content/id/4348/cuisenaire.swf</a></p>
<p><a href="http://mathtoybox.com/numblox/NumBlox.html">http://mathtoybox.com/numblox/NumBlox.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_202_g_2_t_1.html">http://nlvm.usu.edu/fr/nav/frames_asid_202_g_2_t_1.html</a></p>
<p><a href="https://www.conceptuamath.com/app/tool-library">https://www.conceptuamath.com/app/tool-library</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=80">http://illuminations.nctm.org/ActivityDetail.aspx?ID=80</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=11">http://illuminations.nctm.org/ActivityDetail.aspx?ID=11</a></p>
<p><a href="http://www.csd.k12.nh.us/~lstua/fractions.swf">http://www.csd.k12.nh.us/~lstua/fractions.swf</a></p>
<p><a href="http://www.schools.bedfordshire.gov.uk/ngfl/IWB/resources/flash%20files/flash/fractions.swf">http://www.schools.bedfordshire.gov.uk/ngfl/IWB/resources/flash%20files/flash/fractions.swf</a></p>
<p><a href="http://www.schools.bedfordshire.gov.uk/NGFL/IWB/resources/flash%20files/flash/shapeFractions.swf">http://www.schools.bedfordshire.gov.uk/NGFL/IWB/resources/flash%20files/flash/shapeFractions.swf</a></p>
<p><a href="http://phet.colorado.edu/fr/simulation/fraction-matcher">http://phet.colorado.edu/fr/simulation/fraction-matcher</a></p>
<p><a href="http://phet.colorado.edu/fr/simulation/fractions-intro">http://phet.colorado.edu/fr/simulation/fractions-intro</a></p>
<p><a href="http://phet.colorado.edu/fr/simulation/build-a-fraction">http://phet.colorado.edu/fr/simulation/build-a-fraction</a></p>
<p><a href="http://phet.colorado.edu/sims/arithmetic/arithmetic_fr.html">http://phet.colorado.edu/sims/arithmetic/arithmetic_fr.html</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>GÉOMÉTRIE</strong></span></p>
<p><a href="http://instrumenpoche.sesamath.net/wiki/telechargement">http://instrumenpoche.sesamath.net/wiki/telechargement</a></p>
<p><a href="http://smartboards.typepad.com/smartboard/files/coordinates1.swf">http://smartboards.typepad.com/smartboard/files/coordinates1.swf</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=125">http://illuminations.nctm.org/ActivityDetail.aspx?ID=125</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/prismas.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/prismas.html</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinder.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinder.html</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/coneobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/coneobliq.html</a></p>
<p><a href="http://www.matlet.ch">http://www.matlet.ch</a></p>
<p><a href="http://www.matlet.ch/new/?cmd=dtlApplet&amp;id=77&amp;skel=applet&amp;cmdBack=lstApplets&amp;orderBy=title&amp;seq=ASC&amp;schoolYearFrom=&amp;schoolYearTo=&amp;thema=">http://www.matlet.ch/new/?cmd=dtlApplet&amp;id=77&amp;skel=applet&amp;cmdBack=lstApplets&amp;orderBy=title&amp;seq=ASC&amp;schoolYearFrom=&amp;schoolYearTo=&amp;thema=</a></p>
<p><a href="http://www.matlet.ch/new/?cmd=dtlApplet&amp;id=81&amp;skel=applet&amp;cmdBack=lstApplets&amp;orderBy=title&amp;seq=ASC&amp;schoolYearFrom=&amp;schoolYearTo=&amp;thema=">http://www.matlet.ch/new/?cmd=dtlApplet&amp;id=81&amp;skel=applet&amp;cmdBack=lstApplets&amp;orderBy=title&amp;seq=ASC&amp;schoolYearFrom=&amp;schoolYearTo=&amp;thema=</a></p>
<p><a href="http://www.geogebra.org/cms/fr/installers">http://www.geogebra.org/cms/fr/installers</a></p>
<p><a href="http://www.peda.com/poly/">http://www.peda.com/poly/</a></p>
<p><a href="http://geocentral.net/geometria/fr/">http://geocentral.net/geometria/fr/</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>MESURE</strong></span></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>PROBABILITÉ</strong></span></p>
<p><a href="http://www.shodor.org/interactivate/activities/AdjustableSpinner/">http://www.shodor.org/interactivate/activities/AdjustableSpinner/</a></p>
<p><a href="http://www.probexplorer.com/demo.html">http://www.probexplorer.com/demo.html</a></p>
<p><a href="http://kera.name/treediag/">http://kera.name/treediag/</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>STATISTIQUE</strong></span></p>
<p><a href="http://www.chartgo.com/index_fr.jsp">http://www.chartgo.com/index_fr.jsp</a></p>
<p><a href="http://nces.ed.gov/nceskids/createagraph/">http://nces.ed.gov/nceskids/createagraph/</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>SITES GÉNÉRAUX</strong></span></p>
<p><a href="http://www.pepit.be/">http://www.pepit.be/</a></p>
<p><a href="http://cemc2.math.uwaterloo.ca/mathfrog/french/teacher/index.shtml">http://cemc2.math.uwaterloo.ca/mathfrog/french/teacher/index.shtml</a></p>
<p><a href="http://www.teacherled.com/all-interactive-whiteboard-resources/">http://www.teacherled.com/all-interactive-whiteboard-resources/</a></p>
<p><a href="www.zygotebody.com">www.zygotebody.com</a></p>
<p>&nbsp;</p>
<p><strong>B) Les outils technologiques en mathématique au 2e cycle du secondaire</strong></p>
<p><a href="http://recitmst.qc.ca/videos_3o/?v=explications_3o">http://recitmst.qc.ca/videos_3o/?v=explications_3o</a></p>
<p><span style="color: #993366;"><strong>ARITHMÉTIQUE</strong></span></p>
<p><a href="http://www.matlet.ch/new/?cmd=lstApplets&amp;lang=fr">http://www.matlet.ch/new/?cmd=lstApplets&amp;lang=fr</a></p>
<p><a href="http://www.sharp.co.uk/cps/rde/xchg/gb/hs.xsl/-/html/pc-simulator.htm">http://www.sharp.co.uk/cps/rde/xchg/gb/hs.xsl/-/html/pc-simulator.htm</a></p>
<p><a href="http://my.hrw.com/math06_07/nsmedia/tools/Algebra_Tiles/Algebra_Tiles.html">http://my.hrw.com/math06_07/nsmedia/tools/Algebra_Tiles/Algebra_Tiles.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_189_g_2_t_2.html?open=activities">http://nlvm.usu.edu/fr/nav/frames_asid_189_g_2_t_2.html?open=activities</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_324_g_3_t_2.html?open=instructions&amp;hidepanel=true&amp;from=vlibrary.html">http://nlvm.usu.edu/fr/nav/frames_asid_324_g_3_t_2.html?open=instructions&amp;hidepanel=true&amp;from=vlibrary.html</a></p>
<p><a href="http://www.microsoft.com/fr-fr/download/details.aspx?id=15702">http://www.microsoft.com/fr-fr/download/details.aspx?id=15702</a></p>
<p><a href="http://www.emmanuelmorand.net/thot/telechargement.php">http://www.emmanuelmorand.net/thot/telechargement.php</a></p>
<p><a href="https://www.desmos.com/calculator"> https://www.desmos.com/calculator</a></p>
<p><a href="http://www.patrickmoisan.net/copains/fichiers/simulations/course_sans_gagnant.html">http://www.patrickmoisan.net/copains/fichiers/simulations/course_sans_gagnant.html</a></p>
<p><a href="http://www.patrickmoisan.net/copains/fichiers/simulations/collision.html">http://www.patrickmoisan.net/copains/fichiers/simulations/collision.html</a></p>
<p><a href="http://www.patrickmoisan.net/copains/fichiers/simulations/poursuite.html">http://www.patrickmoisan.net/copains/fichiers/simulations/poursuite.html</a></p>
<p><a href="http://www.patrickmoisan.net/copains/fichiers/simulations/descente.html">http://www.patrickmoisan.net/copains/fichiers/simulations/descente.html</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=195">http://illuminations.nctm.org/ActivityDetail.aspx?ID=195</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=215">http://illuminations.nctm.org/ActivityDetail.aspx?ID=215</a></p>
<p><a href="http://phet.colorado.edu/fr/simulations/category/math">http://phet.colorado.edu/fr/simulations/category/math</a></p>
<p>&nbsp;</p>
<p><span style="color: #993366;"><strong>GÉOMÉTRIE</strong></span></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=4">http://illuminations.nctm.org/ActivityDetail.aspx?ID=4</a></p>
<p><a href="http://www.fisme.science.uu.nl/toepassingen/00198/toepassing_wisweb.en.html">http://www.fisme.science.uu.nl/toepassingen/00198/toepassing_wisweb.en.html</a></p>
<p><a href="www.matlet.ch/new/?cmd=dtlApplet&amp;id=89&amp;skel=applet&amp;cmdBack=lstApplets&amp;orderBy=title&amp;seq=ASC&amp;schoolYearFrom=&amp;schoolYearTo=&amp;thema=">www.matlet.ch/new/?cmd=dtlApplet&amp;id=89&amp;skel=applet&amp;cmdBack=lstApplets&amp;orderBy=title&amp;seq=ASC&amp;schoolYearFrom=&amp;schoolYearTo=&amp;thema=</a></p>
<p><a href="http://www.fisme.science.uu.nl/toepassingen/00349/toepassing_wisweb.en.html">http://www.fisme.science.uu.nl/toepassingen/00349/toepassing_wisweb.en.html</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=205">http://illuminations.nctm.org/ActivityDetail.aspx?ID=205</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=125">http://illuminations.nctm.org/ActivityDetail.aspx?ID=125</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/prismas.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/prismas.html</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinder.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinder.html</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/coneobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/coneobliq.html</a></p>
<p><a href="http://www.peda.com/poly/">http://www.peda.com/poly/</a></p>
<p><a href="http://geocentral.net/geometria/fr/">http://geocentral.net/geometria/fr/</a></p>
<p><a href="http://www.geogebra.org/cms/fr/installers">http://www.geogebra.org/cms/fr/installers</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>STATISTIQUE</strong></span></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=160">http://illuminations.nctm.org/ActivityDetail.aspx?ID=160</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>PROBABILITÉ</strong></span></p>
<p><a href="http://www.probexplorer.com/demo.html">http://www.probexplorer.com/demo.html</a></p>
<p><a href="http://kera.name/treediag/">http://kera.name/treediag/</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>GRAPHES</strong></span></p>
<p><a href="http://graph.seul.org/">http://graph.seul.org/</a></p>
<p><a href="http://www.apprendre-en-ligne.net/graphes/logiciel/index.html">http://www.apprendre-en-ligne.net/graphes/logiciel/index.html</a></p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=20">http://illuminations.nctm.org/ActivityDetail.aspx?ID=20</a></p>
<p>&nbsp;</p>
<p><span style="color: #800080;"><strong>DAN MEYER</strong></span></p>
<p><a href="http://blog.mrmeyer.com/?p=213">http://blog.mrmeyer.com/?p=213</a></p>
<p><a href="http://threeacts.mrmeyer.com/watertank/">http://threeacts.mrmeyer.com/watertank/</a></p>
<p><a href="http://threeacts.mrmeyer.com/popcornpicker/">http://threeacts.mrmeyer.com/popcornpicker/</a></p>
<p><a href="https://docs.google.com/spreadsheet/ccc?key=0AjIqyKM9d7ZYdEhtR3BJMmdBWnM2YWxWYVM1UWowTEE&amp;hl=en_US#gid=0">https://docs.google.com/spreadsheet/ccc?key=0AjIqyKM9d7ZYdEhtR3BJMmdBWnM2YWxWYVM1UWowTEE&amp;hl=en_US#gid=0</a></p>
<p><a href="http://vimeo.com/album/1983987/video/38699414">http://vimeo.com/album/1983987/video/38699414</a></p>
<p><a href="https://docs.google.com/spreadsheet/ccc?key=0AkLk45wwjYBudG9LeXRad0lHM0E0VFRyOEtRckVvM1E#gid=0">https://docs.google.com/spreadsheet/ccc?key=0AkLk45wwjYBudG9LeXRad0lHM0E0VFRyOEtRckVvM1E#gid=0</a></p>
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		<title>#Claved du 7 novembre 2012 à 12h00: Les TIC en mathématique, comment, quels outils et quelles stratégies ?</title>
		<link>http://lapageadage.com/?p=1296</link>
		<comments>http://lapageadage.com/?p=1296#comments</comments>
		<pubDate>Fri, 26 Oct 2012 14:54:03 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[TIC]]></category>

