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	<title>Education</title>
	<link>http://edu.hert.fr/</link>
	<language>fr</language>
	<description>Les formations que j&#039;anime</description>
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	<lastBuildDate>Mon, 02 Sep 2019 19:05:00 +0200</lastBuildDate>
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	<item>
		<title>Pas de formation cette année</title> 
		<link>http://edu.hert.fr/index.php?article71/pas-de-formation-cette-annee</link>
		<guid>http://edu.hert.fr/index.php?article71/pas-de-formation-cette-annee</guid>
		<description>&lt;p&gt;Madame le Doyen a pris la décision que la formation ne serait pas ouverte en 2019/2020...&lt;/p&gt;&lt;p&gt;J&#039;ai donc animé ce cours sur 9 promotions consécutives. &lt;br /&gt;&lt;/p&gt;</description>
		<pubDate>Mon, 02 Sep 2019 19:05:00 +0200</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
	<item>
		<title>Agenda final, session 2018 / 2019</title> 
		<link>http://edu.hert.fr/index.php?article70/agenda-final-session-2018-2019</link>
		<guid>http://edu.hert.fr/index.php?article70/agenda-final-session-2018-2019</guid>
		<description>&lt;p&gt;Voilà l&#039;agenda final :   &lt;/p&gt;  &lt;ul&gt;&lt;li&gt;  11/09/2018 après-midi 16h/17h : 0 - présentation du module, &lt;span style=&quot;text-decoration: line-through;&quot;&gt;sujets d&#039;exposés et méthodologie&amp;nbsp;  &lt;/span&gt;&lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  07/01/2019 matin 9h/12h : 1 - modules I (change comptant) et II (SEPA) &amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;    04/02/2019 après-midi 14h/17h : 2 - modules III (financements) et IV (moyens de paiements internationaux, 1ère partie)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  08/02/2019 après-midi 14h/17h : 3 - modules V (change à terme) et VI (moyens de paiements internationaux, 2ème partie)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  04/03/2019 matin 9h/12h : 4 - modules VII (change/exercices) et VI (moyens de paiements internationaux, 3ème partie)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;
  08/03/2019 matin 9h/12h : 5 - modules VII (change/exercices) et VIII (garanties et crédits documentaires)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  01/04/2019 après midi 14h/17h : 6 - modules VIII (garanties et crédits 
documentaires, suite), VII (change/exercices) et XI (moyens de paiements
 internationaux)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  16/05/2019 après midi 14h/17h : 7 -
 modules VIII (garanties et crédits documentaires, fin), VII 
(change/exercices) et clôture  &lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Le QCM aura lieu entre la journée 6 et 7.&lt;br /&gt;&lt;/p&gt;</description>
		<pubDate>Tue, 12 Feb 2019 16:39:00 +0100</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
	<item>
		<title>Sujets d&#039;exposés pour la session 2019 (première liste)</title> 
		<link>http://edu.hert.fr/index.php?article69/sujets-d-exposes-pour-la-session-2019-premiere-liste</link>
		<guid>http://edu.hert.fr/index.php?article69/sujets-d-exposes-pour-la-session-2019-premiere-liste</guid>
		<description>&lt;p&gt;La première liste d&#039;exposés contient 27 sujets pour 20 étudiants inscrits à ce jour.&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Les sujets en bleu devront être attribués - à raison de 1 sujet par étudiant - pour le 19 octobre&lt;/li&gt;&lt;li&gt;Les sujets en rouge seront les sujets bonus et sont distribués ultérieurement&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;table align=&quot;center&quot; border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; width=&quot;444&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;&lt;td style=&quot;height:14.4pt;width:78pt;font-size:11.0pt;   color:black;font-weight:700;text-decoration:none;text-underline-style:none;   text-line-through:none;font-family:Calibri;border-top:none;border-right:none;   border-bottom:.5pt solid #95B3D7;border-left:none;background:#DCE6F1;   mso-pattern:#DCE6F1 none&quot; height=&quot;19&quot; width=&quot;104&quot;&gt;Exposé n°&lt;/td&gt;   &lt;td style=&quot;width:255pt;font-size:11.0pt;color:black;font-weight:   700;text-decoration:none;text-underline-style:none;text-line-through:none;   font-family:Calibri;border-top:none;border-right:none;border-bottom:.5pt solid #95B3D7;   border-left:none;background:#DCE6F1;mso-pattern:#DCE6F1 none&quot; width=&quot;340&quot;&gt;SUJET&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 1&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Risque de change&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 2&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Change comptant et cours&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 3&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Devises partiellement/non convertibles&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 4&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;SEPA (inclus SCT/SDD) &amp;amp; DSP (inclus EP)&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 5&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;DSP2 : TPP, Authentification forte &amp;amp; MIF&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 6&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Prêter &amp;amp; emprunter sur les marchés&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 7&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Crédits CT AED &amp;amp; MCNE&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 8&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Papier (chèque &amp;amp; effet)&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;     font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:    none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 9&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Détermination cours de change à terme&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 10&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Couverture risque de change&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 11&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;Non Deliverable Forward&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 12&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Les comptes de correspondants&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 13&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Swift : 3 métiers&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 14&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Les virements internationaux&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 15&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;De la faillite de Herstatt à CLS&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 16&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;Signature électronique et identité numérique&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 17&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Cash management international&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 18&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;Gérer le risque de prix des matières premières&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 19&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Garanties bancaires internationales et Stand By&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 20&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;RemDoc vs. Credoc&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 21&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;Les trades chain (Ease TC, Digital TC…)&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 22&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Blanchiment&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 23&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;Global Payment Initiative vs. Instant Payment&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 24&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;Evaluer ses partenaires et gérer ses impayés&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 25&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;Trends : Compensation&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 27&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;IDE&lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=&quot;height:14.4pt&quot; height=&quot;19&quot;&gt;   &lt;td class=&quot;xl65&quot; style=&quot;height:14.4pt;font-size:11.0pt;color:black;   font-weight:700;text-decoration:none;text-underline-style:none;text-line-through:   none;font-family:Calibri&quot; height=&quot;19&quot;&gt;Exposé n° 28&lt;/td&gt;   &lt;td class=&quot;xl65&quot;&gt;&lt;font color=&quot;#cc0000&quot;&gt;Utiliser une carte pro (flotte, corporate, achat, logée)&lt;/font&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;Les étudiants qui refont leur année ne pourront choisir que parmi les sujets 3, 11, 12, 13 et 15.