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		<description><![CDATA[Le 7 novembre prochain, le #Claved sera consacré à l'intégration des TIC en mathématique. Le sujet abordé: Les TIC en maths, comment, quels outils et quelles stratégies ? Il existe on le sait plusieurs outils numériques disponibles en mathématique. Comme personne-ressource et formateur, je suis à même de constater que ce sont beaucoup plus les [...]]]></description>
				<content:encoded><![CDATA[<p>Le 7 novembre prochain, le #Claved sera consacré à l'intégration des TIC en mathématique. Le sujet abordé: Les TIC en maths, comment, quels outils et quelles stratégies ?</p>
<p>Il existe on le sait plusieurs outils numériques disponibles en mathématique. Comme personne-ressource et formateur, je suis à même de constater que ce sont beaucoup plus les enseignantes et les enseignants qui utilisent ces outils et non pas les élèves. Comment rendre les élèves plus actifs avec les TIC en maths ? On entend souvent parler de Geogebra comme un outil fantastique au secondaire mais qu'en est-il des outils du primaire ? Quelles sont les stratégies gagnantes que les enseignants ont développées pour réussire à intégrer les TIC en maths ?</p>
<p>Voici les trois questions pour ce #Claved:</p>
<p>Question 1: Quels sont les outils numériques au primaire et au secondaire (TNI, logiciels, applets java, tablettes numériques, etc.) qui permettent une réelle intégration des TIC en mathématique par les élèves ? #ClavEd #Q1</p>
<p>Question 2: Quelle est le genre d'activités que vous avez mis en place ou que des enseignants ont mis en place et qui permettent une intégration des TIC en mathématique ? #ClavEd #Q2</p>
<p>Question 3: Quels sont les moyens et stratégies mis en place afin de faciliter cette intégration ? #ClavEd #Q3</p>
<p>Nous vous attendons donc en grand nombre pour ce #Claved MathémaTIC !</p>
<p><a href="http://claved.wordpress.com/2012/10/26/les-tic-en-maths-comment-quels-outils-et-quelles-strategies-discussion-du-7-novembre/">http://claved.wordpress.com/2012/10/26/les-tic-en-maths-comment-quels-outils-et-quelles-strategies-discussion-du-7-novembre/</a></p>
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		<title>Rapport &quot;La lecture sur les tableaux numériques interactifs (TNI)&quot;</title>
		<link>http://lapageadage.com/?p=1300</link>
		<comments>http://lapageadage.com/?p=1300#comments</comments>
		<pubDate>Fri, 26 Oct 2012 13:44:29 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[TBI]]></category>
		<category><![CDATA[TNI]]></category>

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		<description><![CDATA[Voici une courte présentation du site http://eduscol.education.fr/numerique/textes/rapports/tice-e-formation/enseignement-scolaire/2011/laboratoire-lutin Vous trouverez le rapport complet à cette adresse: http://media.eduscol.education.fr/file/TNI/40/2/Rapport_LUTIN_TNI_2011_199402.pdf De l'usage des tableaux numériques interactifs : livre blanc Le LUTIN (Laboratoire des usages en Technologies d'Information Numérique) a réalisé à la demande du ministère de l'Éducation nationale, de la jeunesse et de la vie associative et du ministère de [...]]]></description>
				<content:encoded><![CDATA[<p>Voici une courte présentation du site <a href="http://eduscol.education.fr/numerique/textes/rapports/tice-e-formation/enseignement-scolaire/2011/laboratoire-lutin">http://eduscol.education.fr/numerique/textes/rapports/tice-e-formation/enseignement-scolaire/2011/laboratoire-lutin</a></p>
<p>Vous trouverez le rapport complet à cette adresse: <a href="http://media.eduscol.education.fr/file/TNI/40/2/Rapport_LUTIN_TNI_2011_199402.pdf">http://media.eduscol.education.fr/file/TNI/40/2/Rapport_LUTIN_TNI_2011_199402.pdf</a></p>
<blockquote><p><strong>De l'usage des tableaux numériques interactifs : livre blanc<br />
</strong>Le LUTIN (Laboratoire des usages en Technologies d'Information Numérique) a réalisé à la demande du ministère de l'Éducation nationale, de la jeunesse et de la vie associative et du ministère de l'Enseignement supérieur et de la recherche une étude sur la lecture sur TNI. Le résultat de cette étude est un livre blanc qui porte sur les aspects cognitifs de l'usage des TNI en classe pour une activité courante en classe : la lecture.  48 élèves de 6ème et 89 de CP ont participé à cette étude entre mars et avril 2011. Les tests proposés ont pris en compte «trois dimensions fondamentales de l'activité de lecture et de compréhension : la visibilité (perception d'un signal lumineux), la lisibilité (reconnaissance de lettres et de mots) et la compréhension textuelle (processus d'extraire et de construire simultanément du sens à travers l'interaction avec le langage écrit). L'ambition de cet outil d'évaluation est également d'être applicable et modulable à d'autres situations de lecture et sur d'autres supports (tablettes, écrans...). »</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Recommandations</strong><br />
<strong></strong></p>
<p>&nbsp;</p>
<p><strong>Visibilité</strong><br />
«Réduire le reflet d'inconfort des salles équipées de TNI pour un meilleur confort visuel des élèves - chercher une position du tableau qui diminuera le plus possible les reflets que ce soit en classe entière ou petit groupe - utiliser volets/stores pour occulter les fenêtres des classes - projeter sur une surface mate et/ou antireflet - incliner le tableau pour un meilleur confort visuel. Le contraste doit être plus important pour les jeunes élèves lorqu'ils travaillent sur TNI. Pour les élèves plus âgés, le contraste devra être plus marqué sur ordinateur.»</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Lisibilité</strong><br />
L'étude montre l'importance de prendre en compte la taille et le type de lettres pour la lisibilité sur TNI... Il est à noter que comparé au support PC, le taux d'erreurs d'identification d'une lettre cible est plus important sur TNI. Certains couples de couleurs donnent lieu à un meilleur traitement lors de la lecture... Les études sur la lecture à l'écran recommandent l'utilisation d'une police sans empattements. Celle-ci procure un léger avantage sur la vitesse de lecture. Respecter un rapport hauteur/largeur des caractères de 1:1 - Privilégier une disposition horizontale du texte - Choisir la casse majuscule/minuscule en fonction  de la tâche - Diversifier les tâches/réduire le temps d'exposition sur TNI...»</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Compréhension</strong><br />
«Les marques typo-dispositionnelles indiquent aux lecteurs l'organisation globale du texte et la hiérarchisation de son contenu. Il est donc nécessaire dans le cadre d'un apprentissage de veiller à la mise en forme matérielle des supports de cours d'apprentissage : espacer les lignes des textes - bien choisir la justification des textes - indenter les paragraphes - éviter les phrases trop longues - utiliser des images, des schémas pour illustrer les textes - adapter les supports d'apprentissage selon le contexte...»</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Recommandations générales</strong><br />
«Organiser l'espace de travail - utiliser un tableau mixte - utiliser des variateurs d'intensité pour l'éclairage - éviter les phénomènes de scintillements - accompagner les enseignants dans l'utilisation des TICE.»</p></blockquote>
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		<title>Ressources en Flash pour le primaire et le secondaire</title>
		<link>http://lapageadage.com/?p=1293</link>
		<comments>http://lapageadage.com/?p=1293#comments</comments>
		<pubDate>Thu, 25 Oct 2012 01:09:07 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Flash]]></category>
		<category><![CDATA[TBI]]></category>
		<category><![CDATA[TNI]]></category>

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		<description><![CDATA[Merci à France Leclerc (https://twitter.com/ressourcesTBI)pour ce nouveau site avec quelques outils numériques pour le primaire et le secondaire. http://www.fergant.clg61.ac-caen.fr/animludi/maths/ En voici quelques-uns très intéressants: Du patron à la pyramide: http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim4.swf Du patron au cube: http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim5.swf Du patron au prisme: http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim6.swf Fractions: http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim8.swf Proportionnalité: http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim12.swf Statistiques (données groupées): http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim17.swf &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Merci à France Leclerc (<a href="https://twitter.com/ressourcesTBI">https://twitter.com/ressourcesTBI</a>)pour ce nouveau site avec quelques outils numériques pour le primaire et le secondaire.</p>
<p><a href="http://www.fergant.clg61.ac-caen.fr/animludi/maths/">http://www.fergant.clg61.ac-caen.fr/animludi/maths/</a></p>
<p>En voici quelques-uns très intéressants:</p>
<p>Du patron à la pyramide: <a href="http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim4.swf">http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim4.swf</a></p>
<p>Du patron au cube: <a href="http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim5.swf">http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim5.swf</a></p>
<p>Du patron au prisme: <a href="http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim6.swf">http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim6.swf</a></p>
<p>Fractions: <a href="http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim8.swf">http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim8.swf</a></p>
<p>Proportionnalité: <a href="http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim12.swf">http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim12.swf</a></p>
<p>Statistiques (données groupées): <a href="http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim17.swf">http://www.fergant.clg61.ac-caen.fr/animludi/maths/Anim17.swf</a></p>
<p>&nbsp;</p>
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		<title>Le futur des livres numériques en mathématique</title>
		<link>http://lapageadage.com/?p=1290</link>
		<comments>http://lapageadage.com/?p=1290#comments</comments>
		<pubDate>Mon, 22 Oct 2012 16:51:01 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Activité pédagogique]]></category>
		<category><![CDATA[Dan Meyer]]></category>
		<category><![CDATA[Ipad]]></category>
		<category><![CDATA[Tablettes numériques]]></category>