&lt;/p&gt;&lt;p&gt;Les étudiants devront se référer au coursebook pour avoir le libellé exact du sujet à traiter, ainsi que les pré-requis (principalement des pages dans le livre de Y. Simon, mais pas que) et surtout les objectifs pédagogiques - c&#039;est à dire les points qui devront être traités au cours de l&#039;exposé.&amp;nbsp; Exemple : &lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;img src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAG5CAIAAADd9N0xAAAgAElEQVR4nOzddVhU2f8H8I/dumvXunbiqoCBAiIdAww1dIiEpAjYgSKgYouipIKIiQkWKiAmYFHSSDdIN+f3x4VhGFDx+1tjnc/r2Wcf7rl1ZsB5zzn3nHuBIIQQQhwMfnYFEEIIoZ8JgxAhhBBH6yIIWxBCCKHfFCGkoaGh6yAsLS09c+ZMWFjY48ePgxFCCKHfzsOHDx88eODr6xscHLx79+6YmJgOQRgREaGiolJVVfW9Gp8IIYTQr+HEiRM9evS4e/cuYQ3CwsLCc+fO/bxaIYQQQj9IbGysiIhIeHg4YQ3C/Pz8Cxcu/LxaIYQQQj9IXFycqKhoWFgYYQ3C7OxsLy+vn1crhBBC6AeJiooSFBRkD8Lc3FwfH5+fVyuEEELoB3nz5o2wsHAXLcIzZ878tEohhBBCP0pkZKSQkFBISAhhaxFiECKEEOIEERERK1euZG8RlpaWXr58+efVCiGEEPpBkpKSpKSk2EeNRkZGSktL19fX/7yKIYQQQj/CwYMH+/fv//LlS8IahE+fPl2xYkVtbe3PqxhCCCH0I+zZswcA2IOwuLgYJ9QjhBDiBLGxseLi4k+fPiVsg2W8vb1/Xq0QQgihH+T169crV6588uQJYQvCr7UIW75zxdo1Nv+4c30H9f7ep0/ejvqOvcwtFQFnvdyDYr7fGRBC6Df27t07ISGh0NBQwhqEOTk5X5g+0Zz+hjZvyRStvQXfv34vT2/sM1HE41nm9z/Vd5I2GADmrP3w/W5gXhgxAQAWbav5bmdACKHf2Js3b7q4s0xeXt6X7iyTGD4WALiM8r5//W5YSQD0sb3y/vuf6jspHN8HYPmm75jk1XFcA3uC8L7vdwaEEPqNRUdHdzGhPi8v70sT6jMiZkAf4FtX9t2r9xso+qsfAP/mnO93huoP/wzpDSLO3+8MCCH0G3v79q2QkBB7izAnJ+dLLcLWILT8ShDWFYc9e/E4Ira0qRsVqSu4GRTysZIQQkhF7t2g0PiiBkJIS1FK0OOIkk4TGj9lJT588vLxm6TqBvZVhBBSnvvwycunb1OppWehIeGJ+e1rqwvvB4bG5td1OODHmJuPIks7HakwPfFB6PNnH7K68RqYr6UkJPz5k4gP1HXBucN6dBGETaXPXr56+OJd/jd1aFbkPX/y6uHLN8n55e2F1R/+GdwbxA+1vpDs5KBHL5NzKzrv3VRZ8iYq6mF4xIv3KezrWqpCgx9FZbR24GYmxd4Nicr61PVE0pKM5AePnkenlFB1CrwXklbZeavm6Ddv7oVHpZbUdV6HEEK/jrdv365cuZK9RVhYWPilxzB1IwhD/A79Pf0fgCEAI2GGjNuT3C/Xo+zeAYC+luejUl9cnzt1DsAfMi7PCCEhdqoAI/fcS2LZtuTwNlMYPBFgIMBomCDl8bhDH+2lQztGj50CMBhg0mTa1gd3/Qf07DlSbl9O25ibhGsHAXpJOIWz7uVpJAIw1eMt62vKNVSXg8HjAQYB/LVo9ZGP3QitEL8jM6bMBhgEMP5Pfov7L8N5/h4Kgh2C8M3t0zPnLAIYAjAc/hI5eLdTLHXWnOe4zWrY6BkAAwGGwZD58xT2t4Zh9YcFQ/sNUztLCHHZbDJw5GSAwTB4mcGJkPbda9INpEX7TqROOgxg/CTZLS/zGpnrW+JvAQD3ljuElG421IbB4wGGwmiRHVfYxuAU2a/TgQGjAfrDIB6lbWcuemwH6GkUkMa6UeHbO5IiIgDDAYbAyKXKDte//gIRQugnSUhIEBcXZ7+zTE5OzoEDBz6709eC8NZ+M4Bp5n6RhBDSXGyrxA+w4Gpi42c2J4SQlnAXgH7LtDaomO2+GtmeGi/3qQOMPfwkm1lyabMWwB97H1HJ2hBy9VbY6/bm2mU7bYA/RLdRKV5/79yJpdzLAHoO1j7+qW2brAcnAXrLHH7DWgF/CwmAWX5JbW2gxnRlrikw2/hVXgMhpDblHkCPobL7u2hnsXh5ditAv2maR+oJIaTlVaCPhLAwQD+Q2Mp8SU+9dgKMUz/9jBBCSKXzWhrAtJMvSr544CzxmRMAxopt8KWaV2Wp0ed9brW+/9Xx3KNH9FthbmWxnm51PLuZEFK/S0MEYO75pLb2ckmG30nv52mt0ZlxzxUAhjNc2sfjpgf3hb5/K2wx0DfV2XO+lhBC8nX4FwAIvWMZ8GomPA9g2vpzEYQQ0ljs5bxr2kwugJ7r7xYytymK9B/Uf8IkXVeqqreP2wL0Vj/97osvECGEfppHjx7x8PA8f/6csAbh48ePubi4qquru97pi0HYkvd0Qv8/RxldYSmLA+gxf8uNL1XkhRsADBbYHNMxaiIPaANMPPqU2eYrXS3EDQOVuj5IbeRA6DlA1LmZtbA0FKDHH1onmAfOeegG0F/haIeP5svrZQDmXUxtTY4HRywARvkVtW8QdUQLYIFv3CfyWZmLRv4B08wLOxSmj+vbF1a1BeGnGO7Ro0DWlWWDgqHQZ7y+1xf6j6/t1gLou2JTQNerqxL4/hoNPeabnA5jlhU9cwPoqXIm7nPHVFs8Df42bB/3mxE2st9g+GOl/bX2XaJ9NwMMcHrV2l+aG3QIAIT3dGhJP/PaCNDH9kH7O7VWYBZMNShm2Wat4EyYvvYrfQIIIfSTbNy4EQBevHhBWIMwMTHR0tLyszt9MQhjvDcD/GUTlMFSVsQ7dFSvVQe+kCHkxSmAXgyX52zFEexBWLtPhwbwp67n884p/dFvC8Cg1f7RHYvfAsBgddYgPA3Qn94xCC9ZSQPMu0AFYUuxiSA3DFZiDeXcoP0AU8wuJ3/uFVSFnQToJeAY3LH407RBAAKtXaOZd44CjNU5G8uyQaPUxL9g4aaszzaYy9RmTISBQlfTmrteXx2/ePRgWL6d9Q3JfeEF0EPE5fVnjlmvJbAAZpi1t0MzQgZDz7HaHqwbvb6yC6CP7WPq99xyVE0AYM751A4Hynp4EACsmUFYGTUc+s8z82fdxs1IFkDkASYhQuiXdOXKlWnTprEHYUFBwf88WCZgkzrAQOg3CWAAQA+AvgCDAQCGGSd0MaSizQtXgJ56Xm/YijsFIalNCuEbOx6gL8yiWx4NZP30v6AvCzDtdETH+Y11rwBgkNq3BGF5mtTkWQAjodc4gB4APVpfAoCw3ePPvYLn+4wBRtjeZLvgVziRZdTo88OWAP2gz18AgwB6APQGGAIAAMoRuZ+5b0BTwhz4E+ZoJ38mB0n1hwVD+/aSOMRalvvcC6CH6AnW97Pi3OkjQvwCAAMBJgAMgvlW7UGYGdILYJ71NdaDvL5oB9BnQwj1BaZYb/Z06E/vmIMkNWgvAFjfbwvC2MsAAH2mAPwJ0BOgV9sLnOz+/PtNpUQIof9dTEzMqlWr2G+xlp+f/z8Plrlqqwbwz+6g+E/lZR+zctOzcjNzCz5mZ6TnfPH62nNXgB467pFsxZ2DkBBCSK3rjvVDhk4CABi0/PTL1n44V1UxgIV+b8o7bFsX0Z0gvGwj2941WpEqPGE6TDDIISQvJy89K/djdl52Xn5y6ufGURJCyL3tOgATd91nmzHYIQifHbIAmGZ+7nV5Reubk5FTkJGTlZr9+dZy44cZ8AfMN/7suFVq1Khwh+kT7EGYET5t+B8Ak0VtXMMTsgoKkiW5Z8Ms8/ZRspkhPQFmm11lPUjHIMyVm/Q3DNJm+02wB2HMJYDBKzZczimrys6l3rqCrPzsDynYHkQI/aLi4uJERUXZp09kZWV5eHg0N3+mDfLFIIw8sQ5ghEXQt8w3IN8ahJTKu6ftAQAW2HxsJIQQf11pgGmekUUdtmqK6tQ12sU1wkvrZQH+aQ3CxkJd3tkAot90X7RwRyOAUZtvpXUsLp3C0jWacsUJYIiC52cv3XWlkDZuNIyViyz/zPqu5hF2DMKW0/qiADNOv2ufyaDDNwsmmbAF4RzzLwRhofbMqdBPIb3jyTMfOHfoGi0J7wUwxfjz3QkIIfSLiYyMFBAQYA/C/Px8f3//z+6UETEdesMyy86z7gghNSmBg2EgCDl+W0X+lyAkhJAdqxYBCD7+2EQISfSwBhhidKljzOQ9AIBhmu1BmHXvJEBf+jGWu9U0pq78exLA0suprS0+/92rAfptedjlS+xa2YPDAL1XObP1nSb/2bMnCLUOlmnKfzZ50FDgWt/9wxJCvK1kAf7awN7p2ubrQZgnPX8qjDFizXXG4lkwaS1r1+jXgrDliPZKgPnXOzbtnrtvAujNMlimVn7uBBhCe1pMEELoPyE2NraLFmFmZqabm9sXWoQzoS/QHD5zzIYdqkIAfxhf+JbbQL9wBejZOQg7jRplpzRlDIzQjKUuFVZFDAYAHltmU7Xu43snE22APkO124Ow9O0VAJhue6t1uSLZ0Ehv1IRp0Gfp5bZRo00pj4b36AETdN9/ZuRsV1IXDhsGI9TimMNeytNdbU0ABoAoc/pE0wkzOYC+Cicjun9cknwPAGCCZteTLGo+F4Q924KwxIBvPsCK122TKcpjbv01fCQM1W5Pqy6D8JIdQN+2ICQV4e4AsNC6ffRv3J0LtKV8AH02sIwajfDcBNBjhOqJb3iBCCH080RERPDz87MHYUFBwaVLlz63T0tc6HjoAYMW00x2qa6xUVhN/WcpIG97PZbqv6tytlAD6NOLS1FyjY2sniUPP/+4f6zfZH/2ClvVA2cAoB0MYyt/vJMOMMT+fmtjqCYjUlxEcAS3grTeegVds5nT5gDMORbRPmEh4vJegKEwZhV99Tp+CdlxQuujIh/80b/XEJZrhIRUbdKVAhg7V8lKhqHRa/jygy8LHu1RA/jL/T3LVvnhE4eMBJg4S9pQXm+9lKre8HHLNezvf27MCiEkM9z3z17Dod9imoH1KnnlkQs0A8JC5w0FmGea2D4Zv9FzpxFAL5guJaZvK6trtWTlqhFz1oZ/+FzXJyGEFERc+GvoaIBJ3CoWCvpWgiK0kfMUX1B7lERNBADeHax3cEl6cBQAePe2TnWoiPIF6A1Dlq/UtFoprkw3P3DsyDaA/jBZ5U5cGSGEJNwGgNHaZ1lP+sTDCgCMbre3Ad03qQEMHsCjStNdz8svLGhw7P6lfQB9bR90mDMSfn4/wAAYvGSlro2cno04nd5rqLjHg2/sLUcIoR8iJiZGXFyc/TFMeXl5bm5un90pN2GTrhm/2tpl4ox5Agpz+BXm8CvO4ZcZO5fh8bR9LvyHyDBzA8O5fLIzBA12u18KeZ/92QMSUh9/R0BY/fj9BLbyhOsuS6VNb8W0NziSoiM9jjnzCMrM5NPQ2OQW8ZF9DE5e3BNLi3VcKxRVt7vHVRJCUtkGyxBCCKm4ctxpoSBdxuLgrbf5hJD3Fw/y0deHZXW8H1h1XoCPm5Ss6qylsmL6ju7XQtM/feV+cVVZ73ZvtZ2zTF5m3YGw9FpCiLW+qsw2/4KOsyPS3j7faGY2f4Xc9BW6205cCI5K6/pwLJo/ffQ4tI93pdI8YS1De/eAJ4ltp/xoq6ulan+dtWYF8Q9laGr2LPesyXobYqimxy1juPvsQ6rk3IHdc3lUzkeXEkJI/ns1WRUrz2esZ0x8coFfXPPsuw4DeSKDryozdGfxK23wfkIIqX5xBGCoRwz714Oa/JRju7cvEpSbwaeus/34leC3+HAMhNCv6dmzZwICAuyjRl+9eiUuLt7Q0OV9PP9rqMEy7EGI/h0XLGQBlsV+fUOEEPpF7d27t1evXuzzCJ89e8bPz19T81t8ia97BQADVFy+1POIuqOp4Mad+xksk0FvHLYF6D3O6PzPqxNCCP1/2dvbAwD7Ldaqqqru3Lnz82r1ryoMBoD+Uo7f8UFIHKIyXpD3H+g7CWAgwCCAMTCeX9vx6mduBIAQQv8N2dnZysrKz549I2zzCD09PVtafo+PuKrLl64Evs74+obo6+qLUhNvBd6/eOPulUdRhZ+/vQBCCP1XREZGrlixgv0xTPn5+efPY38XQgih3x81j5B91GhWVpaXl9fPqxVCCCH0g0RFRfHz87O3CPPy8s6dO/fTKoUQQgj9KNHR0atWrQoNDSVsXaNfevoEQggh9Lt4/fp1Fy3C4uJiPz+/n1YphBBC6EfJyspSUFBgv0b4+PFjfX395OTkxMTEeIQQQuh3lJSUFBQUtGHDBikpKfbpExkZGfPnz7exsbG2trZCCCGEfjvr16/fuHGjrq4u9dx19hYhISQyMvLOnTtBQUGBCCGE0O/ozp074eHhERERb960Psa8QxAihBBCnAaDECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEf7FYPw3fOwC4Gvy5t+dj0QQghxgO4GYXVx6rkjzsJ0g5VKxrIWB6+/SPrqLg1FSY4b1s/gkebTsI8tYV8bfvX0PD5Zyc2+OfVsa8p5xg4EWHb9XUU364YQQgj9z7oVhE0VBW47DwW+yWldrkxcb7UjMKbqizu17NVZ2Z9HRVx7/UrB5QALDz4rYh7vpBkDRiwVVDXnXrxswCLdVwXNrHv67DOBIdIPslq+9cUghBBC36pbQdjQUP7owbP3r0J2bXbUW7/3xKW7gVcexKSVfnmvxvL2DegTx01kuFJxVxrh03cMr1t0HSGEkCq1hbzLrANYdyyI9