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		<description><![CDATA[J'avais déjà parlé de la conférence de Dan Meyer sur la production de matériel pédagogique numérique. Lors de cette conférence, Dan proposait une activité sur la congruence de triangles. J'avais moi-même essayé de bâtir une activité du même type dans un contexte d'un portable par élève et l'utilisation du TNI. Je n'étais pas satisfait. Voici [...]]]></description>
				<content:encoded><![CDATA[<p>J'avais déjà parlé de la conférence de <a href="http://lapageadage.com/?p=1153"><span style="text-decoration: underline;">Dan Meyer sur la production de matériel pédagogique numérique</span></a>. Lors de cette conférence, Dan proposait une activité sur la congruence de triangles. J'avais moi-même essayé de bâtir une activité du même type dans un contexte d'un portable par élève et l'utilisation du TNI. Je n'étais pas satisfait.</p>
<p>Voici donc une activité de ce qui sera le futur des livres numériques: <a href="http://testing.davemajor.net/triangles/">http://testing.davemajor.net/triangles/</a></p>
<p>Allez faire l'activité avec les contraintes demandées. Entrez votre nom et cliquez sur le bouton "Share".</p>
<p>Ça me donne vraiment envie de produire du matériel pédagogique. Disons que mes dernières activités technos écrites pour les Éditions CEC sont tellement à des années-lumières de celle-ci. Nous sommes évidemmment dans un contexte papier alors assez difficile de faire mieux.</p>
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		<title>Matlet, fractions, conversions de longueurs, surfaces, aires, volumes et Web Equation</title>
		<link>http://lapageadage.com/?p=1275</link>
		<comments>http://lapageadage.com/?p=1275#comments</comments>
		<pubDate>Mon, 15 Oct 2012 00:14:56 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[TBI]]></category>
		<category><![CDATA[TNI]]></category>

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		<description><![CDATA[Voici les liens de quelques outils: Matlet: Ceux qui connaissent WisWeb, voici la page contenant ces outils en français: http://www.matlet.ch/new/?cmd=lstApplets&#38;lang=fr Générateur de fractions: Différents outils pour générer des représentations de fractions http://micetf.fr/Fractions/generateur/# Outils de conversions: 2 outils de conversions intéressants à utiliser avec un TNI http://micetf.fr/conversion/ http://micetf.fr/conversion2/ Web Equation: Outil de conversion mathématique en ligne [...]]]></description>
				<content:encoded><![CDATA[<p>Voici les liens de quelques outils:</p>
<p>Matlet: Ceux qui connaissent WisWeb, voici la page contenant ces outils en français: <a href="http://www.matlet.ch/new/?cmd=lstApplets&amp;lang=fr">http://www.matlet.ch/new/?cmd=lstApplets&amp;lang=fr</a></p>
<p>Générateur de fractions: Différents outils pour générer des représentations de fractions <a href="http://micetf.fr/Fractions/generateur/#">http://micetf.fr/Fractions/generateur/#</a></p>
<p>Outils de conversions: 2 outils de conversions intéressants à utiliser avec un TNI <a href="http://micetf.fr/conversion/">http://micetf.fr/conversion/</a> <a href="http://micetf.fr/conversion2/">http://micetf.fr/conversion2/</a></p>
<p>Web Equation: Outil de conversion mathématique en ligne de texte écrit à la main <a href="http://webdemo.visionobjects.com/equation.html?locale=fr_FR">http://webdemo.visionobjects.com/equation.html?locale=fr_FR</a></p>
<p>&nbsp;</p>
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		<title>Utiliser l&#039;application Geogebra avec Google Chrome...et bientôt une application pour Ipad et tablettes Android</title>
		<link>http://lapageadage.com/?p=1270</link>
		<comments>http://lapageadage.com/?p=1270#comments</comments>
		<pubDate>Sun, 14 Oct 2012 23:33:59 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Il y a déjà quelques semaines qu'il y a une application Geogebra utilisable avec Google Chrome. On la retrouve à l'adresse suivante: http://geogebraweb.appspot.com/ De plus, l'équipe de Geogebra a ammassé les 10000$ pour assurer le développement d'une application pour les tablettes, sortie prévue pour début 2013. http://www.kickstarter.com/projects/geogebra/geogebra-for-the-ipad &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Il y a déjà quelques semaines qu'il y a une application Geogebra utilisable avec Google Chrome. On la retrouve à l'adresse suivante:</p>
<p><a href="http://geogebraweb.appspot.com/">http://geogebraweb.appspot.com/</a></p>
<p><a href="http://lapageadage.com/?p=1270"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>De plus, l'équipe de Geogebra a ammassé les 10000$ pour assurer le développement d'une application pour les tablettes, sortie prévue pour début 2013.</p>
<p><a href="http://www.kickstarter.com/projects/geogebra/geogebra-for-the-ipad">http://www.kickstarter.com/projects/geogebra/geogebra-for-the-ipad</a></p>
<p>&nbsp;</p>
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		<title>Autre ressource pour les &quot;3 acts&quot; à la Dan Meyer</title>
		<link>http://lapageadage.com/?p=1266</link>
		<comments>http://lapageadage.com/?p=1266#comments</comments>
		<pubDate>Mon, 24 Sep 2012 15:42:51 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Activité pédagogique]]></category>
		<category><![CDATA[Dan Meyer]]></category>

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		<description><![CDATA[Andrew Stadel est un enseignant qui a fait comme Dan Meyer et a créé quelques activités que j'utiliserai cette année en troisième secondaire. De très bonnes idées à exploiter. https://docs.google.com/spreadsheet/ccc?key=0AkLk45wwjYBudG9LeXRad0lHM0E0VFRyOEtRckVvM1E#gid=0 &#160;]]></description>
				<content:encoded><![CDATA[<p>Andrew Stadel est un enseignant qui a fait comme Dan Meyer et a créé quelques activités que j'utiliserai cette année en troisième secondaire. De très bonnes idées à exploiter.</p>
<p><a href="https://docs.google.com/spreadsheet/ccc?key=0AkLk45wwjYBudG9LeXRad0lHM0E0VFRyOEtRckVvM1E#gid=0">https://docs.google.com/spreadsheet/ccc?key=0AkLk45wwjYBudG9LeXRad0lHM0E0VFRyOEtRckVvM1E#gid=0</a></p>
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		<title>Calculatrices à affichage graphique de dernière génération (CAS) ne seront plus permises aux examens du MELS</title>
		<link>http://lapageadage.com/?p=1264</link>
		<comments>http://lapageadage.com/?p=1264#comments</comments>
		<pubDate>Thu, 20 Sep 2012 12:22:00 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[MELS]]></category>
		<category><![CDATA[TI]]></category>
		<category><![CDATA[TIC]]></category>

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		<description><![CDATA[Une nouvelle qui me choque énormément sur le sujet en titre. Je suis en &#38;?%&#38;?%&#38;?$//"?%*&#38;((&#38;*&#38;%?%$%$""/ pour ainsi dire. Ceux qui connaissent ma passion pour l'intégration des technologies en maths savent à quel point je suis en colère par cette nouvelle. On avance pas selon moi, on régresse ! Il y aura plus de détails à [...]]]></description>
				<content:encoded><![CDATA[<p>Une nouvelle qui me choque énormément sur le sujet en titre. Je suis en &amp;?%&amp;?%&amp;?$//"?%*&amp;((&amp;*&amp;%?%$%$""/ pour ainsi dire.</p>
<p>Ceux qui connaissent ma passion pour l'intégration des technologies en maths savent à quel point je suis en colère par cette nouvelle. On avance pas selon moi, on régresse !</p>
<p>Il y aura plus de détails à venir dans le document d'information du MELS.</p>
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		<title>Vidéo de Geogebra 4.2 et de son outil de calcul formel</title>
		<link>http://lapageadage.com/?p=1260</link>
		<comments>http://lapageadage.com/?p=1260#comments</comments>
		<pubDate>Fri, 07 Sep 2012 01:43:13 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1260</guid>
		<description><![CDATA[&#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://lapageadage.com/?p=1260"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Phet: 2 nouvelles applications pour les fractions</title>
		<link>http://lapageadage.com/?p=1256</link>
		<comments>http://lapageadage.com/?p=1256#comments</comments>
		<pubDate>Fri, 07 Sep 2012 01:21:11 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Phet vient tout récemment d'ajouter 2 applets java sur les fractions. Vous les retrouverez aux adresses ci-dessous: http://phet.colorado.edu/fr/simulation/fractions-intro http://phet.colorado.edu/fr/simulation/fraction-matcher &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Phet vient tout récemment d'ajouter 2 applets java sur les fractions. Vous les retrouverez aux adresses ci-dessous:</p>
<p><a href="http://phet.colorado.edu/fr/simulation/fractions-intro">http://phet.colorado.edu/fr/simulation/fractions-intro</a></p>
<p><a href="http://phet.colorado.edu/fr/simulation/fraction-matcher">http://phet.colorado.edu/fr/simulation/fraction-matcher</a></p>
<p>&nbsp;</p>
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		<title>Sketchometry</title>
		<link>http://lapageadage.com/?p=1254</link>
		<comments>http://lapageadage.com/?p=1254#comments</comments>
		<pubDate>Fri, 31 Aug 2012 13:31:33 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Un nouvel outil intuitif pour les mathématiques. À utiliser avec les tablettes, ordinateurs et TNI. &#160; http://sketchometry.org/ &#160;]]></description>
				<content:encoded><![CDATA[<p>Un nouvel outil intuitif pour les mathématiques. À utiliser avec les tablettes, ordinateurs et TNI.</p>
<p>&nbsp;</p>
<p><a href="http://sketchometry.org/">http://sketchometry.org/</a></p>
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		<title>SBPMef - Congrès de Liège (Belgique) 22-23-24 août 2012</title>
		<link>http://lapageadage.com/?p=1245</link>
		<comments>http://lapageadage.com/?p=1245#comments</comments>
		<pubDate>Thu, 23 Aug 2012 05:54:47 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[J'ai le plaisir de participer au congrès de la SBPMef à Liège en Belgique où je donne 3 ateliers. Voici les documents de mes présentations et la description de chacun d'eux. &#160; Mercredi 22 août: Les mathématiques au Québec Un québécois au congrès de la SBPMef ??? Et oui ! Il en profitera pour présenter l’enseignement des [...]]]></description>
				<content:encoded><![CDATA[<p>J'ai le plaisir de participer au congrès de la SBPMef à Liège en Belgique où je donne 3 ateliers. Voici les documents de mes présentations et la description de chacun d'eux.</p>
<p>&nbsp;</p>
<p><strong><span style="text-decoration: underline;">Mercredi 22 août: Les mathématiques au Québec</span></strong></p>
<div>
<p>Un québécois au congrès de la SBPMef ??? Et oui ! Il en profitera pour présenter l’enseignement des mathématiques au Québec du primaire (6-11 ans) jusqu’au secondaire (12-17 ans) et avec une petite incursion au collégial et à l’université. Exploration des différents programmes, des notions enseignées, des cadres d’évaluation, la place des technologies, le matériel utilisé, etc. Le but de la présentation n’est pas du tout d’être théorique mais d’être pratique et d’expliquer comment ça se passe chez nous au quotidien dans une classe de mathématique.</p>
<p><a href="https://www.box.com/shared/61346a7e6bfda4e2ad67">Présentation au format Flipchart (Activboard)</a></p>
<p><a href="https://www.box.com/shared/229f55650cce483e5d92">Présentation au format PDF</a></p>
<p>&nbsp;</p>
<p><span style="text-decoration: underline;"><strong>Jeudi 22 août: La technologie dans les cours de maths</strong></span></p>
<p>Quels outils sont disponibles ? Comment les utiliser ? Quoi faire avec les élèves au laboratoire et ne pas avoir l’impression de perdre du temps ? Une grande variété de logiciels seront explorés ainsi que l’utilisation des sondes en classe. Aussi, plusieurs applets java et animations Flash: NCTM Illuminations, Phet, NLVM, Conceptua Math, etc.</p>
<p>Nous regarderons également quelques pistes d’exploration en mathématique avec le logiciel ActivInspire.</p>
<p><a href="https://www.box.com/shared/9e72bf7f1e89d3985482">Présentation au format Flipchart (ActivInspire)</a></p>
<p><a href="https://www.box.com/shared/93b89c228a2aa0e6538f">Présentation au format PDF</a></p>
<p>&nbsp;</p>
<p><span style="text-decoration: underline;"><strong>Jeudi 22 août - Intégrer un TNI dans ma classe de maths</strong></span></p>
<p>Les tableaux numériques feront partie intégrante de nos salles de classes dans les prochaines années au Québec. La mathématique est une discipline très intéressante pour le tableau numérique tant au niveau du matériel de manipulation que des objets d’apprentissage. Quels outils sont disponibles ? Comment les utiliser ? Quels sont les périphériques qui s’ajoutent bien au TNI ? Quels sont les différents types d’activités à exploiter avec un tableau numérique</p>
<p>&nbsp;</p>
<p>Également, nous regarderons une stratégie d’appropriation à l’intégration du tableau numérique dans l’apprentissage des élèves, les 3-O. Tabl-O, Bur-O et Cerv-O sont les trois lieux où peut (doit) s’effectuer un travail pédagogique en classe. Le rôle de l’enseignant et le rôle de l’élève seront analysés à travers cette stratégie.</p>
<p><a href="https://www.box.com/shared/e5f28d804c9c087a20df">Présentation au format Flipchart (ActivInspire)</a></p>
<p><a href="https://www.box.com/shared/87ae01dc09c924948f0b">Présentation au format PDF</a></p>
</div>
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		<title>Les fonctions Mickey Mouse</title>
		<link>http://lapageadage.com/?p=1226</link>
		<comments>http://lapageadage.com/?p=1226#comments</comments>
		<pubDate>Wed, 13 Jun 2012 01:47:03 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Activité pédagogique]]></category>
		<category><![CDATA[fonctions]]></category>

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		<description><![CDATA[&#160; &#160; &#160; &#160; &#160; &#160; https://www.desmos.com/calculator/6jigavsn80 &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://lapageadage.com/?attachment_id=1227" rel="attachment wp-att-1227"><img class="size-medium wp-image-1227 alignleft" title="mickeymouse" src="http://lapageadage.com/wp-content/uploads/2012/06/mickeymouse-300x156.png" alt="" width="300" height="156" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><a href="https://www.desmos.com/calculator/6jigavsn80">https://www.desmos.com/calculator/6jigavsn80</a></p>
<p>&nbsp;</p>
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		<title>GRMS 2012 - Atelier 503-603 - TI-Nspire CAS: un logiciel qui vous permettra de faire tout tout tout!!!</title>
		<link>http://lapageadage.com/?p=1193</link>
		<comments>http://lapageadage.com/?p=1193#comments</comments>
		<pubDate>Thu, 24 May 2012 17:22:14 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[GRMS]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1193</guid>
		<description><![CDATA[Explorations de différentes SAÉ de troisième et quatrième secondaire expérimentée en classe et réalisée à l’aide du logiciel TI-Nspire CAS(édition enseignant). De plus, nous regarderons les différentes fonctionnalités du logiciel et verrons comment le CBR2 peut être un outil drôlement intéressant pour la modélisation. Documents: Calculs Graphiques Données et statistiques Transfert de fichiers Paramètres FCT [...]]]></description>
				<content:encoded><![CDATA[<p>Explorations de différentes SAÉ de troisième et quatrième secondaire expérimentée en classe et réalisée à l’aide du logiciel TI-Nspire CAS(édition enseignant). De plus, nous regarderons les différentes fonctionnalités du logiciel et verrons comment le CBR2 peut être un outil drôlement intéressant pour la modélisation.</p>
<p><span style="text-decoration: underline;"><strong>Documents</strong></span>:</p>
<p><a href="https://www.box.com/s/49beade26030c48c4500">Calculs</a></p>
<p><a href="https://www.box.com/s/60c28687658cd9955b21">Graphiques</a></p>
<p><a href="https://www.box.com/s/fed02bc3df36b895e8a4">Données et statistiques</a></p>
<p><a href="https://www.box.com/s/145b00ba8027c3bee2c5">Transfert de fichiers</a></p>
<p><a href="https://www.box.com/s/ff69bd2c6b248e18211e">Paramètres FCT SN4 - Fichier tns</a></p>
<p><a href="https://www.box.com/s/8ccdc18ac87bb9eacded">SAE TINspire CAS</a></p>
<p><a href="https://www.box.com/s/9c6fa59d5b63af7ce5e9">Une visite chez le médecin - Fichier tns</a></p>
<p><a href="https://www.box.com/s/12fa9487ae52a99bd00a">Salaire minimum données - Fichier tns</a></p>
<p><a href="https://www.box.com/s/8b1f557076a9688b9ddc">Record 100m hommes données - Fichier tns</a></p>
<p><a href="https://www.box.com/s/8e342ecbba43a3891b99">Espérance de vie données - Fichier tns</a></p>
<p>&nbsp;</p>
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		<title>GRMS 2012 - Atelier 305-405 - Maths + TIC + Dage = Monde merveilleux</title>
		<link>http://lapageadage.com/?p=1190</link>
		<comments>http://lapageadage.com/?p=1190#comments</comments>
		<pubDate>Thu, 24 May 2012 12:57:59 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[GRMS]]></category>

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		<description><![CDATA[Venez découvrir un monde merveilleux où les maths, la didactique, les TIC et l’animateur ne font qu’un. Réflexions et exemples d’utilisation des TIC et du TBI en classe. Exploration de différents outils et questionnement sur les forces et les faiblesses de ceux-ci. Nous ferons des liens avec la stratégie des 3-O, Tabl-O, Bur-O, Cerv-O. Présentation [...]]]></description>
				<content:encoded><![CDATA[<p>Venez découvrir un monde merveilleux où les maths, la didactique, les TIC et l’animateur ne font qu’un. Réflexions et exemples d’utilisation des TIC et du TBI en classe. Exploration de différents outils et questionnement sur les forces et les faiblesses de ceux-ci. Nous ferons des liens avec la stratégie des 3-O, Tabl-O, Bur-O, Cerv-O.</p>
<p><a href="https://www.box.com/s/7ed3898884ce7059cf81">Présentation flipchart</a></p>
<p><a href="https://www.box.com/s/b5fd15e1fc511bdd66ea">Présentation pdf</a></p>
<p>&nbsp;</p>
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		<title>GRMS 2012 - Atelier 201 - TBI et la stratégie 3-O</title>
		<link>http://lapageadage.com/?p=1188</link>
		<comments>http://lapageadage.com/?p=1188#comments</comments>
		<pubDate>Wed, 23 May 2012 17:47:19 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[GRMS]]></category>

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		<description><![CDATA[Nous proposons lors de cet atelier une stratégie d’appropriation et de formation à l’intégration du tableau numérique (TBI) dans l’apprentissage des élèves. Où: Tableau - Bureau - Cerveau (les 3-O), voilà les lieux où peut (doit) s’effectuer un travail pédagogique en classe. Quand: Les phases de préparation, de réalisation et d’intégration (situation d’apprentissage complète) sont [...]]]></description>
				<content:encoded><![CDATA[<p>Nous proposons lors de cet atelier une stratégie d’appropriation et de formation à l’intégration du tableau numérique (TBI) dans l’apprentissage des élèves.<br />
Où: Tableau - Bureau - Cerveau (les 3-O), voilà les lieux où peut (doit) s’effectuer un travail pédagogique en classe.<br />
Quand: Les phases de préparation, de réalisation et d’intégration (situation d’apprentissage complète) sont autant d’occasions de choisir le bon outil pour la tâche.<br />
Quoi: Les applets (java ou autres), les images, les vidéos, les logiciels... sont des objets numériques que nous pouvons manipuler pédagogiquement.<br />
Et dans quelle perspective l’enseignant joue-t-il son rôle? Par son questionnement, il invite les élèves à se questionner eux-mêmes et il les guide à travers leurs réflexions et leurs expérimentations.<br />
Note: ce n’est pas un atelier sur une technologie (marque de tableau) en particulier.</p>
<p>&nbsp;</p>
<p><a href="http://illuminations.nctm.org/ActivityDetail.aspx?ID=160">http://illuminations.nctm.org/ActivityDetail.aspx?ID=160</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_324_g_3_t_2.html?open=instructions&amp;hidepanel=true&amp;from=vlibrary.html">http://nlvm.usu.edu/fr/nav/frames_asid_324_g_3_t_2.html?open=instructions&amp;hidepanel=true&amp;from=vlibrary.html</a></p>
<p><a href="http://nlvm.usu.edu/fr/nav/frames_asid_189_g_3_t_2.html?open=activities&amp;hidepanel=true&amp;from=vlibrary.html">http://nlvm.usu.edu/fr/nav/frames_asid_189_g_3_t_2.html?open=activities&amp;hidepanel=true&amp;from=vlibrary.html</a></p>
<p><a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html</a></p>
<p><a href="http://phet.colorado.edu/fr/simulations/category/math">http://phet.colorado.edu/fr/simulations/category/math</a></p>
<p><a href="https://www.box.com/s/ce8915127802760c17bc">Propriétés des parallélogrammes et des losanges</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>GRMS 2012 - Atelier 109-209 - GeoGebra: Outil TIC pour l’apprentissage de la mathématique</title>
		<link>http://lapageadage.com/?p=1186</link>
		<comments>http://lapageadage.com/?p=1186#comments</comments>
		<pubDate>Wed, 23 May 2012 14:28:11 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[GRMS]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1186</guid>
		<description><![CDATA[http://recitmst.qc.ca/GeoGebra-GRMS-Mai-2012 Document accompagnement Nouveautés Geogebra 4 &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://recitmst.qc.ca/GeoGebra-GRMS-Mai-2012">http://recitmst.qc.ca/GeoGebra-GRMS-Mai-2012</a></p>
<p><a href="https://www.box.com/s/c9b0f651521e04c11170">Document accompagnement</a></p>
<p><a href="https://www.box.com/s/2f43c85462b1eb85636a">Nouveautés Geogebra 4<br />
</a></p>
<p>&nbsp;</p>
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		<title>Le logiciel Images actives</title>
		<link>http://lapageadage.com/?p=1202</link>
		<comments>http://lapageadage.com/?p=1202#comments</comments>
		<pubDate>Thu, 17 May 2012 01:01:48 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Logiciels]]></category>
		<category><![CDATA[images]]></category>

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		<description><![CDATA[http://images-actives.crdp-versailles.fr/ Dynamisez vos cours par des images interactives ! Des SVT à l’histoire des arts, créez des schémas, tableaux, photos dynamiques où légendes et commentaires sont directement associés aux zones pertinentes de l’image. À vous de jouer ! Images actives est un logiciel libre sous licence GNU/GPL développé par le CRDP de l’académie de Versaille &#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://lapageadage.com/?attachment_id=1203" rel="attachment wp-att-1203"><img class="aligncenter size-full wp-image-1203" title="imactives" src="http://lapageadage.com/wp-content/uploads/2012/05/imactives.jpg" alt="" width="603" height="302" /></a></p>
<p style="text-align: center;"><a href="http://images-actives.crdp-versailles.fr/">http://images-actives.crdp-versailles.fr/</a></p>
<blockquote><p>Dynamisez vos cours par des images interactives ! Des SVT à l’histoire des arts, créez des schémas, tableaux, photos dynamiques où légendes et commentaires sont directement associés aux zones pertinentes de l’image. À vous de jouer !<br />
<em>Images actives</em> est un logiciel libre sous licence GNU/GPL développé par le <a href="http://www.crdp.ac-versailles.fr/" rel="external">CRDP de l’académie de Versaille</a></p></blockquote>
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		<title>Ce que disent les recherches de l’impact des TBI sur la réussite scolaire</title>
		<link>http://lapageadage.com/?p=1182</link>
		<comments>http://lapageadage.com/?p=1182#comments</comments>
		<pubDate>Thu, 03 May 2012 00:28:09 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Recherche]]></category>
		<category><![CDATA[TBI]]></category>
		<category><![CDATA[TNI]]></category>

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		<description><![CDATA[&#160;]]></description>
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		<title>Règle de trois !!!</title>
		<link>http://lapageadage.com/?p=1177</link>
		<comments>http://lapageadage.com/?p=1177#comments</comments>
		<pubDate>Wed, 02 May 2012 18:11:05 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Vidéos]]></category>
		<category><![CDATA[proportions]]></category>
		<category><![CDATA[règle de trois]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1177</guid>
		<description><![CDATA[&#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://lapageadage.com/?p=1177"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		</item>
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		<title>Soustraction chez les entiers</title>
		<link>http://lapageadage.com/?p=1174</link>
		<comments>http://lapageadage.com/?p=1174#comments</comments>
		<pubDate>Wed, 25 Apr 2012 01:57:12 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Vidéos]]></category>
		<category><![CDATA[nombres entiers]]></category>

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		<description><![CDATA[Deux autres belles capsules de Gilles Jobin sur la soustraction des entiers. &#160;]]></description>
				<content:encoded><![CDATA[<p>Deux autres belles capsules de Gilles Jobin sur la soustraction des entiers.</p>
<p><a href="http://lapageadage.com/?p=1174"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p><a href="http://lapageadage.com/?p=1174"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Les problèmes mathématiques écrits</title>
		<link>http://lapageadage.com/?p=1172</link>
		<comments>http://lapageadage.com/?p=1172#comments</comments>
		<pubDate>Thu, 19 Apr 2012 14:24:50 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Recherche]]></category>
		<category><![CDATA[lecture]]></category>
		<category><![CDATA[problèmes écrits]]></category>

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		<description><![CDATA[Un article intéressant dans la série "Faire la différence…De la recherche à la pratique" . http://www.edu.gov.on.ca/fre/literacynumeracy/inspire/research/WW_Word_ProblemsFr.pdf &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Un article intéressant dans la série "Faire la différence…De la recherche à la pratique" .</p>
<p><a href="http://www.edu.gov.on.ca/fre/literacynumeracy/inspire/research/WW_Word_ProblemsFr.pdf">http://www.edu.gov.on.ca/fre/literacynumeracy/inspire/research/WW_Word_ProblemsFr.pdf</a></p>
<p>&nbsp;<br />
<embed src="http://www.box.com/embed/tyszbkjl3l5pqeo.swf" width="466" height="400" wmode="opaque" type="application/x-shockwave-flash" allowFullScreen="true" allowScriptAccess="always"></p>
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		<title>Geogebra et Ipad</title>
		<link>http://lapageadage.com/?p=1170</link>
		<comments>http://lapageadage.com/?p=1170#comments</comments>
		<pubDate>Thu, 19 Apr 2012 12:28:15 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Geogebra]]></category>
		<category><![CDATA[Ipad]]></category>
		<category><![CDATA[TIC]]></category>

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		<description><![CDATA[Un élément fort intéressant est apparu avec la version 4.2 Beta de Gegebra: la possibilité d'exporter en HTML5, ce qui permet de lire le fichier sur une tablette comme un Ipad. La procédure est expliquée ici par Pierre Couillard du Récit MST: http://recitmst.qc.ca/GeoGebra-applet-pour-vos-mobiles &#160; Voici quelques exemples que vous pourrez tester. http://recitmst.qc.ca/geogebra/droite.html http://recitmst.qc.ca/geogebra/triangle.html http://lapageadage.com/geogebra/param_partie_ent.html http://lapageadage.com/geogebra/ax_b_points.html [...]]]></description>
				<content:encoded><![CDATA[<p>Un élément fort intéressant est apparu avec la version 4.2 Beta de Gegebra: la possibilité d'exporter en HTML5, ce qui permet de lire le fichier sur une tablette comme un Ipad. La procédure est expliquée ici par Pierre Couillard du Récit MST: <a href="http://recitmst.qc.ca/GeoGebra-applet-pour-vos-mobiles">http://recitmst.qc.ca/GeoGebra-applet-pour-vos-mobiles</a></p>
<p>&nbsp;</p>
<p>Voici quelques exemples que vous pourrez tester.</p>
<p><a href="http://recitmst.qc.ca/geogebra/droite.html">http://recitmst.qc.ca/geogebra/droite.html</a></p>
<p><a href="http://recitmst.qc.ca/geogebra/triangle.html">http://recitmst.qc.ca/geogebra/triangle.html</a></p>
<p><a href="http://lapageadage.com/geogebra/param_partie_ent.html">http://lapageadage.com/geogebra/param_partie_ent.html</a></p>
<p><a href="http://lapageadage.com/geogebra/ax_b_points.html">http://lapageadage.com/geogebra/ax_b_points.html</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Mathématiques visuelles</title>
		<link>http://lapageadage.com/?p=1167</link>
		<comments>http://lapageadage.com/?p=1167#comments</comments>
		<pubDate>Tue, 10 Apr 2012 13:19:40 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Site]]></category>
		<category><![CDATA[3D]]></category>
		<category><![CDATA[solides]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1167</guid>
		<description><![CDATA[Nouveau site intéressant permettant de visualiser différents solides et développements. Prismes: http://www.matematicasvisuales.com/english/html/geometry/planenets/prismas.html Prismes tronqués: http://www.matematicasvisuales.com/english/html/geometry/planenets/prismasobliq.html Pyramides et tronc de pyramide: http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramid.html Pyramides tronquées: http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html Cylindres: http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinder.html Cylindres tronqués: http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinderobliq.html Cônes et tronc de cônes: http://www.matematicasvisuales.com/english/html/geometry/planenets/cone.html Cônes tronqués: http://www.matematicasvisuales.com/english/html/geometry/planenets/coneobliq.html &#160; &#160;]]></description>
				<content:encoded><![CDATA[<p>Nouveau site intéressant permettant de visualiser différents solides et développements.</p>
<p>Prismes: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/prismas.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/prismas.html</a></p>
<p>Prismes tronqués: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/prismasobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/prismasobliq.html</a></p>
<p>Pyramides et tronc de pyramide: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramid.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramid.html</a></p>
<p>Pyramides tronquées: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/pyramidobliq.html</a></p>
<p>Cylindres: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinder.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinder.html</a></p>
<p>Cylindres tronqués: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinderobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/cylinderobliq.html</a></p>
<p>Cônes et tronc de cônes: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/cone.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/cone.html</a></p>
<p>Cônes tronqués: <a href="http://www.matematicasvisuales.com/english/html/geometry/planenets/coneobliq.html">http://www.matematicasvisuales.com/english/html/geometry/planenets/coneobliq.html</a></p>
<p>&nbsp;</p>
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		</item>
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		<title>Les lunettes mathématiques</title>
		<link>http://lapageadage.com/?p=1162</link>
		<comments>http://lapageadage.com/?p=1162#comments</comments>
		<pubDate>Mon, 02 Apr 2012 19:06:32 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Vidéos]]></category>
		<category><![CDATA[nature]]></category>

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		<description><![CDATA[Rattachée au Département de mathématiques et statistique de l'Université de Montréal, Christiane Rousseau aime trouver des exemples dans la nature lorsqu'elle enseigne aux futurs professeurs du secondaire. Elle croit aussi que les mathématiques peuvent jouer un rôle dans les grands enjeux contemporains. "Les bonnes idées peuvent changer le monde", dit la vice-présidente de l'Union mathématique [...]]]></description>
				<content:encoded><![CDATA[<blockquote><p>Rattachée au Département de mathématiques et statistique de l'Université de Montréal, Christiane Rousseau aime trouver des exemples dans la nature lorsqu'elle enseigne aux futurs professeurs du secondaire. Elle croit aussi que les mathématiques peuvent jouer un rôle dans les grands enjeux contemporains. "Les bonnes idées peuvent changer le monde", dit la vice-présidente de l'Union mathématique internationale qui prépare une grande rencontre en 2013.</p></blockquote>
<p><a href="http://lapageadage.com/?p=1162"><em>Cliquer ici pour voir la vidéo.</em></a></p>
<p>&nbsp;</p>
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		<item>
		<title>Les formats de fichiers au TNI (Recitus)</title>
		<link>http://lapageadage.com/?p=1160</link>
		<comments>http://lapageadage.com/?p=1160#comments</comments>
		<pubDate>Mon, 02 Apr 2012 12:53:31 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[TBI]]></category>
		<category><![CDATA[TNI]]></category>
		<category><![CDATA[Vidéos]]></category>

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		<description><![CDATA[Voici une capsule de Steve Quirion du récit national en univers social sur les différents formats de fichiers utilisables au TNI.Je crois qu'il y a des applications intéressantes pour les mathématiques même si la présentation porte sur l'histoire et la géographie. &#160;]]></description>
				<content:encoded><![CDATA[<p>Voici une capsule de Steve Quirion du récit national en univers social sur les différents formats de fichiers utilisables au TNI.Je crois qu'il y a des applications intéressantes pour les mathématiques même si la présentation porte sur l'histoire et la géographie.</p>
<p><a href="http://lapageadage.com/?p=1160"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		</item>
		<item>
		<title>Inspirations</title>
		<link>http://lapageadage.com/?p=1157</link>
		<comments>http://lapageadage.com/?p=1157#comments</comments>
		<pubDate>Sun, 01 Apr 2012 20:32:45 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Vidéos]]></category>
		<category><![CDATA[Escher]]></category>

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		<description><![CDATA[Un court vidéo se basant sur les travaux d'Escher. De Cristobal Vila, qui a fait aussi cette vidéo sur la beauté des nombres dans la nature. &#160;]]></description>
				<content:encoded><![CDATA[<p>Un court vidéo se basant sur les travaux d'Escher. De Cristobal Vila, qui a fait aussi cette <a href="http://lapageadage.com/?p=770">vidéo sur la beauté des nombres dans la nature</a>.</p>
<p><a href="http://lapageadage.com/?p=1157"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Dan Meyer sur comment produire du matériel pédagogique numérique en mathématique</title>
		<link>http://lapageadage.com/?p=1153</link>
		<comments>http://lapageadage.com/?p=1153#comments</comments>
		<pubDate>Sat, 31 Mar 2012 19:11:40 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Dan Meyer]]></category>
		<category><![CDATA[apprentissage]]></category>
		<category><![CDATA[enseignement]]></category>
		<category><![CDATA[numérique]]></category>

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		<description><![CDATA[Une conférence de Dan Meyer sur le sujet en titre.5 recommandations: 1. Montrez, ne le dites pas. 2. Introduisez la tâche le plus rapidement et le plus concis possible. 3. Montez toute l'échelle de l'abstraction. 4. Modèles crowdsource 5. Montrez que les maths fonctionnent ! &#160;]]></description>
				<content:encoded><![CDATA[<p>Une conférence de Dan Meyer sur le sujet en titre.5 recommandations:</p>
<p>1. Montrez, ne le dites pas.</p>
<p>2. Introduisez la tâche le plus rapidement et le plus concis possible.</p>
<p>3. Montez toute l'échelle de l'abstraction.</p>
<p>4. Modèles <a href="http://fr.wikipedia.org/wiki/Crowdsourcing">crowdsource</a></p>
<p>5. Montrez que les maths fonctionnent !</p>
<p><a href="http://lapageadage.com/?p=1153"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		<title>Les paramètres pour la droite y = ax + b</title>
		<link>http://lapageadage.com/?p=1144</link>
		<comments>http://lapageadage.com/?p=1144#comments</comments>
		<pubDate>Sat, 31 Mar 2012 18:36:21 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Geogebra]]></category>
		<category><![CDATA[3e secondaire]]></category>
		<category><![CDATA[fonctions]]></category>

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		<description><![CDATA[&#160;]]></description>
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		<title>Des générations: la classe branchée d&#039;hier à demain</title>
		<link>http://lapageadage.com/?p=1139</link>
		<comments>http://lapageadage.com/?p=1139#comments</comments>
		<pubDate>Tue, 27 Mar 2012 23:26:23 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[TIC]]></category>
		<category><![CDATA[Vidéos]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1139</guid>
		<description><![CDATA[&#160;]]></description>
				<content:encoded><![CDATA[<p><a href="http://lapageadage.com/?p=1139"><em>Cliquer ici pour voir la vidéo.</em></a></p>
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		</item>
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		<title>Le meilleur nombre est 73 !</title>
		<link>http://lapageadage.com/?p=1135</link>
		<comments>http://lapageadage.com/?p=1135#comments</comments>
		<pubDate>Mon, 05 Mar 2012 15:21:09 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Vidéos]]></category>
		<category><![CDATA[humour]]></category>

		<guid isPermaLink="false">http://lapageadage.com/?p=1135</guid>
		<description><![CDATA[&#160;]]></description>
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		<title>Meat-A-Morphosis: An Introduction to Functions</title>
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		<pubDate>Mon, 27 Feb 2012 03:46:28 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
				<category><![CDATA[Vidéos]]></category>
		<category><![CDATA[fonctions]]></category>

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		<title>Des sites d&#039;enseignantes de maths</title>
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		<pubDate>Fri, 24 Feb 2012 18:51:40 +0000</pubDate>
		<dc:creator>Jocelyn Dagenais</dc:creator>
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		<category><![CDATA[1re secondaire]]></category>
		<category><![CDATA[2e secondaire]]></category>

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		<description><![CDATA[Voici des sites intéressants où les enseignantes ont partagé vidéos et notes de cours en première et deuxième secondaire. Site de Nathalie Charest (2e secondaire): http://mat-tic.weebly.com/index.htm Chaîne Youtube de Nathalie Charest: http://www.youtube.com/user/nathaliecharest/videos Site de Lysanne: http://sitemathematiquelysanne.weebly.com/index.html &#160;]]></description>
				<content:encoded><![CDATA[<p>Voici des sites intéressants où les enseignantes ont partagé vidéos et notes de cours en première et deuxième secondaire.</p>
<p>Site de Nathalie Charest (2e secondaire): <a href="http://mat-tic.weebly.com/index.html">http://mat-tic.weebly.com/index.htm</a></p>
<p>Chaîne Youtube de Nathalie Charest: h<a href="http://www.youtube.com/user/nathaliecharest/videos">ttp://www.youtube.com/user/nathaliecharest/videos</a></p>
<p>Site de Lysanne: <a href="http://sitemathematiquelysanne.weebly.com/index.html">http://sitemathematiquelysanne.weebly.com/index.html</a></p>
<p><a href="http://lapageadage.com/?p=1129"><em>Cliquer ici pour 