J4vbJuAXaMIIYS+v+52jZbmZyfEfUhKy0vLzE5MSoxJzv6m02xeOG86w436+dYWtX6zLZkh+XD/GlhkxtIkrNxsYbrF9+03HR8hhBD633R/sExTYcprQzkhmCBmf+lJUU3jt5wloR+MNbyQQC1sofMMEDrJXBd/2wGG0ZJZti4qKfuWgyOEEEL/u28aNdr04vqNgPCnMalfvjrYUXWyJt+iZTbXmAX6QlMHiLozFxPv7AMQeFP3LRVBCCGE/iXdDsK6Yr+T7tdC8khDno+L35Pogm7tVRxvpqm61OQ0a9k2Os/ADi3CPTBMLrW79UAIIYT+Td0MwrrIO7dvvkhpXapPP+l+Pf/rg1lqt+ioCJi75ncYE0rubFHrP9OCeY0weK8+8Jg1d9oZIYQQ+gG6FYT1tYWPQt8Wf8rZb2M6d6VFwLv06LAnb5O+Mmo06brjbOFdNZ3Ky6LOwkhurw9U9tUxuBYtNr/WaSuEEELoR+jePMLm6hdhj3ariQMAQC+YprD3THB+wZcnvOfPB4CxYtL661fSV88XYlgcvVfdtu7CVqPew3n/kdCZPGvBiJUWH/ACIUIIoZ+k23eWKStMT4p7Fvku6s37mLiExI95X9ujzN7YVkzbUkTJYIX86gXCapbH7rG0DpufXjsjJKervudiRvXnj4EQQgh9Z7/ivUYRQgihHwaDECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRMAgRQghxNAxChBBCHA2DECGEEEfDIEQIIcTRflQQ1pSlZhU2/aCTIYQQQt31Q4IwO3gADJipdfjjp4Yfcbr/WUsTRjVCCHGa7gbh0+tHBw6fAxN5YSQXDJ47eL7ingthdd3YserjSzEeXhG7G/+fWv4IhWnKs2cOMPb52fVACCH0Q3U3CEP8tgP0ou+7cTPwno/fubXq8gBDZJyCvrpjVV6y/81nLf+/Wv4IRRmq/8wZYur3s+uBEELoh+puEL4KcAQY6pvfXiI5bgTMNUuu/S7VQgghhH6M7gehA0Bfl/j2kv2L58AQtfdFhBBiq7JqtKRDYVWhraoQ9OU9GpZDbZP1+o78cgGAATBP2fVOfFcH7tohU+X+yzeU1lTt1JWGXvO33U2mykvTIi1U6QADYZTozguv2PZKfXZDkGcBwBCYpnrtRQRDYvko6T011LrGXK3Z84aqHm/fOi9kwMC/1E+8aV0szVKZOWeQyfn2DRpzthpqQ9+RAH0AJu0Nyut+/RFCCP1XfFMQ9j+VyixomDNwIIg7lhBCCNkoww1DVuoZWKmsO7DvTFBaOSGEFL7wHfznNG79va7nA3faGkK/+TuDUrs+eieH10rBgKVrjKyULRzs3W9+KG0ihFTGBU2bOHu60lYX3xsOdpv6DZmteeoFc5fil34AQ/9W3Hnc98bRE4ckhOgA/Xutsm9bX0YfPRqkD7efozwMoDf9aHTrYm2+xNAhoMW8Rti4W30Z9JN09Lnpff6S0/HLyaXdrDtCCKH/km/qGh3tR3WN1uQcM1YBmLA5oLWhZsdYBj2WHnuUwLqLGc+sEVqnmIv7NCXGyLt083QetkoAszdffcdauFOEe4Dw7vq2Ra/1qjDDrLl16ZO+4ByYbFLB3LoiQ3DOtCFS+5jLWlOn9mScbD9czUuAYRruia2LDSUKE8aBwcXWxZb0ZRMGj7J81s0KI4QQ+o/qbhBG3tgPMAgGzgIYBjAWei3afPEtc+0WhWWwaEOHy4V1kQDDpB1vF1SUJaVlZefl7NWRhb/UM1qHzTQkxMVFxiTHJqXHJqbFJqZFf0h8+T6xsm1QjaulPExZXcF6QFI0DIZxmXqnFFekpmflFOf5bDOE/oKvqWD8+KQ/9Ofe85p1B9XlM/sKO7YtlWtOmdJDhSUIq18ADNNwawvC+mL6+LGwpi0ISe02OjfAXHPvJ5XdfI8QQgj9B3W7RXhtL8AoY6/wkLDnr1MK2dZulF0M3DYdgrAoGKAfwASAAQAAMBDgT1hilFxHCCHF74NGDuwL7CbuDW5tYrqYyMCU1WUdThINAADjAQYDAMAAgCHwp+ClTEIIKQ7zB+it/ugTy/aN8jxTegs5tC12CsK6Vx1ahOxBSAip2ahLBwCAcdz6Lh0rgxBC6DfxTdcIh14o6XrtRtnFsMCmhrWo+iXAMFWvDk207k+icDGRgb9Xd7wqlzcYhizb3mHCRnNz6yHLnl8G6KsYkM+6lrFiVl8Rp7alcu2pU3uqsgRh0+ueMELb8wtBSAghtbmJxx1sAHrPMPbH6fYIIfT7+bZRo8c/M/CziyAkNRKjR8Dy7TVd7/EVXQUhsVk+CyatTu8yTj+GD4VeE00CWYrSeSeOGyy5t23x0+rpk0HmCHN1uMs6gFFrfVvboKS+WGH8uM5BSPE2XAqDDdPru1yJEELoP6zbd5a5ZA/Q63Bc12utpRbB/HUdL+mRzOCjAL3HMxzSKgkhpLkk6dzVW2mfutUsPGIsCRO0izoWFkb59oABPVdavcptJISQqqxL128ntzZSmw+vEQZYcObtJ0JI2YcnJqvN+g4aO1h6f9veLa56ggBiSYSQpoLTu3aKK6hBz7/WeLYN8KkrkBs7Clb7U0tNxRmXPc69K2ohhJBP0QsH9u0jd6qxO1VHCCH0n9LdILx3dgtAb8dX1V2utRb/B+aa5XXqOkx+6LdkyWKAfgB9oPesBdp7Uiq7lSb79MRhvNrHTi2wkrd3pCSEAQYB9AKYNknGNr6cubLYWkkWYADAAJipFvwh11BmyQBRx/adC97J8y4A6A0wW2DDhebKt2MGjVY93NZ5W5opMXIkaHq1LpYn26jKAQwD6AHw199yW+Px1gEIIfQ76m4QNlTk3Ql+WvyZtdkJ78LeZnxmZX1cTNzz13EZ+V2HaJeK0j88ivzspMOM+MTwyJjU7PLOqz7Gxz97HUu1TTX4ZvRe5dBxffmTV2+i01v7XF+EP08pbk/vlMhXT9JYh9uQkuzkp5HvI1Nyul9zhBBC/y2/8fMIm2R5pvQUcvj6hgghhDjYbxyExUKThsC8df/baB2EEEIc4jcOQpKbnhSX+enr2yGEEOJgv3MQIoQQQl+FQYgQQoijYRAihBDiaBiECCGEOBoGIUIIIY6GQYgQQoijYRAihBDiaBiECCGEOBoGIUIIIY7GWUF4/vx5dXV1W1tbc3NzOzu77du3Ozg4nDx50tHR0en/x7GNk5PTvk4cHR0dHBy2bdvm6ur6s98DhBBCHXBWEO7Zs2fRokXa2tpiYmLc3Nxz5swZP348Hx/fxIkTubi4Fi9ezMPDs2jRIl5eXm5ubt42bD9zc3PztKF2Wbx48eLFi5cuXcrHx7dkyRJeXt7FixcLCAjw8fFRhfz8/Pz8/LNnz6bRaP/uK6qt/W0eFtxUXd+tZ1X+OqqqG352Ff4tzdV13/HNb/5+h/4dNFf9Nv+I/7M4Kwg9PT1lZGR27txpZmamqampo6NDo9H09PQkJCTk5eVlZGQkJSXFxMTExMRE2oiKigoLC1M/UOViYmLi4uISEhLUz2JiYhISEuLi4rKyssLCwrKysqqqqmPaTJw4cenSpcuWLRMWFhYVFTUyMvoXX07VhxdLRHedeFnyLx7zZ7l45BiX0vns/06yvLwcMEFwX8x/p8KfV3/a2XWm+vnvdHv6jMgnk/g2ThS3nyK8Q9Ih5Puc5D/Mbe9BLkZA6c+uBofjrCA8efKkgICAtbW1nJycvLw8g8FQUVFRU1Oj0+l37tx59epVWFhYSEjIkydPHj9+HBoaGhoa+vjx4+Dg4ODg4Ptt7t27d+/evbt3796+fTsoKCgwMDAwMPD27dsPHjw4cOCAsbGxl5fXhg0bDhw4cO7cOWdn5+3bt0tKSm7ZssXb2/v48eP/4svJf3IL+qmb3Mj8F4/5s+xZawkTHGPK/iuNh5aAfcegp96jLp6J+Z9TuX61DUzeW/R9jl6dl+HgEnTsXIiqonUvpTPf5yT/XU3WesYw+Uj6f6w35HfDWUHo7u4uIyOzd+9eSUlJOTk5NTU1Q0NDW1tbeXl5AwMDQ0PDNWvWGLcxMTExNTU1aWNhYWFhYWFpaWlpaZL6cdsAACAASURBVGllZbVu3ToLC4t169bZ2tra2Nhs2rRp165dBgYGU6ZMmTJlytSpU3l5eRcsWLBw4UIJCYl58+apqKisW7fOzs7uG6rbXHnv3uvM2u/1bvxQzRX3b0acv//20p3XF+5E+V577hUY+3u8su4qyTjzNOvnnb7x+tX3P/dRLG8veo7R8v+x56x/8TAy4EUha1FNYfbNsOQf+4Wr+sXj12cDXlx7lV7T1MVqDMGfjrOC0M3Nbf78+aampjIyMoqKikJCQkJCQvLy8sLCwvLy8vLy8nJycjQaTVZWVlZWVkZGhkajybCg0Wg0Gk1aWprWhrlKWlpaVlZWQ0NDQ0NDWlqaj4+Ph4eHi4trwYIFy5cvl5KSUlZWFhUVXbNmTfdrW57yasQo7YMvizuvKsspeJ+Un5ZVkpZXwVLclBifVdDxekNyYm55W/ddamZhMyGENCek5LxPKWLtCmuuLI9NyUvPrSDfR038YwBhGGsAk41g/BoYpg7cTtG1hJCmpKSsD+nF6VlFeZWNrLuU5+d/rCWEkJyPeR/SCjv2QTbl5xV/SM2Lzyhh/WCpKMjP+kQIIfl5hdGpxZ36+lpy8wrjkvNTMkvL6zp8EhZkF8SmFuR86ta1mqTErNj0wo85xWm5VazltWXFKYVNhJDSgoJ3KQUVzFfTUpuak39m927g2hueUZn+MTfifQ7rZ1/Np9K45PzUbLacqovNpDrMamOTc+M/llA1rsgpyKloJoQUZRW+Tyqu67BLc2lhcXxKfmJ6CWt5fnZJ2ut7AHrbApLzCkrexnzMa31r6uISsxM/FqdnFmVXdI6GhpzcoujE/LIallUNlR9yywkhpOJTXFJeYUWHX1l9VWViSm58emFRVSPp5NGpY4NVz3UqbinOLYpOys2p6GKX/7fmO8eOQT/j6zltBU3F2nI20o7PCGl4+y6zwx9Vc11cYgHLckNqRn5canEle72aM9PyY1Pzk7NLK2u/nqel754s4DOHyYYwWhcm6I/X9HyV20AIIS11cQnZCR9L0rMK8ytZ/hxqK3LLGwhpSUij/uHXRcflsf6RlxcXx6bkf8yrZD1LVlpOGSGENKWl5SRllX21VogNZwWhh4fH0qVLDQwM1NXVlZWVFRQUVq9eLSMjIycnp6urq9FGU1NTU1NTTU2NWaKlpcUsV1dX19TU1GLB3ExXV1dPT8/AwMDY2Ni0jZGRkb6+vo6OjrS09Nq1a7+hukUJvItt/JI7fZ5Xl+7R2gljDWGyHszYfDuturW8PEtuhTH3nkjmho0pT8b8s/VCbCUhhFSlcElYG7iHHtxxotcsAxhlaHsrndrs7oXrPKI28LchzFhH23O/m5crqjJSQ19nE0KKExLvReZ8ZevsyLkzNj8oZv/uWxT/cubC1TDVHP5UGax3u5q5oqVik9HGgSZXAk54j15gBmN05lvfbVtXeXDdkdELzWCSEUwxWmJ6g/mRsMXAdpiEl9sp/+nLLGH0am6rIGa2lCRFr9a3HzDXBCYYwAyzJTaBrZ9hdUUOdi4j5pnCJKN+S3fuup76lRfSmD6X1wgmGcEITZh2kPWT9Oxu+z58Lh7eAQtXrYOxen9p+KXXEEJI6suH45da9JxuAGOMhi+2hUl6MGz9g7aP3JDL16bxWcAUY5huKbojuP1wKU97Ld+42/+JtYkTTF0DU6zOvC8jhBxlbJxNP33M7dKcpZYwajWvxfXW31d9xXFntym8VjDZCKYZ/2N0OaOeEEIaCjO0ZLb1XWABQ7T78Nr2mbsWBqrpX0wkhFS+Dx8+RxcmG8NQ9QH6Qayvsjz1nQrDbtCctTDJeIKIg8PNFKo8PehiX8Ht+73vysptgfE6fYUO3KNeJGmJvHlHSHwjTDaEacaDlztdjGFvf3YRhLVF2zceGPuPKUw27r9s1/GH2V9+72vLC4JDPtQRQhoL7oQkdm+IScue1RtGMS5Rfdg3Dx6dqeybRwhpShkzUmPd7Xzmdk99fEaKuWY3EUJIYeJ7Ld3dveeuhUkmkxVOBqW2/Rssz95ifXDYjLUw0QCmW4hZ3/5qEnrabJi+ru1Pt6UqKj6jsp4QQgpeh4ydrQ1TzWAIfZTZI+b2by6d46Lv37nTs88UM0vfKK8j7jBIx/DyR0IIIdWnDniMX2gKfxv24lq/0uZ2W8d8Af8ybV6HB847jg+ZuxYmGBv6xnfrvUFtOCsIjx49umTJEnNzcwkJCTqdrqamZmBgoKmpKSAgQMUbdclQQ0NDXV1dVVVVXV1dTU1NU1OT+pmioaGhra3NXNRsQ2WhWhtmcGppaVF7ycjIfFMQthR+4OaxPpdU3XlVTVFJVnF9WtzTKfwbb35s/8oa4uIKUx2Y160u2jn+rXm99cO6JXvOP+qwbO/pWwmFedl2pntNvOIJIWWvH07isXW6k1bT1JwVE7Vg5Rb7hwXs5+usNkdNxeFQWF5TSaok3f5waO5Xts98OWfW1tddvcrs7MKyBuK7e3cPxm2WnGzYY7IBRpgd9n2d/Kn++VV/6G0R2fpCqx7deF9KfUnOjBgy3cQ9uXU/eyNr+NPC1vtpSkHt68DLg2fZXEmpJoSQpiKGuHlPkWOPU0oKisuTE1LuvKA+Wci5nYd7Cx1OKG+ob6x7eNobuJ2+2n+YnVVYVF8f7OrTd/pB1vKrzntgkKHO4QdJeRUxz0PGzzQ99Jwax9RQXN740uc0yJ8tbCElxWUJya3X40pePOg51cLlRXFdc0tV4vPxXObOkW2fufmv4E/FqfTTV55lfEzP1lXYfiA4lxDixrCGP031XMNTCqrfBAfAbFuf+GpCCGmuffIqNrW0iRDSkBm3cJ7tiajWP4TSkipS/m782C3ekZ9qa6tS0wtKWt/JxvSskqqqMsdtzkMMWYOwxUhkTX+ax/PUkpLKmkvHXWHahnNxFYSQ0tAr8Kcqj67/s4yyrJTkZYvM6MffU7skR32ITqHaIjUbtTZN3/Gc7X3rHIRnNjr+IXnyaU5VIyGhrm4TxY9/+OKIncZPeZvNj1i4xRJSc2jrCcfLH77yq2p9/YnT5661CcohZTFj/9nsm9waoE5a1hMZV9q+ytSYa25XPv6WEEJIuS59I6/NvaKaxobywh3m9tPM71MbPTnrDvPsUgghpCUvM/NxxMevnvy6oz0s2n8rvvOItsaMrOKK5pbjNtt66bYH4YdrZ2GMsfPj7IcuLjB7s1dU5sXNe6fo3ieExFzwgT/XujzNKyqv+hgbOWOKtpDzK6rCgouUgXu/x+347Komn117YOHxj/+Vq+2/Bs4KwpMnTy5btkxFRWXhwoVKSkoSEhLz58+n0+m8vLwKCgrMZp+qqiozETU0NKhF1TYMBoNKSmbrUF1dXUtLS0dHh4pGbW1tqpB5NGoDGRkZY2Pj7tf2C0HYqvDdjBW21zNZ+m6a0yZM0rO8TX3OZs2fv/bIe2ajJW/eCjPDG62JVVtSSnXI+Gy2nyhzrq37tcpQZsvKbewfYewqsgw199o/yCU1BWYmR/ff/8oXeUIIyXv91zB1WLZl5FLbXnPMYPY2lycdGpEPjjiB4g2Wgkb7tRtB+VrrUvmH0WB4t/1TssrLxXumqB2X2FYYt8bxXetrtF9r01/qUmsqNqQtErDyiKkihBRF3ISJ1leSO12UrM4RFLOle7R9nqa9gEnGZ9O//moIIalXLveb6sxacs3ZEZa4tb2Tn6Ql12192N6tnXfzFIh6dzxG80mbfUMkfdoWa9T5zEV2tTXoC17BPCuP6NY6l+QWfmoghJBTGhtGK/m2dWGn/cW3+VgU85tPTZDXJS6JnX+LboNRhg7PWD980wb0srz9mV/UGacjA/Vuty+XREAPvdNvmN2rTXQpc8FD7wgh5U+uwoLNgW09u46MHRK7XzL3y3j9VEhh999iu/tM1gKLh2xn6RSEeVw8Bqq+rVnSlPa0H4/NqXdf65wvz7Jde9guIIM0FNuaHtt5Oekr2xNCCHkXcGkir/VfS630zyQyC+vigvvPtL0QW0sIqYkPmSXm9CSfEEIqYkPGzdl6Iaa1o+HxWR+Ytp+qVlpoIIxaLe7wICm/22NsW0p3We3vPdsIJlsp7b4dnc/ejr24yw402nsC4q6dm6js0UJIS/jFycpnCSGZHifHq9wkhJjQ1/+p3f59Je3cUfjnaDohhNSs5FVf4pJAlde/vDV2smMCTsn4FpwVhFevXpWQkFi/fr2uri7VO7py5UplZWU6na6lpaWqqqqmpka1BZktPCrzWJuDVBuxc1uQij2qnApRKlmpIKRahN8UhKTwAzfPet8vBGFmxKRlNtcyOlzEuLRxV0/Z84SQDz6ne9NYPndasmYLWTpGsn/QbNK3gAH6MN0IhqnDGG0YqCO4PezL9Xro7jFayY8Q8sLXd6nN3S9v3Crv9bRxxrL2N5xO391y8JqFY+Dzjx0usN3Ybw901iCstzOwBqu2mhS+Hw4Gd+oIIaQ5/fVfXIaT1VzXH73neswPpho6vm19B3YZrh/JaP3yTso+cAmsc4utJoRk3PeDxfsTO7+Rhcn/LNSGSWthnC4M1YAxOjDA2D26Wx8h0X7+Pf7ex1py0dG+16rzrZlcXyAsZrH1UXsQpl1ygZXuHY9RZb12GwzVh1kGMEgdxuhBPy1Zp7ZcyXkBSzbfzGM/7wmG7bw1bW9U9YexvJtcoioJIQ0fowX5LSfJHbE9fs9u/8VRU00cw1mDMKEnmF1O67qZcGq3cz/dW+3LyfdhsOXd9l5DYqaxaZZZKCGkMvQKrNj1uvWPqGk7fZuo/QtCCCEVW03sgWe78b5bB90ChUVNwfxrQVieMHo8Hf4yh3E6MFQDRurCtK1ukV+fC9QUfW+GgEsZIam3r02Rcu3e5KEmG7WNvWXYrlDWGtNtl9u/JIScMN3EZ/eMKs0OvQRD1GCqCYzQguHaMFwL5u5jjsz++OyVlu6ePjMNh690MPWIJN1VFuB7V1plM0yxcn7UofvEe+s2UHvAXIy+4vOPri8hpOj2WZ7VNwghccePjlENJIRIi5vP2fmWuWXL28swxO59FSGkasUihkRAa0dOSdj1kZMdP2CL8FtwVhCGhYXRaLQ1a9ZISkrKysqqqalR7UJ5eXk9PT2qI5TCYDCYLUJmVyf1A+uVQqrnk9kLynoFUUdHh/l/qkRWVvabgrC58MPiJRtv53Y1zoyS1UUQkqLIkTNtrsZnW6jarQ9k6eRszpouYL4jnP0KoOuGnSNlzuU1E0JIY2NTdVXd16dWl+fusDlh7RtTWlS4Y6vbhnPvv/5iMl9Mn7oh9PNf9zsH4c7V68HscetS4fs/24Lw5rYDPZYzE6Xkbx4jh7jWBbs1VsMU274yl33gWrHOLbaKEFL2/kHviVaukZ16PSszV4hayrl9IIS0NDU1NjWWlHX3m34XQeiwGwR824ahFAiLWbC2CNMCTsIyt47HaDqwzqmvBNUibGlsbKxkHX2R/RwW2V7t1Pd2XMVqutbV1rit/jCWd6PLm0pCSIj3SRA+3TYFolZ12YaDUazJn9gH1gakd/1a2IOwJhp6a+97yvxtVYisNJM8GUMIKXl8GZbubO3xJY3b6dtE7V8SQqpSImdMs/FLav0OcdFxTx/rJ2xn6dQizJ6zSE/FJ4UQQpqbGhsaP3XjBgVlqTGma0+dfVZYnfXBfJ2be0g3eiMIIYQcNdm3xOIpW+HbgPPDRU8U1+cJLN50Nq61BVz65sGQWVv8YsoJIc1NTXV1jWUVnSvW9NjdG/40f/SNI3FNtGz/tn7MWuK9bTtrEL6/fHaOpg8hpOCmN5f2VUJIzPEjY5RvEkI2qW/sTw9gbhnlug94XXMJIaSSb4GKsH/rl6aisOsjJjt++PzHBuqMs4IwNDTUxsZGT09PRERESUmJTqevWrVq5syZCxcuZO3MZG3YUX2brEHI1kxkjpdh7SxlNgeZB/xfWoTFCfz8G09F5reQ5qra+rKyiuyijh/T6a/GL7G68pF9WNs23Y1DeW3HS7rms5Y2ZU7hM9kayv4FOu/l/ZHT1yrse1xQ10JIc+Lbt2cfxH69bvXFZrpOu2+lNtZlqzPstgSkfHnzlvRn40aankup+twG1/buBtlrLAV1W/UsYW3btZP8d0NhdWAtIYSEHjoC47aGFzYWpGcc23MYBmho+rR2Cu3UWzdYvq2LryR+9lLz0+8rCSGkoUhD3ARmbXMLz6ypb/iYnOp79U09IYS0nNl9EGZtPfc8lxBCWmru+D8OS+jWZ9s7n/MwcS9rib/9TuA70/oKa/NXCZtvDG6fm1cSdhHA2C2ysL6+Nv1jNjWUt+DpfRitb+AZVVBHCCGJb16fD45v7QzNfAb/2FxOZz/vUYV1UzWvtAZOVfyohRuORFUSQiL9PeHvzf7RJZ/KCg7uPg4jtGWPR7J8pSkcD3Iizs9L6xsLC4uSizv0Ep/csb+X9k3WElMpfVhy6H5iSV1TzeFtDjBp48WEKkJIYbA/8Gx71prvjVvlNgvvekEIqc+InjJpjbpnTG1tzYMrtybP1QYRb7aW9f0TRweonGUt8drsAHPt3MIzGwhpqK26f+P504QvNfAqclMMdJ13XE0hzVn62vsP3vrKXx2Lpj26u+caPmIv/pQhIbNlpog1t9Gt9uBoLNaQWT+C5haeUU0IKS/IPns1NK2WkOaqKwcu7fSNKK5pIqQpxPM0DLd8Vcd+SLbzumw8bHLyWWJ+RXVDY3RY6Nx/jBRPxbBu4blpK6jeZy6+uXBmpoZ3CyE5N7zmaFwhhEQfPjxCLoAQkhRwDnppbrr9saKx/sOLx33/UJY80npRc8k8RcHzrQ3NwsfXhk20j/keg3B/X5wVhD4+PocOHbKxsdHQ0FBSUmIwGJKSkiIiIpMnT2YwGDo6OioqKnQ6XVJSkprwoKysTHWWMvs/mdf8mB2hVOZRWEvY+lT/hxZhXV7svKmqAHQAGQApgJUwYhfrF+DqhPAJS6x849nbWSnBN2CwGs01ukNpRcrffKa2wV2Makl8Gi4tbwMgDUCDqdbmnm+6Vb+GiuT0EkIIqSp5n/SV2dgV8aHjxpi6v/vsx9y5XXYgfaX9lbSUW2tZgmFbv2tKxFDQv0SdpKXYbM12ABmYsnGH/6sTOw5AL53NgamEEButdQOlr1NfFupz3s3kszga0dYmqy444HCi9yhVAAnoyZiucbntXLVXPP1HztAEkABQ7r1sT2B8t+Y3Pj99FiY5ss6nd9+2A5Z65NYRQkhLaabAKjOrDhflqneZ74a+dAAxAI2LSa1nSXv6ZNkqMwApACmYZrX9QkxrozAhFBZan4ljr8w+easpDP/WeRUF70YssnEKL6RO6WC+B0AGxq1b7/nkyAEXAGXzK2nMHe/6nB38lwaANIDgsqNvWQ7ZcHCLU2/1gA6nqciyMd0LwxQAZIaJHQ6Ibh2Rn3rTB3i23c+iWkjVttKbhLa0dl8/vHCx3ygl6KmxyvbajYDAEYPlR+rfZB3If/PI4UHK3h3bVvVnDnuMmq0DIAHAGCtz8mb0l4KwobY0PrmQEEIaSqJTv+mGSrV2mrtm6d/rvOLWMRcAtZNstwgqzdq59SAMUwIQh0G683R9s5oJIY3BZy/PW2IEIAGgAEsdHIO+foXyvpfvzOUWADQACZi3aZ1HJNtv9Pj6zaDcfoH2ua/nbHXPT4QkXXTn0rjQRMjzfYdG0S5Qa0Ou3hg1TQ1ACsaYah1lXsvP456ntNyrdcBz2t2LwyfujsQ5FN+Cs4Lw8uXLJ06cOHDggL6+voKCgoKCgrCwMHXrUXV1dV1dXWlp6TVr1uzZs8fZ2dnCwkJERIQaKaOkpKSiokINmVFWVqY6TqmA1NHRYXaQss2pYP5AtSxlZGQMDQ2/qcIN1XW1ja1f65saG8o6zbUqKOz61iafPnXR9iosLvvS5a+6xrrG7ze1tzk/t/xLR6+ryPnU4cOoobI8i2V+VU5mhw++2ur2z5NPxa19gI2VFQWf2r/ZFxWWdeofaqmr67rPqLa+6RvvddqQld/xTW6ozC1pfwllxWVdJGpjU0NTU1k1+++xpbGppp6tYi3ZRV38cpvKK4pYprblF5Wz7tZcW8+sQVd/Ay0NTS1VFezdv8011bldT+NrrmQvb8wqau9xrS2vLKlleddaGquYLaSaqmq2y1QNtTllXTeg6hsbar/zrPL6isqiqq5/9TkFn+uoaKnp6q+lob6ptukbL8E1N9fWfqaNVlORU85ytKb6/E+1hBDSXJNf1kAIIQ3VHd+35to69kOVFpWwHKMxN//zAwtQVzgrCF1cXCwsLA4dOiQnJ0en02k0mpSUFLNXU0dHZ+nSpV5eXpmZmXfu3Nm0aRMfH5+oqKiysjJ1c1EpKSlxcXE6nS4oKKiqqionJ6eurq6jo0MNE9XU1KR+0NbW1tbWZnaNUhvo6urKycl9W9coQgih74+zgnDnzp2qqqp+fn4aGhoMBkNRUXHz5s0mJiaysrJUei1YsMDd3f3y5csmJiY3b96MiYm5devWy5cvX758ef/+/aCgIG9v7/j4+C1btrx580ZVVVVRUZHqEWWNQObPVBAyS6SlpTEIEULoV8NZQeju7q6iouLn5ycsLKygoCAkJKStra2mpiYoKKipqamrq7to0aILFy7k5OScO3euvLzc39//2rVrnp6eDQ0NZ86cKS0tvX79uqur6+PHjwkhGzZskJOTo7pGu0QNGWVeXPzWa4QIIYR+AM4KQkdHR2Vl5evXr1O3VZOQkFizZo2amhofHx8VWtzc3BcvXrS3t7exsWloaHBycsrNzU1NTSWEODk5JSQkhIeH+/v7BwcHV1dXGxkZycnJ6enp6erqMmdKUPT09DrPrMAgRAihXxBnBeH27dtXrFgRGBi4ZcsWKSkpRUVFExMTVVXVFStWUGEmKCjo4eGxYcMGMzOzZ8+ebd68+c6dO/fv34+MjNy5c+fZs2dv3rwZGRlpb28fFxenoaFB3Y+GGinKNumw89hRGo2GQYgQQr8azgpCJyenMWPG3Lp168CBA9T4FxqNpqurKyAgoKysrKmpSafTlZSUZGVlqRn3/Pz8q1atEhQUFBERWblypZiYmLCwsLi4OD8/P7UZdQmQOTqU2RfKejNu5jgaOp2OQYgQQr8azgrCs2fPTp482dbWdvv27cLCwtLS0uvWrTM2NpaUlKQSS15eXkVFhXowhYKCgrq6upKSEpVwVLxRw14YDAY1H19dXV1BQYGZhdra2ioqKlpaWgwGg5qPwUxETU1NHDWKEEK/IM4Kwq1bt/Lz81tbW1+9elVOTk5AQEBHR2fNmjVU5mlqagoKCvr7+2/evHnevHkSEhJnz54VEBAQERFZtWrVqlWrVq5cKSQkJCYmJigoaGtru3fvXicnJx4eHnFxcXFxcTExMWqtv7+/rq7uqlWrqFBk3m4GrxEihNAviLOC0NLScubMmVZWVjdu3NDU1FyxYgXVXSkrK8tgMLS1tXl5eQMCAq5du+bh4eHu7h4XF2dra3vixAlzc3NfX9+LFy/a2Ni4uLi4uLgEBATcuXPH2dl569ate/bsOXr06IEDB2xtbT09PUNDQx0dHXfs2KGkpKSsrExl4f/wGCaEEEI/AGcFoaOjY79+/bS1tb28vLZv375o0SITExNHR0dFRUU1NTVqHuH58+djY2NbWlqeP38eFhZ29+7dmpqasLCwkpISQkhwcHBkZGRcXNzt27d9fHyioqKioqJycnLKy8vT09N9fHyKiorOnz+fm5tbUFCwY8cOGo1G3bNUXV1dWlrayMjoZ78HCCGEOuCsIDxz5kzv3r1XrFjh4ODg4eExdepUWVlZfX19fn5+6i5oixYtun79+pMnT+7du3fhwoVHjx49fPgwIiLi/v37J06cCAoK8vPzy8zMDA8PP3v2rL29fW5u7smTJ+Pj4728vOLi4q5evZqZmenu7k4IiY6OtrS0lJCQoJ7EpKGhgUGIEEK/IM4Kwn379gkJCRkbG5uamnp6enJzc1PP0ZWTk6NGePLz8/v5+YWEhNy/f9/LyysoKMjHx+f27dtnzpzx9vYODQ0NCgoqKyu7d+/ejRs3QkJCAgMDQ0NDExMTfXx8MjIy3r17l5CQ4Ovrm5SU9PDhQwMDAzk5OTU1Ner5FVJSUhiECCH0q+GsIFy3bt3EiRMtLS23b9/u6+tLo9FUVFTk5eWpeX5qamo0Gk1NTU1ZWVlFRUVWVpa6yGdgYEDddFtbW1teXt7CwoK6Q5uxsbGMjIyRkdHq1asZDIahoaGBgYGpqSl1A9IdO3ZQN+lmHhyDECGEfkGcFYTOzs79+vUbN26coqKij4+PmZkZNSJUWlqa+awlFRUVRUVFavqEkpIS9QP16AlqyoScnJy8vDydTldQUJCTk6MWKTQajUajycrKysnJUburq6urqKhQT/qlUvNnvwcIIYQ64Kwg9Pb25uLikpOTk5KScnBwsLW1NTIyMjQ0FBMToyYIUpMFmVPgmc/aZd44pvOD6akGn7a2tqqqKtu9RlVVVamnOFHXCKWkpL71MUwIIYS+N84Kwr179/Lw8Gzbts3IyMjZ2fn06dMWFhbS0tJ8fHzq6uqqqqrUgwaZt0ljezA96yLzQfZaWlrMe6ox77JG/Z/1wbxUEOI8QoQQ+tVwVhCampoCwOzZs/n5+Z2cnI4ePcpgMEREROh0eufcoqY9dBlyrIusQcgMUSojqRYh9QN1jdDAwOBnvwcIIYQ64KwgtLKymjdv3oYNG2xtbWVkZDw9PW1tbeXk5HR1dalJDkzUTUSZnaKszUSqB7Vz+DEbgsrKytTVROr6oqKiInXHNRqNhtcIEULoV8NZQejj40PdX5uLi0tNTe3EiRNbtmyhGojMG6FRrbcunynBbOppfB41uHTbtm2ampqmpqZGRka6urpUp6u0tDTeWQYhhH41nBWELi4uAMDNzU2jAG/KHQAAIABJREFU0SwtLQ8fPnzo0KERI0bMmzeP2SlKRR3r5UC2S4NUELL2kTL3pZqDZmZmvr6+dnZ2t27dunLlyqVLl3bs2KGqqopBiBBCvyDOCsJNmzYBgLa2trKyMoPBsLOzu3btmp6enqSkJPNGaFTXKFvPJzP5WIOQdVAMc9ApNUxUT09PUVGRejzv6tWrqXK81yhCCP2COCsITUxMZsyYYWhoKCQkZGVltXbt2v379xsaGs6fP19ZWZlq1amoqDCbd52v/1F9p1TmsXacMudLMEefUvMOqdmEDAZDU1MT5xEihNAviLOCcMeOHYKCgitWrFizZo2wsLCVldXRo0c3b97MxcWlqKjIOtSzy/GirC0/tsuHml3RYHlIvZaWloyMDE6fQAihXw1nBeHRo0cHDx5M3UdGREREX1//9OnTrq6uS5YsYbYIWftFqWmFGiyz7JmXD9k6S6m2IDMCmZHJnJuPzyNECKFfE2cF4YEDBwBAR0dHSEho9erVq1evtrGxcXV15efnp26HRjXdupwXQc2pYLt2yNYEZMtC5n1nqBIMQoQQ+gVxVhA6OzsPGDCAmt5HJdnGjRu9vb2VlJTk5eWZudV5sCjr6FAq1ahyZtp1DkJmCXMvDEKEEPoFcVYQ2tnZLViwQERERE9PT0xMTExMzNbW1t/fn1qkejipwTKdG4WsvaOsA0epeffMmRVs/2e9oIhBiBBCvyDOCkJnZ+eZM2euWrWKRqOpq6sbGBioqKg4Oztv375dVlaW+cgk6nkRnRuFrBcCmQNhupxiodl2V25mIXVnGZw+gRBCvxrOCkIHB4fhw4fTaLTFixczGAwdHR0Gg+Ho6Lhv3z5ZWVkFBQWNtjuoMWOMrXeUurPo52YZUvejYY6dYQ1ONTU1GRkZvNcoQgj9ajgrCM3Nzfv06aOqqiolJUXd6kVVVdXGxub8+fPq6ury8vJUs49tmAxb4LEWdr4fDYPBYKYgNe6UegyTqqqqpKQkdo0ihNCvhrOC0NLScsCAAcLCwnJycjQabfny5WZmZvr6+ufPn7ewsJCRkVFru7mMRkfMBh9rV6eKioqysrK8vLySkhL1LHslJSUajSYlJSUpKSkqKiouLi4kJCQhIUGn0xkMhoSEBLYIEULoV8NZQbh37945c+YoKChISEhIS0vr6elRE/5OnDixb98+aWlp6jERVJOu83gZNTU15pOV1NXV5eTkrK2tHRwcJCUlxcXFxcTEZGVlbW1tt27damdnZ2houGPHjh07dmzdupV6ir2EhMSaNWt+9nuAEEKoA84KQg8PD6pFKCgoKCcnp6WlRT2Mws3NzcfHR0ZGRllZWaPteUysF/+YrUBmCqqrq9PpdBMTk9jYWFdX16CgoBs3blhbW3t7ez958uTVq1fPnz8PDAwMDg7OyckxNzcXFxenRqv+7PcAIYRQB5wVhN7e3r169eLn51+xYoWysjLVBaqqqrpr166rV69qamrKyckxR4eyDYRRZ0HdblRNTU1UVPTcuXOenp5hYWEPHz7ctWuXs7NzYGCgl5fX/fv3L168eObMmVevXq1fv15MTAyDECGEfkGcFYQbN24cNWqUqqoqFUvy8vK6urpycnKWlpYXLlxYv369tLQ0M/PUWO41SoWioqIidQMaZjTKy8vr6OgoKyvr6+szryCuXr1aRkZGVlZWQ0ODTqerqKjIyMjIy8uLiYlhECKE0K+Gs4LQ3Nx83LhxYmJiEhISixcvptFompqaQkJCW7ZsuXTp0pYtW0RFRdm6RpkpSKfTtbW1lZSUVqxYIS8vLywsLCUlJS4uTnW0ioqKysnJCQkJiYmJCQgISEhISEpKLl++XERERFxcXFxcXEFBQVRUVF9f/2e/BwghhDrgrCC0tLScMmXK/PnzRUREqOhi9o56eHi4u7vLysoy+z+ZnaIMBoPBYCgqKt66dcvd3X3jxo0HDx60sbE5deqUtbX19u3bjYyMNDQ09u3bp6GhcebMmVOnTp06derNmzcBAQG3bt16/vz52rVraTTa7zVYpvlTZf3PrsO/oLmh7l9/GfVVdf/2IRFC3xHHBeG4ceNkZGTExcWlpaVXrFjBYDDWrFkjKyvr5OR07tw5BoNBdX6yPYmJGiNKjalJT0+/ceNGYGBgSEhIQEDAmzdvEhISduzYcfLkyYMHD0ZHR9+9e1dNTc3Pz+/69euurq5v3741MjKSkZGRlJT8kS3Cp0Ev78eXtS83VD4LiTx65tFh/5fpnxo6blsXGRp5wPPRnbd53Tx44fvwabw2+4Nzv71eDVcuPYkta+y8Ijnq7fWXmWyFZRkZ5y88dvZ98iAq/9vP9TVNRTTxTSt2vPg3j1kUPwJoy0++/TeP+S0+FRZEpxV1va6x/NrNF3Hl/99TFKSlep555OT5KCgip/t7FeXkxWeV/n/P/UPUlObfDXrq5PEwICyl9lt2LCvIe5tW8r2qhb4bzgpCe3v7Pn360Ol0Pj4+BQWFpUuX6ujoSEhIyMvL29nZ+fv7a2pqUtPqqbEwrI+bUFJSOnXq1PHjx318fE6fPu3j47Nnzx5nZ+cjR45cuHBh7dq1Hh4e58+fd3Nzu3nzpqGhoZOTk6+v78WLFz08PHR1dRUVFSUlJQ0NDX/MKy1+Gwogv3xXJLMk+vaVyQvX/bF827illn34HPzffmpbU75rw4HRSzeOEdg2+B9LukNoU/dOcf3UmUUKrmGZ1d9UsQg/bwDlnSGdErckedrfSkN1r7AeLjPswQSutX8s2TxymfXIpQfeVn7TqbqjbNVy8/mb/tUgrMkQ51lneD3l3zxmNzRWFPq7XtW1Ps2z0nSMyc0uA+emy0nop2n/suL/c6Kn168uFNnyN/+WgQvX/6N5NqnkK83fuk8Fpzxuqpscm7XUksc66P9z6h+jobzA2njnSL4NI5ZvG7HAcoHJ5YyvtfCbSgrPugVomh6byW85yvz2D6km+jdxVhD6+fkBgICAwOzZs6nZhOrq6kJCQhoaGrt27bpx48bWrVslJCSY95ehbqimrq7OYDCEhYX5+Pi4uLgWLlwoISEhISGxZMkSfn7+ZW0EBASWLl06a9asOXPmcHFxzZs3b/r06XPmzOHl5ZWRkVFXV/9xT6ivK1xn7gR/akkdfs8saygvTi+gvt02Ss3T5V73gAq8KL+zQ/6xe/CxlhCS/Ph233nrD0V96uqgXSjMK+xmarbW6//YO+94LL//j7/bVPamZK8QGaHI3lQyMpIoKTNka9CgVIrMSGbZK7KySqKUNFSiREvR1OT8/riH2yh3n8+nT5/vz/V83A8P13XOda5zXfd1n9d5v8/7XOdBi5qiF4g5Hbw8ttd8xPHALG470R2lI7vePljMt2HVCfwlvO58Nvgr5yKP9/rq7vK7/xXrraN5/clrv6/453dbd+7MzL7SHe/nB5Y54/29g/eb1RScgc/5+M2vExxPJoN9lqq+ASWPcVtv3k7eDXp08+q2vfm5DfcObNu9eOufEYkPHdd8s9rIzT306c6tjlefEELo2a3aeeybHHMe/fyI3uYbPrvyiurv7vMKnmlf8Pcqi/EHmFpCGB8fDwAqKioKCgq6urq4V8CsWbNGX1/f1dU1KioqKipKVVUV97400nfK6Ojo7N+///z58wEBAebm5m5ubqampr6+vrgxxe3bt9va2hoZGdnY2ERGRiYmJsbHx588eTImJqa0tNTPz8/Y2NjS0lJfX/+XhPBDb0d6XTdC6O7lq8fPNN7q/UDmgVE7j/ucaTnteVBjX8uEGdxWblPxr8X9H7zZS9DtIjHJUd9bwb9h0lN8+9RfV3k1uaA5p/7++yHyqvX2kZXNsZK7z7Zu9PKrGuW7q447qb7zUmNZtqxnAdFnWhIRAwoJ5BVNHl8HSs9fOZ5cl1LSev8Z7ma+19f00gm/j9BQQWF9VGHbKxKN+P7xTVV5w7HU2rii2++Gibu/pOU1d31C6NXTU2lVRY2PiQmPWm+EnqxOLGw8kdpIaid/fvM0veCSh703CO46mnvt5NmaA9EXidf/5PrV5FvvEEItza1HEi4UXX1GcuCL/HOXjqZcuvPsFwYdr8eFwLrscR2U/nVr96bW3jHdvPdQ868Z8aP56GHmt9Q1v2cC3/YknNt7WGxbIfn5B3sen4gtv/ToF/wAdxtuRKfVpNY8HLlfb57GnKm3t/UH2T17UxtOnq2OTLva+578/tsn06WOVvHtZOYujAyfsekXrhHjP8LUEsLdu3cDgIGBgbq6uoKCgp6enrq6uqmpqba2tr29vY+PT3JyspKSEu59ocTYUSsrK2Vl5WPHjiUnJxcXF2dnZ2dkZKSnpzc1NZ04cSI7O/v8+fNVVVW5ubkuLi4dHR3Nzc1xcXFlZWXZ2dnFxcV79uxZvXq1mZnZr64+0XwmDoR8fIJOSarsmCGwddrSgLDaycfJ2oqyJSyT3iN0xi1IdlcTaVL/kycVDe0lWfm6NknNhNHD/Q7erJZEh9WQk74b1+bin5/iY+dNfa1ANgUvRnmvOXx2C4xTyGinv0Ttjl4T1IAQMtK1317+kpjQ3VAroxt+B6HO4iRe+0yCEn3a5RQgcqDp7Y06eY1AoXXxuTdeTlgumVwvOy+m6DZLzHWOqOtMISfhLXlDCCH03mSVn7R92t7A4xzL3IDeksE8E3/Ay047a386OS/6FX4UfHaMlqmEkbVOYLdc5pa6xS54rpgb8G5W2V2NE5bMY5HA5cSo4Aygt+vCiMnbeb1WUs2bUdQB2J241XbOE3METv/aV/jUOHdXUIo8Hpq0RN1vGpMxaMa/QAgh1HGxXEDWdf4StznC22ZJ+oTWkTtEWn1kD5hkjW7pv0Z6HdTd14LQoK6xd9Dlv+Vi7qgooF2yjX1FoE1oxcO3w5MfQCDVf7+gwy9YS5UhxwAEJfdcnDwrQmioP9jrEIWoC5WE6zR+ByHrDNyD1NdSyyTnRSPqAIsc2Vf6zxN3YpA7WHqb3KHK17cuMot6nLgyMHlWhBBCKSEHwTafzMwY/x2mlhC6ubnR09MbGBioqqry8vLihgNXrlxpaGhobm6+bdu20tJSIyMjQ0ND4gu1cSsOamlpRUREVFRU4Mb8Tp48mZeXV1lZmZKScvXq1czMzLq6uqqqKmdn56amprNnz1ZWVmZkZGRmZt69e7eystLd3X3t2rU6Ojq/ZBE+LMuABc6BKTfeI4TQBx+7wGlaqZMc87bTyja6+StCCBV67tcPJ+nJDn87vScMmDcAw4b1USOWYktqInBsP37xOULodn2tlKgt57bJ/FfDgx0d+HGmz1dKYbHX5cmcbb1XKu13FeKanw0m28OaCW7Ob33BAYlnr79FCHWXp8sHlhOO+LjDbPscldA9J0r2RZ8zs/AHHp9LfznK491DBYnN3JuzXn5BCKFvg+/bH+Gato8WRu4guvPc3X6E0P2cdFi0He8F+/b5yVNCc3m3HFh2XMALcR8zj9XiLXl3ng4ihO5V5QCnZ9pt0lG3fhUm+wPXxvpxewoSwTgd9//37yNGdNHBYGDwOJ7V+gYh9PCi9sb05wgh9EpXxt44/h4uT23kEea1Z8iMwag5sgdMRwnho/pKQ3ecAn0y3bA7oYu8gibma1RgfFh5e9e1a8oqrnxWGU/J9rOm+u8X+hUh/Nj16HBEaU0nWbJdm5QMEvvwX9H3h8KiDodujLiHb+YmcThm4x6fX5Bu1G9rtENzZxX58TIpIQfBFnON/u8xtYTQ2dmZi4tLUFBQQ0Nj2bJlOM2TkpJyd3ffvHmzk5NTSUnJ3r171dTUiAvq4lyjRkZGBgYG+vr6uOV81dTUcBMwVqxY4eLioqGhoaysrK+vr6ysrKOjo6SkpKenp6ysrKKioqWltWbNmrVr15qYmOjq6v6SELYXp01Xi31KaDNvpaUDZ+BPu7JfY7z3Ma5Jqrr2oKbppoOJv6Dd2cqWxx+JP/3h7x+/Db28dU1MaovRMcJ41dC7fdv3wnQDoFhvur84wC5YwmnyiIZHTQ1K2s4w3woYzIHN7dwko4qftBW3KnmVVly5V3u5RVbVRTeovPJOP0Ko6lQ8s9rRuPO3qhtuBwWGc5tFHcpp+4QQQh9cVzuBPNE1OqAiYyl5mFwP1Rh663KA37+yZ3wb+H6NrqeEDyFYpq0GBLbfJ6Q9b7mspukOlJawwAqmuV7AR8g+pxNxDKwmts7PV/Bs8SoiDXbtV5hrvbtprPuxN+cEqEzg6c0J9gfL88TNt+++IoTQg1qYuzWg4HZD4+2Kps6YvUeAa18reUo4VgjfdRvq+2rsqqhr7jhfXCmh7WNysPJCO7kmzljePNdf6nW05QNCCL1/KK7lF9lEblG/KoS/wgf/Lf5gkNh273FJ3Z3mSw0cwpZykSPxSs2pMTPNk3/REP7kbeO71KXolxwRmBD+jzK1hNDV1ZWHh0dERERXV1dFRUVFRUVTU1NWVtbW1lZLS8vW1jY3Nzc7O1tOTm78AhTElQVxETS4xShMCZBOtCC+nhu3wC/xlWy6urq/5BptL06ZrhlPHEy6m3FmOlfQz4yiwb5dDkHA6wgL7EHEFVjXA8NGDpPoS0/Hjoi0RYeCQthNEvX6/vp1x5shhJC7sb/qvib0U5qSE4DZwSut5d7rLy9qS0HINe/nbfSnDi4Ze+DeBgvsp4u6Ap05sG4RdC9HCJ0KPQg8W4BrC/C5wCJboF8P/LsqXiGEhkI8A8ChkliG90Y3Wquan1fsRzwuzwCpA3cm6Ni/09cYCZb51lIJfK44IbyRlwo0WzzTrrU9/9x3swKoPcrxg3fPqAS37rlINPj6VHmd/EqekJTZJ0O5frwQdp6NAOW48TXI9PcEh+oxOweuFsKMdbOXeQH3ZmDfDIJO3MaJt1+TNS5XfXiUa/R19+1l2u7AYw+LtoKwE9CvB6YNYt7Vf3Wq41DsnjAQ8gjI63jb+3CLd+qN1+SaWCl++wW3/B6RGH7nbu4GrFvpJF2BxQ64HUFw+7a0h8T0hqTI6etOkxsDhhD63udmEyixvXTynKNJORCKuUb/F5laQujk5MTCwqKnp6eioqKkpLRkyZJVq1bp6uoaGBhYWVlt3Ljx6NGjjY2N6urqRkZGpEahJQHi0oNEgSRdwpf0lWyWlpampqbEPX8hWObBuVRQCG8jeN3Cd+ybq59OmuHr24HOlz/s5ub5HzIKvz1hUrp3IGjEPBwnDC+uVDEs9Yq5+fOu86cAQ59FmwgS1VMPotvLfyUO0Xa9z6HLEwj6/dIM1d1lxM0LcfHAs4+w9WXVSju1k50k2b/39Pb3fSAr6uF9ez0Nh4PbBFMa3utruC8LvIovsaUS+HFC+D3c2XvGJoKf9kMzUHvW4+/KCyYh+625+BG7wfbK+YLeZ2+TxjG9kqWcwCLsyouFJZHj65bp7wmbq8fu7WmmoHdKfzw+++TcTzk8a9uPWvB3lpsPxLWP/bZevBzofUP+ewU+lyZnSap4M0h62Bz9hZkn1UePK/tXk58fDX970vPqI1mhWF8PegXPWpfzo+SG5CjQiSNf+4tjT0ttyv1h8uD7zufvJ9T/8wlRzDuqyT4Pxn+FqSWEnp6ec+fONTY2FhIS0tPTW7p06apVq1RUVAwMDLZu3WpsbLx8+fLi4uItW7bg3hRKfLMMTsnGSCBxbSbShXnHrOhLfAGpubm5trb2L61H2FWWAUybljudPpxUHbArZha3k3/ZqPnLe6wdgcvrZOvE7tJwyx3ifiO2XWtFiXVgzuH0uiOHTgKtpVXsTdz+gY42990pu+KqD57IFBR10NxTM2mLmOIfAjz+YZkN+yMKLNb7A5W1Vkjd43dkxhEOKyrYuJRMEPpRkxDBvilzpLV60S4tsXGBbXpkZp2r0wHg8b9GotxdV0rnsdjKOl8g76Sf9rrshoXbTIJKotLr9x/LsQs89x4hhAYUZR1FPPBRsoOXzwGLPe6+nAs/Ckzbg9IbD0YVbNi4G6avUw6q6hhECA1w8K2foxbmG1kamV6+dKktr33e6Hl5z0TAxKturNJ/vlEKYGGyryw2o3ZnxPk7r/AN6WkPZ7A4j8ZxePtOEPFzDC+LTL8YFnvOaU/6xa6fzf/7PtCbGFcWk3/dbdMOUAmPyG3af7zs0sPRkcafnkhruO2+PGr8sq/zCg/PxoVrf9zuT8inD6eOn2RRDSmabJLdl5fdR05WJmRfslnnx2QQEZfdeCixurZz8rmMLclnAFaZnyRr2sObG5fYBOyWbEk/llYXlVHru+f0nvgWouB3VOUBo71Z8LnotJqQhOq2n87E+f7itpiQDb9DVvq5qzEZtQdiKy/cH2VMRrt4ArtLaMPIMzz0vCcmtjI+p379xgDQjkjIaQg7WdPw8G+/uQDj32JqCeHBgwcBQEtLi5eX19TUVEpKau3atUpKSuvWrTM0NNTT01u7dm1KSoq/v7+2tjbpe7dxS8/j7LzxakeUyTGr2OP0jyioenp6v7RC/YOS9Pk6J0orq8SXOMDSXfuLxxo0u21dQDAw8caEQvg9zi1EL2RkQv3Di6WLFtsDnc0M6d3x9SNjWp9fPtzhFjqNfQNI+u7NvkveVIiBQz5hwGwnvP70lcevisKjZwsHnr31avLjEELoo+k6n8CKCV5hcyH19HKvwjekNt6bLlNdL2C1E96QUPVwVOP14mYNUJuxkPhOJ+NzXdE5eSU3YLAGUQ/LkIsIIfT99Trj3Tr78XdpoPkCveLOVnwFBqN3HwF2W74Np+q7+s+fiJ25JCC57RNCfSxLXNxSruz1OABMm1X9zz8faxo81RFwP1A/gbO4KC6JRcQBGC2B2b28B3+ajAN7adyrJ6rw14LTmdJKbkC/HiR8PWMvPv/4Myfk48ZKNgYrYNsMgs4g7AzcmwAsHJLujcr0pnvVhuBDDaNG9d49beVYZAHamYgshgdH7MkPerp+bkVPfpIbIXS3+hwwWgOnPQg6gaAjLLIFlq2b0iYf7r2Wlgmz11knkjv/72NPh7N9MCyyAZYtIpZRRaN+F4O5sSlsix2B0RqW7C649bNxzVftl0WF7IFnK3DZAcsGoLZbH99KmiHa0xe4PcMujYwePj5/norWYuQaF9oBvYNz0k0yJxZh/HGmlhAeP34cAOTk5MTFxW1sbISFhRUVFVesWGFnZ6enp2dhYeHi4pKdne3l5bVq1SpS4w+3YC/OwsOJIqm1R/Sdkgokbt4F6cChlpbWL71Z5k5+Emgm/vp8ralCTMBx0/iJfb+/k6cUvFtDJp6f+b/KuagEFfJmKTy6Vb9I1lViXaS5V7K+xW621ccbX/zSOxUwMP6LTEUh1NTUlJGRUVVVVVdXV1RUVFRUNDQ0NDExMTc3t7a2joqK2rt3r5GRkYmJCakX1ILkdWvj/yGKInGT+GIaXOCMhYWFjo7OL1mEV9LjQC68feBX4r2nDK8etJpuiiq6T+5LBv45OqYtsHP9tVjC/zSDzztttx6LayTzir5evdjo5RErZ3Z4/f6ymy+w14tj/H9gaglheHg4AKiqqq5YsUJISEhXV1dNTU1DQ0NfX9/W1nblypWmpqZhYWGZmZnm5uZGRkZjViUcr4JEzyepIThGNYkW4a8K4dDbvgttv+FN0/8v+PJ+oO3RH3mD81DdlXs9/77+/ja+fXnX1vGDl3RjYEwNppYQBgUFAcDixYvXrFkjIiKiqakpLi6uqKiora2NW4NCU1PTw8MjPz/f0dERFy9Duir9mCUprAiMsRrHh8/gDvxV1ygGBgYGxr/A1BJCNzc3JiYmMTExQ0PDBQsW4JahUFVV1dDQwL32xcDAQElJ6ejRo3v27NHV1R0fGkOMHSXFzMyM+A6ajRs32tnZbdq0afPmzZs3b960aRNx8fp/c/UJDAwMDAwymVpCiJtQLyQkZGhoyMnJuXr1amVlZU1NTdya9Y6OjsuXL9fR0dm3b19AQIC8vLyOjg5uoQltbW3cQvO6urq6urra2trEv7iXd+vr669duxa3cr2CgoK0tLSkpKSkpKSsrKyysvKaNWtMTU2VlZVtbGz+9D3AwMDAwBjFlBNCDg4OTk5OaWlpRUVFPT09MTExJSUldXV1PT29DRs2yMnJWVhYBAcHx8TEhISEhISEhIaG7tu3Lzg4eM+ePbt27QoICAgICPD39/f39/f19cX99fLy8vX1dXd3l5CQkJGR4ePjo6Wlpaenp6ampqampqWl5eDgMDExsbKycnV1/dP3AAMDAwNjFFNLCF1cXFhYWFRUVPj4+ExNTZcvX75ixQolJSUVFRV9fX09PT0bGxsHBwdnZ+f09PTCwsKEhATcQhNnzpzJzc0tKCgoLi4uKyurqqqqqKiorKy8cOFCVVVVVVVVXV1dXV3dxo0bDQ0N169fv3///tTU1OTk5NOnTwcFBbm6ul65cqWxsTEpKelP3wMMDAwMjFFMLSG0sLAAAAEBAQBYtGgRBQUFJycnBwcHHx8fLy8vJyfnsmXLJCQk9PX1ra2tRUVF582bx8jIyMDAQEdHR0dHR09PT0NDQ01NTU9PT0tLS0NDQ0dHR0NDQ0NDQ0tLy8LCMn/+fJiIadOmsbCwUFJSqqmp/el7gIGBgYExiqklhOXl5cHBwenp6dHR0YmJiXFxcadPnz516lRSUlJqairO8jt16lRBQUFZWVl+fn5aWlpmZuZZ8sjMzMzLy8vNzc3IyDh16lRCQsKpU6eSk5Ozs7Pz8vKysrISExPz87EX8mJgYGD8t5haQoiBgYGBgTEGTAj/cwx+/v5x8PvQ8PDQEPbBPtgH+/zhz6ev399//JX1Zf4HwYTwv8XQ0JDs5lwQCZ+lFDtDEftgH+yDff7kZ6ZiLEhGLFiV2jcwwXqe/2/AhPC/xddvQ1xGaUC/FwQOAz/2wT7YB/v80Y/AYWDbP1Mx9nn/z9au+l8HE8L/HLc7XzfeetHW2d/28DX2wT7YB/v80U+GytYoAAAgAElEQVT/1bt9Lff+n7+NFhNCDAwMDIwpDSaEGBgYGBhTGkwIMTAwMDCmNJgQYmBgYGBMaTAhxMDAwMCY0mBCiIGBgYExpcGEEAMDAwNjSoMJIQYGBgbGlAYTQgwMDAyMKQ0mhBgYGBgYUxpMCDEwMDAwpjSYEGJgYGBgTGkwIcTAwMDAmNJgQoiBgYGBMaXBhBADAwMDY0qDCSEGBgYGxpQGE0IMDAwMjCkNJoQYGBgYGFMaTAgxMDAwMKY0mBBiYGBgYExpMCHEwMDAwJjSYEKIgYGBgTGl+ceF8P0GsaUSvmcG/+ly/zKPLmQs4hUEoAZ61aKuz7/pLO8bT8M8Sef4ix+Gf5jn7aVESmqZfaWPf1Md/v/S76+jBtp7/nQ1fsZZZysQs7vyntz8hzepMKuE9H75nXXCwMAgj18Uwm/vWy9VuHt4Ka2207MNPF127em7MQ3/F1WYQWET//3HZcQEudoF5H369bpOzqsWs3UOiTVPiTte1J0EoJB1j488kRAUk/v02+84K+ppzFpIxW+4v+rn2T7VHgagcM3t+i2V+EW+DTywt9p6pKzzT1eEHN7Z87IDr8OfrsbPSFgtD6ByiWxh81NnAubtz39nlTAwMMjkV4TwzS1NGVlgURDXtVY13rJylTkLhzjwGaVc6SXNZUBFx+CU+pNiNLhmANPWv2+b3agrOZx8iXTPp+uJAGAYcpm4J9nfCkDr755pEj6WpCX4xVZPmm/4ShQAc0Dpf6L1e3arGAAkfEv/dEXI4bOHpBBIevzpavyMDCstoDFo+bE/YAz7jHiAP/Dd76wSBgYGmZAthJ8fG8kJAuOq3Jv9xH0fOpv1pBfDLM3rJD9o/fm0DE5pPynp69tnTwfIbjB+zBEHfRAKGLPzSXfvEMnmyWBrYPP5++f6Z7geD8DkX/rsT9cDz7Pu3t/lKf6n8ZERBon/tBDm2OgAjX7L0OQ5cexdwwN8AW9/Z5UwMDDIhFwhrArfBkAfeWtcQm81ADBZJxF3GNAyLfI7hxAqTzyqrGltFhjT+nyUwyjlaMC2A+dHK+HXsvQYZc31a7wjbzwb5zT98rowKULdZJO8ntXSNa5F7a8RQokHfCmZeIBqhc4GB/k1AdV33iCE0Mc7dpt2nLmKk+oP0SE+9FzCMEPW0MFNdpVveftrfHlP24ID/OUMrCU0LL3ja37izco75m29uwQh9LDyjK6BhbrDwdK2sfbcm46m7dvdpXU2HSu+Pl7en9+6sNFog6zFjvSb79C9DICFASVEIRzqutV0fJ//Up0NGpuCsxvHjx0OXS5K1jG20d4c0fsF1RXGa28+NNqG+F5fkGpssnGJjuPJ863jG+GvL+7scnSSWr01pPwB+tblZOt6ovwRPu3zE7ctO2Lrn4464MOjEzt3ymlbbo4oHxp6H7vH32Z/JSHt5XbHrZ5x10bO3XPFyswl6eZr0gL67zV6bNosudZ1f+41NJrBRzeCfXfIG1hLqFntiL40iZf6e39KZKicppX9wZzP6Mt+ZVmQ3kFMTNvpaBxSTvzivr59sHmDc1h5x48K+9B50dja99LrYYT6o/btVNJ3OVjQiku6WZVtusZ2jcuJjvGi1NcR7OcppWut53XixpOP45K/1GXFy2lZG3tEvUSoytkUmFZdI3wHF2J36+5IfDnybL32tHf0Pt1I3J5ICD+XpR+T0l5v7hl95/XXn98eDAyMfxAyhbDfWloQ2LZMmLZTQxxmGV0dwG8asXAwrgs4tNNLWMlYUtWElp0HQCLz/ki7t4p/FrC5j9iVr1vXLJOfxqMupWvOLb4M5iievT/S6HRWJ7LMYQFqCSEN86VqJot1t+Xd6UMIxQV5zmbgBeoVquZ2krreFbfeIITQwzMAYBLRhhBC6MPxvdupFgrAdCnNDY7imp6ld/oRQr2XkmmpF1IsMZDWsRBcYbo9uuonVpGPMhNQGPrt3SulvHapuukC/iUAC5zO3CVmaEoJmjuXn13eSFbXYjbVIt61RwdIDi86sh2AnUVmrYS6saCG2QpNLQCh4DK89rRfyRGT1RRWWyepZcEjLg2wYFPKbZKjX5uvXApzhBcpGYurmyuvsaGhoQWQHXFDf7svI8ALjLKLVc2Xaq6bx8A1T25bw5ORBrQtMwyAYZaQlqimuaT2Bh0NTYBp+vsbcKmDj6sAQD64jpj/S1flQhoWYF8ppmkuoWIorqYLACB+kJB+ZxYAhe6IrT/YmAgAVjkj8lNx1BOohHmV14mrr4YZ7HKe2cSkntroWRSLqCRXSetZCK4wc4uo/1lL//zqSiERYJITVjeXVDOW113HSckEcn7E9A0cAGJ7iIEpH7qrx1zLGJ5digZgsjsQZ6NnJKy+QXiJPACry6mLZ476CcnoyxhsmDGTFhY73CXRpZr43TCdg15q9VJtSxHZlQA8pkeqR5I/dW7RXAkUYos11osqrpUxsJLi5AMus2uEsfEQPW6gWnOXWMXhB3MB5pkmEAsYI4TDvVfUpZaBgLqUjhX3Yhlg0cp+8N8JOMPA+H8OeUL44S4fIx2sjpgw8VLQWgDx4vt4QTFlYAR+s1OV1/HJn24to507zSCemN9WmWeazAGiMB53NgFuq0789jcHBQHQOE5IfCZGRQ0L1p1/MIFaHXVbC9LBo3a9LANgdTozYlrFB1gA83bSLGn+a4DB7AUZF40QCrMSBYqVAWk1hAbt3RbNJcC4Hq/iw3c5ZjDoHLiAT2tNmUMleugS3mT80F5CPY1awDGLUNjXtCB7AJ7gMoJF+PXdk5fElnJgzUIOMIoknrohxgWAK5hgwA0/aVkjLw6U+oTW8fsRa2WAFVkP8U3v2zslrDSsbBZR+PRX14ToGSj1DhMLrIzwAmC1SSSoeH8LxTSW1TGthPTh7ZqiwGhxjWCQ36jOYqdmmaN9kpChl4+ZSdCuZOTu3M8D4HCpfonben8jZ860hbbpeF38XncIQCjtNl7vkrctBw4bMm97hPlKmLUyqx1vTz1rq1jJwQZyIy5ub1kW0D4xcsDbFqpZ7KtjbvyowMG7WQB0TIrbzjTggoO+W8hKwGyprYezu78ghNBAcTAAf9wN/Bf7vq2QAWhY18cRS8j3sQIQOX4Jf7HlYc4AQkE1T/AX++72JjlR4BwRwiTb5SC89dlIzNgzYToWEZdc4vZoIRwO3awHIg6P8PnfmwrxzzaNJutmYWBg/G3IE8K3LZzUc+evi58w8W6SPQBXetsb3KYRPTO946hgmXR/XQCDBwS/oe1KrmnS+/DC9/2hHLeg2u56YuZbZ1wBzHBG09fGCICZtumtaCICrNWB023UrhfnAZi3pT8i7gh11AFYT5rlXKgNAK/n6bGOuwkJNRUBYT9S/9WDM3sA2BO6EULoUX4AwAoSj+S3laJiqoEVuI0LhxwBpMpJLcTWBAC2gB+MER5TlwGtUMLW182S7CAQROrtjPAwgtnaH3Abz5vZABY6nyctIWGrPkxXvTqEEEJ3Mg8CMO29TpI8UDUL6M1jCd7t19fmANOqaIJ4vLoyE6YpniC91QN6QlygGkPYfMLDyMBve24kvT0XgM35Al7dcvY4AOMqEgfiwEKg33wWf7rCAAMAIc9sUpP3R7xgmU7Jb59Osmc4UE4cpDyJ214yTKAVOeKIHrg6fwbbqijSqx3Fx1tnABa55z0g7gnVWA4iW4h+5u+NcQCs7jX4ryY/2BZAMv8laRmt02G2hCdOyb6by/BPX76LNLlgkx7QryKOESbaKICQQ++IH+SpIA2zkFMOcXuUEH6+s5SZRzNqRMhvhFkCl03fj64HAwPjH4U8IRy8t5iVAfTCJ0ys9NYHkCnvwvf9Dahox0SNFh/fCCBaS3CGjhLCZ3ULKecCsAJQAADhr/C5JwghdOvEFgD2lNaJfUQB1qqw0GXUromF0Gr0ca93Wq8CAJgptuVIQd9Px2IOmAiCoD+pEL45dwKAwvPyJ4TQxdANALjK45gDME3KDn/t/pYrgdWM9NihxqgxwTINJWctTI0BAIARAECfcIeH7vMCzPMuJ61MqJMBTNfACeGHpjwAMK4cNW3tXqofAH/aQ4QQOhVoASDVRprcWwpAZRo1sRC+uBQFMPtIC8kA7bfnalxsoEy0S34uhN+Dtq0GmIu/EACAuQDAE1hAyP3UzVwPAADEXSLP9/0kqORFGcA0s2Okw9GftksIkQbLTCSErD8Rwvdt6QD84U0jw5m7FSRB0Z+4OXgxGoDVsw7/1QSsVwJW0zGDhprMzKAf+gUhhDr5Zs1b7JBPmpphpUkaLDOREDL9UAgfldICJQAzwGzirQOQqxmlxBgYGL8LMscIP+7QkIY5xhPFlXzbuJQHmDfeIzgvDajGRo3mh5gCrGglSM4oIXzdyDuPVWJL8oOuR1evt11uaWtsaa2+fBN3ou5MLwDmk1cnnqUcYK1KhkWoO04IEUKou63BadMGAKo5yj6dPx6LOWAiCEJ+b0j2PC04DEB38A5CCDUf3wggn1Dbdf9ee2PLzcbrN2saWtp78bXdYbYcOCxHld0SC8BMtAgLwtwAWPnNd5+7eOvurWZbcUHQOYTPOXSfC4A9dNTkkKNuhjBLEyeEX64XAoBB3ivSDK0JOwCEM3sQQijezxxAsXvUzamcBtRm0RML4bO6YwDzom6ShLAMv9TiWwgqRIuwh5eRUcCWxDXadW4WcLrhhXDosNMaoNMoe/js9u07l6/dbGy5XX/56p1Xo25AZ3Otu705wHw6rZ3dPwpS6i0GmGEVfZdk1xcv6cWk0ye8ZZlHuUY/3mKgXLjmx67R921pANyH6kdMrF1yS0DOm7j5abQQBtuqAePa0WFRn1fQM84yPjKMEEL3uKZRSjgVkyZnbdABGgNisEziRgUQdugdcY2+FmNkX/wj1+jTKuZpbNI+WXcfPsb9Cq5cb6m4dO8nk3ExMDD+QciNGm1N2wUw1610bB/1c0sGAEj5jrSPaxiY2UmiJBBCu/UEgMOD6DQbJYTolanU4mlaRyY+a08RAOhFNk6Y6GutBjyjxv/IF0IcDWd3AfAfv/LqRxlCTUVBdA9pfGP+/vUAsrihoP7awwBMR5snbtFPuq4BWNFEcvD7sjAAzl14IXy1UmAhJ0n0RJzWMtAmDum9XcU8DzSjEAn77LRhjg7emzdwgwemMdjkkGY4aq0Oc3XuIIQQqovzAViUTjrD814mAINFzMRC+O1ODgAYp5PMrx/qVmDlmKEeS9ju5mai57YdacpvnPYBWORVi3eNXkkMBBAoGB2FOiGNJ90BxKOv9k+cPHwNAKR3kCgu+rhpiQDIjowResqwwIoR/0RvfQIAk9nJUQYwKRMJocRPhPD8IUcA4RTSMN6PDQBzFHbixK9PgZ12vu5R0lOcMFEBVuPrBO1KsJEHrs3PiIbvs9o5MG+pRyEx/+gxwhe6Qny0JrEIAwPjT0D+hPq+rRpLAMRDyruIuwZvlIkwMwC1CWmLYcrADCxrzlzBt4hvaxIAQJektz5aCFH1se0Ac4zDR4YJh1/0ED10lsKsAMtOXSc2mp8GPuAO/b7fRh1gxaiQeTKE8N2zR8TW6U6KO8DiU22k43ijOGwlCiC9O6+FcA8uccLcGWuJDdZbZSZqoFtbN2I7DPe9xle1q/QEAKX68SZC3VosDJQABPbio0ZfrFjIRKmLDwv63F6zdC49KI7E/qRu1wMQy8dHY6DzqZHcTAuAYmQQ7tQ2LQC++Da8Jf72SiLAbC67FNzml7slANMWORJ0q//O1nW6AGw2CQRL6/W12cBkSBwjRM9UGahg8Q6CYf8m5oArwPw5msRgmTdr+VhhxV7cxoPaDClBMQBer1qCuvRf56eaC/xbekbu3/sXb/Df5MuHI89I63F7AImM2z+cRGcuygGMxnfxrs/h89H7WWA2yI9EjR40EQOqzbiq9ree01VcAcBgkfBLQvgzi/DLwypGmA3Ke4kZwk0UAcRPteLrfMxOE0Amn2Bx3yo6JcnADNzrWghCWBC4GkAFX6Guhm1WZgDTpHeMCGHw6KjRwpAtADSmMSN9vrfPR81LwcDA+H382ivWgjeZArAClSBQCQMtDwAns4Z/96jxng+aFDQgarhSVQfoRYCSB4CNzeoEaQ7blVwgtY/UjCoN9wFghLm8MF8IGIXmcprXvyAU+rXTWlUBgBYo+YBWFDiV3LNu4lLetJ1bwLgAgAm4TM42vkAIoY4sgNnriN4/NOhtoQBgSHr2w26rYCY3zBMAKn6YLqgbdA79mDArCaDXWWNmNZ9NFCh4ABhnyLqOsnkG21fJSAKwwnx+oBUGSlGd7amDhLpn7XMCoANKYaASYVjlk5kcAkC9NQMfsnH5VBAANQDfdG5FzQ1Be3c6AwCoeTXjG8B3mzXlAFiBUhAYpUwCTns4mQMT6QyWYTcTdZjGAdSCQCsM0xZJ2UeRzjJ8UBgJQAdz+IFaaLqMbX5ZFisj37YSvE4NPq4BmK18YKT/gdrPzZvHCNM5gUpstpDO7vQ8vaViM9VHIiffXogFmAuUgsAgyKbt13Q5nxaYN+U9HCnhZZMYDw8AJ1DyAY04MApvjKrF3YxD5iowexHMFQB6XpghtPZQxU9uO3rdKC3IC7AAqIRm8qp5hiZaCvAC3zZi+ue7BRSzaWAGLzCIMso5FNdWslGyq4de/FF5Ty9FA9D5nSP2kD65CHKDoAOxv/WiJARgjm3RSDTNu2v5C9l4gIIXaIRhLifMV4ioJwl6/fzYUlMOgBnoBIBVwXpvYthqFZihXElUtr4r0oL8ADxAL04jbp5TeUGYkXXhxtPEAnyU6YHeiWS2C8oMdQVgBQpeoBICOm4Q3dL8wx4aBgbGP8kvv3T7S19XyunE7bvCdh5Nb+6cwLtVGHWyrPMDQsP5SbFOQVFZlx6MybBJmXO6zIEx/sSvzzqio0447jp2LPvCk1djJ0vcqCjyCTocdDz72v1RIZdDffeOhR5yDTvT8WYYIYQ+PToQGlnZPmJqNFXmeoWVjC7s4/Xa8n37jzgHx9bcniQaIcR0McgdQQjdqs7d5nf0VHHzRLE131sunPPde9gzLOHc1ftjrqvnepXH7sP74kpfIYSGu/cGR118NBJZ+bip0jfw8KkSvMVZkBAdEF9OEnj5va4g22NnePbVXoTQIVt1kAwac+6u6xdDDoQ7BUbX3J1gbsLX7qu7Q8L3nCgYQAg9LwLgO0q0rb+8DD94Iq91VGTi95f342OjnQNjLz/5htCQ0WIuWDkqiL+zoXTP3iOHztR8RwihviOhUVWPxwyxDl4uzfffFeZxIKWx/QnJGwbeN1Wf3xlyxGVfTPVDMl6o8ul5dmKC4+6jBa19CKHW3HSvlFrS9NcProQEH911PG8AIYSGYo/H5LX+8Nv89upu0IH4pt6RUKCGtNPBaSOdgKGnN3btiap/MuZa3uWmJLoEHt59quzlBAPJn+qy0533hCdU3kUIvWoocY/II72bQ333o45EeIemdX5ECKGzcdEJF0Z+C5fz44NONox5nAafP4g+Gu6869jJnNru17/ldbwYGBjj+deWYfrc24O3dCSoZgu65v8893+EA6ZCIBT4Zxqkj/2PXoxYBL1lp2YBi9Kh+p8cMYYnd0e9qsZeSxJYLG+RvTwCQq80eDhIgmUwMDAw/n/yLwnhlzd31souAQpBmMEE1BqZ9/43ervucnOBwqZr/Nu1fj+v6k7Pm8sI1MJALQx0ggCLeI1Dn5C/as/XJ+6a2jCPF2gEgFoI5nIAo1JEXc/kBxLpvyc4DYBnrA2KgYGB8f+Mf29h3uG+BzHHo31DM/6ErPxFmooSg5PIX1rnH+bts/spyUmee47ujEh/8FciJ7621ZXu3HvEPSj6dNkP59j9mI9ZCbFh2Tf/wokxMDAw/ofAVqjHwMDAwJjSYEKIgYGBgTGlwYQQAwMDA2NKgwkhBgYGBsaUBhNCDAwMDIwpDSaEGBgYGBhTGkwIMTAwMDCmNJgQYmBgYGBMaTAhxMDAwMCY0mBCiIGBgYExpcGEEAMDAwNjSoMJIQYGBgbGlAYTQgwMDAyMKQ0mhBgYGBgYUxpMCP8kH9ovOQdGvvrNZ+m5WWYVlDY0eufLO5c895+81/99bO7h/tKM01u273HwPVzQ1D2yf+Chj7tP8s1fWERr6PEVZ5/QC90TLO7+I768bHV0CLrUM65W/yqfWmrOR5ZOsv7UlfNZzgfL/p0K/Uv0tWx0C63vePun6zEx3dVnvCIKPvzTxfZ3Ndg4xv2pteE+PL55KLqw79sfOv0/ymBvq5t74GafkG079gSeqhyf4X1ni4dzUP3LofFJfxxMCP8kD1L9AViaf/NZyiI2AawcJbdv7ltqqIlahz//PDrr1157QzVgluWR0GDiX6HqHtNHaCE+NCQDgEDYbfLP25XlBwA2mXfJP+RO+UEAcM19Qv4h/zADHWbKisAoqbYr96dq/H3PBg0A+3+rWv8G/RXBAOCQ8BeWrvw3KHFWBsY19//pYltzAgH4HvzTxZJJ/61yPkFpSj5tv+TLf6gK/xgvbpZLSqpyS+tTU9IAv03/uAzNp/cBgEPJiz9Qucn4HxfC4cHOnr7+d+9fvnrzefLc/zlelR6F2RK/+0fYkuEL1Kak3bAb56JNd0Q/Hdcze38nl55WMroVvwrw4CfSmzpYUlh845es1y8vC4prHo8zCJ897uz74WLHrzMzy3r/1Hf55aG5pORCg6CqjpeT5o32tgQOv3+hUv8ew68y82t63v8XO+wIoSvBprDEfvIv5hfprjsGsPx3e2V+wvDnV2cOB9JyLduR0fqPFPjwzqNP/0hBf5UHhftp1bdPUIfBvqL8iu7/pPn7vy2ERRHbgMhscT2vuOd/ukq/RmMSUC79xzu5Y+iu2A+0ZmR5G7vKlCRcf3dDaKQht7H40W8+yV/h9M4NwLiOzEbkhJcFLNr9eyuEQULXcVuQ2PKPWxPdNeEAK/+sLx4hdO64M7AZd/4DJfWKzVRM+mck9S9yI8V/1vKtf8rb/Nf4M0I4+PJZQ1Nr15sf2gVkUhVuA8rBCCGEvt6sPUsNlDO1D7zBpX15Eb/Xm4mWC2CRmNWBS0/w30t7ztHF4tbVN69uXa0NwM67dv8jfMpA4CYDbp/MRzWp3Gy8MFt0Q0ztyJnednrZmgOwApWE7dHzI/uHO3RF1xzKbanLDqecxgIzRJ1z7kxS6Q9PQtw3ALBwr90VE7IDaOVHnv7+W7aGegCMQL/SI4Hk7INPdm5dD5QLARjmL7WIre2a/Na8uOW10QSAbcmmwxEB9sCynihvD68UyossAWCfKWN35toz3M6u6kSABTBvEQAT0AvDdBYADoOdFQihE6vVAebBdA4A/kwSn+Wr5jNLeA2ym6/vd7AEYKFR9Lj24htCCL154qa0HIARgA0ETOq6Ccoy9DJgqzHM4gWgglmCQMkJMJ939YnXCCH0zXPNUgAGmM4Ic1Rr3oy6lFs1+QYqigDMwGOwN/MKvs16122gr2aSWFd/OoSCkhXY1ELLR27knQtZ4kJCAAwwR1TN5fhLctq5V3dkWMTsC3rGJQw3FqcoLJMDYIQZgkusDz35hhBCsT4bQeLgp1eN8mJiMJN3medZ4gHXz6csk1kGwAgzRA380ocJ+91NtEQskq9VpHHzCQLlEoeERuIh3160OqwxBGDlWR0YHOi9UGAz8WIe1BUsl5UCYKWStD7Z8LecxjnHPBY4nHja2WqoLA9ANVvDfxAh9PmZk/FyAHoAFuA2Lngwqifw7EbFShlpAAYAAQnznR1E+/7zk+2WxgBsdCrupzPj5ZTMyrs+I4TOH7BiWx30dBghhIbf317JvsLt9A3CRb5MCQugpFgEs4VU3GK7yBjuG3p+01hDAWChsl/yMdfVs5a79RGS7jcWrFZWAaAHUcvEOrIU5ElLjdUaHQBmAE5GxS0VHYMIoce1xwEMHn187mamDcAyT2fnACF///3adYZ6MIsVgJNn7Z5OgqPieV2CMNeq/OZru23NAJjZtALuvib+vPqiA10AmEHM+kDkYX7qlakdX3EJX57e3GCkCcAMjGpupy6Oq13vioXc2onkjSO874nd7QrUC2H6ktW+yb1DCCE0NNBtp7gS5i0CoAJaEaDgAJiuHlY1aWG3KjOUZVYA0FPI22Vdxfc0So9tB0blhEacZfEl2nvzsq2RbxFCaHCv+xaxHRnt1cnszAuBTt4+auxw4LXT3tMVSIWwf72mAgAtTGeDmbrNo3uad8tTpcSXAPDahWZ6O2+SDchCCKEPHcsUdBwz8W3pxRjvaUusnhIO+fDosqmqCgAjcBsG5ZB68ruFZZf7Ft+5lHxoBv0iAEH/gjYy7iZCf0QIH1YmCnCJADACl07K5b7JD/gxlQfXgfIh4ubgxQiYs/jk3S8IoT3GSsCmtSMiI+FsvrnOChCxrns6hBB6nB8KwCBg6uF/4mxEWOhMar61+EGRT77my4B2hZtryIG0/B2bjQFWduAL7jWUlOLS2RGRUXT6ZPj8+ULb0ggp6InUbPbZS9eu8wqLS0hSVVLRCycRsAkY8DTTAQHzI8k54XEJBkrSANKPcSn9bSsFRHitQ06eLY4J200xS+hI43tcSqyFxjSR9bFFNamZefsOhkWXTaa133qtVZXoFOyPJmUdOxGpslQYaCxwzXFXScwcRjHrsLNJWXk7NpgC+5pefL264pJzQ/f5MrHp7TtVmJZVcDj2TPXNVwihR9UlRxLyzsSGANAmkLTDg62ZlECzQG+b2+HU6KhIdlbeJTtxXYThayXnIlPORR/aAQtWlHUThWD4VnNtUk6eiMhiadfY3HOlx2JSc6vw9vD1C7lhp4uTDnoDSNaQ/FSe152inM8jb38oJj1/f7A3Je0S62N1CCE03Kcqwwk8+p7e4dEZGas1lgPrFtwhX+6XzARuy+NFuUWl0fHxzrtjesgwctX/A54AACAASURBVF+1ZsM89cqBsfvLju+AaVy6nsdPZuRGxkTbeEfjGsTE3ZsBpBz89+2JygvxcQRgz8U/yx/SDgbsiC8uqbtWnx0BFAK7CMK+TV0MYPkmnwNHTuX7260BOp2aZ98QQmjoha2W4uwVWw4nZh6LOiLGyQVggOuhdF2Im8UobbU/+dTZPG8HC2A36h5bwV+g6Ig9zBMzNnPzj84NdHakE7fDneVq7bnw1KLkCD+gWZn7gMR11X9tASWf4o6UgtKy+KRkZ7+w2/hImm/+RstBYP3e+OyI6Bg1uSUwfXn9S4QQOh+gBYoeeN/60F0B4LZLwDVGn/duMqEXtzx4Kjf+VLyMmIK0W84k1f1+f6WgCLOmT3hqzuHI46KLOEBhB67k9y15rKyLdbwiEjLPBblvpubSL304iT+9ryF9zhxWXuOAyNS82NMpW7fvLbj3ASH0pD4WgGutm5//wVPJCUenAbVlajvukKtnwu33x2eXNzZeubCEi0t21wXc/reX4wEoudZu9z6WFhUVQcfAq3EY/6tP8LWBhZoBMWciTp4y0VMGYE7D/WReXBHnExffcDghqzAyxBfmisSMk7wgm+VgmDTJPUEIobceZnrUsvZhp/Ni46IXi8qqhVQghBAaaiyrzMqOppmxxCIkJ6ew6NCx+PJ744fqRvH0YiIVtYSlX0xCVonvNsvpfOsv4qRwsNNUUQbkPN4h9Lb+JP8SizMteP/xXntDoFX29jt4IClnv78HAG9A1aizXDvtM1oIUUN58eHThcd3eQEsu0Ky/2N7ATON4MptYZEZebs93GD6PDrHdIQQGuri5lpik34Pl63x2DZg1MH9vD63VwouFJHfHpWUVXTI3x2mSZwb8Wv3UVPNmS1p6eJ95PipM7rSclZHJu8H4PgDQrhZiQ+AFxZIAdDRqQX9He98Reg6kNtDsuMBHa2Q67k+hO4B0G7O6MLvfv9gKZvA+pPXEEJ9548ALA5pxHf8bQzV+PzLEUIIfd+7XhF4HfCHvL00A/hLvyCE0LOSw8CqR6xnucdq3nURhNb9mRw1v5RnJq7x6L52If/aeJNihI/tRUx0S44245+bpzmHYLYUrpaXk3yB3Y6YM9xOkc2jBPf/IW0p4Le6+o7c2/L8yklgXZ5xH9+iNSS7A70F7vzbTXUX2OcRMvYv4BEJJI3VuZsnwmXzg2GYBxzMC06SCOFQex4VcG3NwUdXhjmvnbEucdQRb6vZFyudH3c/9FYsXl/YO/FJ3l2COQr1X0d27Fu9bJq4N/HSUwMtQcwRIYTQG11ZgXlrI/FXUhoNoI27rW9uZgHQbThFbmcQR3vZYWDSu/Z19N7Pj1dwCi/eljE+f2LgRgCNLvxWjwANrR/JnfzS35kUnRofHQrTuDbF4btNHgYyIOiGV7KPF9kXLU1t/4AQenP5JFCvzL6Dd5A0xAfBnHX9CCE0tMfYUGRLFqHUd0KzRUObx1TxFyiLcIYFhrWPBhFC6NurjDOVo3vnl4BNLe/h8MiO5xfnA/1y/A+EhEclAFxxD/Fbb8vCp81QwnXbqvcZUWjtJHxfndJzRV0z7iGEUG+toIDiScIh70vD5y/d9PN44s70YADZdsJmlbcRSG/DtYYxTjrURiMPm6HaCrv0n4dxfdtprAkiLuMTei5GA3AkteN1NFCVS2AXaev5pjT9TERKiqSg4AKTNNyuzy3JAIt8KvCD+wHWugucMhFC6EObEJukTRKhJg/OA4icfYkQQlVHfYDPgVhosJaStEf1mJqccF4FCyZ3tn+6V8DFoVlOsCDaU4KoJANI0l9yg9Tp9omOnIh9q5fxuuYTtr7qCcvuLe/CbQx1XZIVkFnptN9MS98z+QbxkDBHE5D3J266SUuwrUslLXO8EOLpqmUBxUaSHWlbNaYrBxByDjkZyizwxD3tTxeLKTjk4g3963EewGWMMwvSgx1AfqTNt1VbLHeCOLj0hpmJQdYHfzlPGyrKrpLrQfkDQrhKhAmmLZ7LLw+zWEHCqeNvDEmNE8IeFvrF24sH0MsCgEU5JNam22ppVvcshNCz4jBqRv27eF/Z5w2GWvy+uN/510DL5WB3Bn9AX91c4Cr6jhBClUFOAPOAXgiABmAhAICsG96MQ0/kGRVCSp4i8rifdxBm6t4gNAADFRFAIYn7PaV4rQZgBHoBABqYtgAAQC0S3zS+aV2lrQUUC2GetCsZwdZNxx2B34woQK3ZgUBtihBCX3v0lvIAcMKcBQAMALQAoJv4kHjgi9p4JprVLe8nKnSgad48ptjHIzs+38pkmSN//gW+3Qx1XDfdbLQQ3s+exy1/bpwJI7uYUyfx1sRV7yoCkK4l6dyribIt2lZC3OysjwLQuY8QQv1q8qLK8fhyXhRFAWgSOyuXkw9QsAnADJ4Fmm5nr5BU+sfcvxAOjHrXRt/bby/rZi6QOdA8gRcv2scaOAOJ9RZgpvPG93W/hmwwhdn8wLmcV0EZgGVLPF4InXWkmVcTHrCXNay8S5PbPyGEmqI3ApflfcJV3zx7AKav6UcIoT7NpcIAi2DOQgAGmM4AANYn75FzORNSeGQrmBz8YfKzc0CnlDP6B9l5Pp5pkQjMXDR/2aaYUnzforN8P4Ay8QH7fjl+BshdfIsQQtX7jOZoBhKE8LEc1RK3jPsIoYHqOIBZMF8IgBGAFQAApG781GWd7LYeaLYQN1sOWBDHCO2WsQAsgvmLAOgBmABAfuc4tR5Fn6qCtETIBJGZ3bXHAZSJPa1AHV5uf7zlVxOzc/psHuCQYZHVh+kMC03w/aGPTQnUsxQuERz4vhsM2bdlIYS+t58B+qXRdwkjPr21s4E/7QVCCB12WQPAAPR8ALQwkw0AqLRjxtTkmLMB8B746VUghFBX4U6AeTCfH4ARgAUAAHRIepv3qID/8GUy5yx90KdiBOAGioUADAD0AGAUOyJVPZUxALOZR/+ugx1MaLdkEjdTVyvPVh5V7R8J4Yer+XNBroFkzybWhUucRsYUvNfJM7vifiC9i0Xlt+Tgm6bWk17AbfIBIYQ+77FaAcACVFwAdDCNBQBmbjpHKOA14yKeHbWjR1bI4w8IYW2cD1BwALDCLKEdyb8Qjj+eilBzWLF/ZPvBWWCUTOtG6GM5AMuREZPgi4W8mPy+MoRQT+FBSmqta/jn5KO1njqfL2422Fd/M1lYfxp/xPO6ObCo6BtCCF3c5wI0amevd9bUXCysqC8oraq5TXzwuqWopQMKu8is8P38UJim1khoV1+fOwoU0rhmMmOnMXBbNdx7UF5VX1hRX1BaWds+xq0xUFWWI8bCPl8j8OchA80RLsC5mjhsciPDF+jXIYTQUK+B4lJGqxO3b7YWV9QVVdWfLazuJJk29rIunplmzfUJhfBN0/x5zKRC+KntDN106dwefPsdss1kumnC6KvNmcctXzJOCJeJcumn/KA1HyeEVgq8DGtGfodXMwOB3uwlQgi9VpYWVIi4htvfW3gCQGOMd+FFa3OYtw0AW+TlCS9pFF86aljmKqY8HN02v2lhZRK1TZsgninKywLYfQlbHfyMtF6NCCHUU7QPpi0j9p/l+KVtY/C/Z0dNCRrtFELlqll5JE/fHUQINUXbwgLzewRL72ryHphlMoAQQm/0ZRUWmYZfvX7jXGVd0YWLGbmV3X8jCKHw4GYwCP5h8kRCiONd562EUA8Aaue0LoTQo4r9AMuJz8JgTeR0WH7pLUII1R4wmqcfhO9OfGrloRRzz3qAEHrXkERLscT7zIW6y01FFfVF5TXZdZNEdCS7W8Lc9cTNhl1mIOWI69w6qfOCbkhty53zVfVFFXXZpXW3nv3cUH5nqizPvD5lfEJ3TTiAArHPHKDJw+1XhRBC/fVzZjC5l+Fb1TT31Uz6eLvnQ2M8BSwrJ3hOfNYbsG0lCCGNRGQbQQgflQMI4izC4y5WwLmx4e6d81X1hZUXs4rKm++Paa+/OelJzHUtQZPRU3YQ5iiGZtbVN1wprKgvLK8prCX9Nd2nAcGIJjJDM7+YMi9YaHO8/ubN0sr6ooq6vPL6hyOepzcH3R155JRnc+qkto30BfdvNaOzHfGR+CxfxrUhm7TQXxDChQuFSdwtbqtl2d1xEvt0sZii8zm8gVF7eCvwrPuIEELf9m/SAvntzW1tpVX1hZUXc8+VNz0ithevaNgWOpf/lYCqPxMsc62y2DcoIqnub6kgQqjmuC1oH8b939fVpC4uxqSxux8hhD5JMDEzm4XjnrWGswdglmR43TOE0JPCg/NotFvwLqFBGwMNfj+8RRiwTg6sk/FFv6inAK7i7wgh9PV2ztx5i/3KiVb28L3OXoL/6IkMjczOoi4yK/z5YQXLfD6bjJsIofe9bZ6rNABkcErRfSEGKKRibhB16cvDOzi5fZWUW9U5gG+gzzrqz5TY0vHT57y/JQWoxHeef4QQetl+2U5dCmjNcTWP9d4AQpu6iY3G697uFyNPbF/9SRY6oxsTRjG8baaiYokjUbXPt87Sz5DJ68X/7A86ms5Yd2rUIQ9y5/MolI5zjeqIcy+ww3uZ0NDoZvdRMYBMLUmbVn1wM8yRj296iRBCr27rL13CtC4CIYTQKxUZoeWRLbhsT4ujADRxA0g9N+tz6wi+oW9N04HVs5CMaOLvL9bJSgl5nx+9d9BXVxHY9Iru4JvK+20PcN/Q6OkTnQLM9D5XEELo/hlfoFTCWfkDzZkArKtC8T5TZ21JWl2CE+llDRuvFM4ifHstCWYJeWTdQgi9vH/ZTHc5zDbFdYJOe9uCsH07sW1697izn6SbMPDg4IHQQ+d/YF6Po+iQPRju/WHy8xKgX0nqGu1/eDWzooWw1c0/k1U/rAUhhHpqZgGjS0kPQmigr8PL1hDmqF95jxBCl49Zg6BN+zeE0MDRwA0APD75jxBC6O0dVQlZrSCimxd1dDz+uXb15BwG4EvvQQihZ/caNHm5QcETd1sqjm4DHouSLkKvZbC/5+kkdkBpiBOAYFAJfny9r7Oj+/V3hNCT0dMnArV4eXAW4dMKAMadTUMIoW9v7qoL8lFpROKajU/NCZTT5CoJ4ulrbcjhmI0QQoN3xRcKiblmIoSG3nQd3rMRgCfnOUII3c+PgHnLs0a6th/vPXo2qn7dF2ioRPZeGjdGPZ7njRI8susPlRJ3POrsImkPnvEBrfEJ/CM3OJm/LcfPDMTtGog378OLTsLc4awjHkL6u16i4WCj5TOWbGsjdCaPupgCl8WlR+8QQv2NaTCdJ7BmVLVbkn1nLt823ib9eK1gHsiTWuV5HgYguPH6IEIINeck87Kws3vm4q5iuaCU+oE6hFBnU6WGuAhwWeEKvJQUDMyapR3EVuvtg/vEwZzXdOycrhV/ZYrN//b0iTN7TQAA5nACMAIFN7uaeyOhN9BxPpqbQxjvPaCSND1UjHtWrsVuB1hc1ot7pF8oSyyeaYOzzV9bKbCBahju8OHbOQAzEgmlVUXupKThAWAGoIa5fMLWobdwj85QGwOw2sWTPwf5a1LAJgA6AA5m9c22qzUAOK4QHtasQ64wjxuAAYAO5gkq2cS/QAh9f6C0TB6AFe8yZVfyTb022Vne7t1iCkADwCVo4LRWTw5ABf90vO9wMNWDOQsBaAFYYL6kd8KI9/9e9n4AmYonE80g6CoFgD0jedHTqggAluib+LF151UrYEUo6RGDTTEwnfP0OF3NP7AVgBaAEYCSYdW+HpLmcLA5CYDtLKlsfepxNNEHCg4ABoCFDEouFx9+RAihNw94meeyEYavbsXvBBDBGW6Vp3bNZeIHoANghLl8dCvdyQwwaU7ZDSBRPdqu/Paoea2mKsziAKAFoAMag/JHQwh99zNfCbARn+nd1VkAVsXvEUJooE2ZWwCAFuaLy1vtMFOWA6BZG9uIEFotxADCh3E68+leDsxkOngJ1xoOhjuZA8wHYOHRd3fZaDOTcTPBZ/Fwq/EqmM8FQAvACpSLd6QSlQk9u3AMAMDgGHnXh+Lc9UDC5Ydjze2nAXhOXBlp1G6WRLIsFAFgAGAECp4ZohsuE/ppaTusASgB2Fn/j73zDsT6++L4aRCiECEykhEim0qFRIVSRpFRKA0pDWkr7b33XpSy957Jyio70SZ7z/P74xkeK/r+6tu3+rz+ej7rfuZz3/ece+85uk5njzozM6qTLMLWHF8WYAJgBS71jccOjQK+ZWeTyMUH3ZGZJAvABcAGQ3lB3jL6Y2fPa+hGxVaDmQAsMERI0tTZbJo4jDfOI1f5FdusFgKzIAAbACewqS4/FjzQ7NPP+9YsA0ZSp8BoAKk9TwoRMdnNCUCQ2iRfITkMlpOMkqYdBpoATDB8wvg5NtZWSwGA3+JCPeJnP1cAnnu5pGfRaK4hB/oXSYdH33AFYAEYM1zezHmvM4CSH/mJNd/Ysx5GCQKMARgD9MLajjdp1KNzn5U2qG4dpLWf4HlBUEQagBuADYYIjFFb85rGr3PKdi7AKJLHWGybV//FICJi67vV87WAgZ/8lsfPtLudgIhpbgeH8866mliGiPgpQZiFHdR2fe5ARDyx0RwkFi40mAvABsA30fx0jyKDj1sB/4LSXs2cD4HXAAR8aFosnV+TVCZOABgNDDJrDtxeNEeJ34lsXN7aYgowHEBAbMHmVQtnAbM65V9cc8bJBkYKAbABcMEIUb2tvpRXXwgAC+//k76D31sIG8sKH/uEB4RHPw1MyP3c+ytqfxkT6+YbVUzz6NvL3/gGJFJbK1lJiWF55A+yMCXm6Utqb1+t94PQim6l1SfHx7p7hcbn0PYItkX7RxVWft8c0Xe56e4BpEF2dT7Bsd0Obq6IiYl+6B31PI+2wdjx6XWml3eoR2jiIFqMlLOkPH/in9SGiJ1f74ek025qfJfrFRDiHvyiuKK7StW9D/JL6qd7od7PN+AD7bU2fvb3jqmgVGXFWSnePQYKtZT5hsVV9tUmrX2fHxAU4eYdGJXXQ3a+3n8W1bumrn7/+qlvaNRL2t6+zsSYsNgS8kvvqCj18KBxurRUhgSHuftEpeR9n5/k8TYLGCJtcdrzfW23Orq6NNfTK9Qr9HnhZ3LD+H3eS7dg6si/1jA/v7yuD7AlKCQ4LJ18tdFB4QWVbYiYkxgVkET5eDprgkKjaCP7tNaWvSr8iIhpboeYVbs5MFu+FPr6hHgEPS/60uMjr9xiOk/a0R0HR0VxxtOkwm9sd/ePr+jxLXfWR0dFuvtExGT0bE6U5iQ9CXrehoj5biNANY5SF7d+KfDzC0t534SIGRGxuV+6zZIqTE185BMWnpTXMrjBASmx0c9ishARa4v8YrvZvh1V7wKCIx8Hxud/GXTktfqPIQHhHgGRSYXk1lZH7dub92Ko2wsSQ6gVAiJmJsV6R6e3kjdFJ+SWISI2fvD1iqVKT97LF8FZtJ9Z/eu8t4iIJaHD2A26+X9bvsSERLv7RKUUdu1fmBaoMUUBRI3D3nxHMELE9uyEBHff8KjUwt6G9afXL72Dou498svuGTuqbxrL3wQERngGxZVQ/A1vk6P8aTrX60ozbnrHkG7ZdbWp0NZgRAz3CY3O7cP8avyY5xPb11C1xjIfj5hevRT18aGRnikfEPHQ8pncDm7UDVnJCW4hL1oQsfmzd3R3Y6P2Q1BY+EP/2JfFtBfQGRgUklP57dZV3/zeQkhA8MPxP793nJDsxDW36v+1ECstNVeO71vleuX6nad7dznxCik7uA/Sx/B1t63VxntpA+/4M6kKOQEgFvRfjJz1L9MS4XZ52baTl+88O3HqhLykosKGu98+oDTmER2bjJrtscxfGNvm+2jdZKIFi6//jKKtZ4sNs7ox8H4/AUIICQh60lnzOevDPxl79k9pj3p6ffZsPS6xGbKLN17yG2xckJqChMPn7xQOPBLo51Kb9myOxrqXg3dW/LkUpQRaLVnKIz5LZJa587WAsgGnujRVp7/uZyrRf5S2Wyf36R75GeHmO87vWbv4bOhPKHlgCCEkIPh9aW/5J36gH09D4z+f3Ujwm9HZ2viTvrqO5l/1PRNCSEBAQEDwV/ObC2FLVahPsHdUYnhkfEDaoOZN/8skxsUkF/xLTraslMTnxYMOP/Mv0PwlMDzh/Xelkuio8vaJGdih9ENorcnMeFXbjojY8rXgiXdYYEySX1BU5ocfnvPu3yAtNulD/X/DPPw+2gvTX5XW/PKo1wR/Nb+3ENa98OECThgtCcACgmt+9eX0oi0TAEDt/L9xro6vOsoy4lt9/41zDY7SZ3sAYJXHd4xmzg0/DgAbvX96r0nJ86cKUqpjp1lGFdYi4vO7uwC4gEMGACY4PPzZZ//xlAYIii8O7j1i/T9PW/nbjdo6TBNmOw92fBABwY/n9xZCRKyvbkDE2Af7Qdj+V19Lb2qcHDc4Xf3ZmXdJNGqryog5fzvQ1L9KW1GUsdVmn4LvGMvR9DFp0UL74IECKP+fFIVchRGCGvYXMj5TZ0x2VNU1IeK9ldNG2/QRWfQ/zjVbXanVHgPv95+kraL08eltAPwm5xMH3puA4Cfw2wshiZePXUBg9S85dW743anaR3/1wD1EROM5KpP39EyJ8h38W341qyV66/2+MZvt59JaEiXIKWl4pe+gBG6rFOktf55F2PmNpX9O9mMWzvkDBln4Z7T3f5H9bqkpNJpqcz/n+1ozDYk3YYT0wfD/K88UAcE/4w8RwhcPdsN4u26rmj673b5iusR2ho7V+hOenwee8t769PqxTf65+Dl786q1c5Y5Pe6aXI+tX4svHN2rpW9huOZY1GvKFM6yDLP5llPklQEma5isnbvQYqbJ1uDCCkTMC746U8dE22i1lpH99ZTu48o7aqM8bs0ztNQ133EzoGuee3GKl77dQ8TG6yf3z1600vFW7GBuvOZNirOjo4bp9qj0nEVzZ8ofiKJuehXhbWVmM3up0xmflIELai7euuxgVl1HxOPr8xdYLT/+tIqmnst/HrHZboOG7gr7M34faWf91n+8e+rEPD1LdUO7zac83pKSm7dU39jupDbXfK7R6iWbzxV1zUxveHTtmIGRJQwdBXJLFpuvnaGxdNXBIFJ9effQBsXZVvomNlMtDxZ3n8DX9Cn34nHXOXorTDeei86nBDlorT5+7MD1rK/lryIsTK2N1h2NKx1U357PwZX0sg79zXm7ay033KK7EHbWhj27o29oPc/S6XJAl/suzOPmyqMx2PLugNNGzSUbjgfQeoDrbp1wUV9ku+l6eO5zP8u990mBCO4e37vxAXmiccfHF6vtd8fTTDbPifVasnyV9uJNZzxefM8MxvbDy02UdwYNvCMiYnNymPdKi9Wz9FaYrD/im0TtVu/Mjw+wWrFS08Bh/43gr5TTf0ryXLz1EmWp6czazYeeUfMalO1cezypuP5TWpCpobWG+XbP/FpEvLp5k5qmPsA4TnVro6W2KnPMdz7qsvNy4v0tzVZpm2w4/TSxt47uM57DY9ozFDUBwb/AHyuEr3xPiKqbGdvt3bLLhXusiMa2ATvPajcZKcBE/fXLVmtbbZg8eRKwLSVHBqxKmzJxEr2s0YIVjnN05gLL1DORHxERq3PWLnPQmqMNLGqGa3cuWb52oY1LVHEVIhZG3dE3sbNZtQZg5MzztOkDK7cs0wOemXOXO+ovNh82VlZzGzkpUvz9nQCTVmzePNdwnYHePADBc6kDjHxpfROlKiLJqbpUb7mjwQJjGMqrfIQsn0+OOg4TVptj5qC3yIyJXWHtrYE6YKoTWIBF0Xar8fK1i5avYxszYYLxRZKwZDzcT8ciJj7PxtjaUURChnXWxhTy6J8KRwtddsWlVnZbFy5ZqaKz9snLT4iIrbUPD+zTX7bJYN4cYFMJ6IqD2PTs7vkVKzcyjBFg01xj47BNd5Gt45lwUr+W+9kdc0wcTfTmAEwKobWvSxPkJGRY5A0NLDfMVNcGXq3TIW8REZs/qskLDVM2szReucBiJQ+PEEzrP5w0Dau0ZWV39DsLqpcQ1uwwNwBuNS0LB30js1Gcslq7yO/rpMNSADU7R/s5JuvVVKYDKFHzI51ZoQ8cKupLHRaa2owdzQpjzUlh5pYq8tNbkZPwNabcBOC/nEl+lO4nnUaMV1MzdzBYbD6CT2H57cEaeE0FYQpTreIHNR279dgaE2CRltNbZWS+bqqGyfIDXiQ1enZqI7DIqiy1N1y6klt4Crv2PpI+v7y9AZi1Ke7jqukwWmo91feexw3corqr5pmvNjBdwzxG1OhGGiLe3+tiYGI1hEFS3HCT7ZrNOkZrDniS5/v7nNjJwTtt+hIHA+NldFyKS3s5QjPdDwLnsuLfr6OT4LfnjxVCWi4v1xOctXug+b5tBy3VgEE7h7Tf+xAA0dA2RMRnW82Afh41ethpE1VQ2kw1KUoibwhP2d1foXOV5TQuFVAXP0ZfBZA6Hkc2a7Lv7QKQItUHr/0PA4w5HE5OGmEiwjHrXHrP4rpzZY06KDqRQ0W1l6jISCm4RiMilr8Qm6B+NpMcjiv1/g5Q39VfIWTas8YBk+5lSpSy1OswdLLHG0REeV5OPmtKt1lDliSH6KLjMYiINVliAgKzzvUf1qQhhldqVu98hAaactb+/QyHqYkHJjXafIQPV88DriU55Mq4w3WpOswg3UuNrrwQTHYgva7ipyep+Qi/Sc1MXk6T/psFPYSwIuEGME46EEN+2+mergCK0U2IiHf2rgCQ8iaHxcobT8+yOxURsSXjHoDodYrhFHLYBCbaFrYjIq7WkuHeQNHgnCdMrNIPi1oREavSFCdMO51Evvw094MsCgO9Lwo3d9vr7fEezJ61yTcB+Kzde0W6//pSgnmC1kGKLyEnBIBtXVQNIr55sgv4DSn7NS9gEVDbFU9Z/CAALDzmJ790ICIGXzqwj5oNvPO9ptCCu13ZvRARsT5TRnragUTyl5/ndoxDaWMPw7csuBrrJAAAIABJREFU/jYL3dRQYmI+wb/OHyuEdQXRJtraACwAnAAMrHP3D+Q4a9ltpgbWlOj4FXHMMMEfEbHWYIbc8MVdUfMx4xKARiTFq/TK7eCIcXb9tMibp4qJqZ3rcpr5HFkOgrRx2V8BjN8e3oSImV77ABZSN9hNG6d0agAzTp+LYcqRaMpS++I5ytJ7IxGxLPwEMArKm21dbLlez8pBWlocQK+8/3IQEVtSx4L40y5TLI+Ll297UhPiSwCmPTT2ycU1sxmWksPshpzbBYwiHLJ6Vq63kwp7yVDBU+Y+0zBJ8s+71U/ikbd+PdIwaUnz8Fn7URcLo88B6L5BRKzUmiqtcZ0c7fOr/xWA2d1jw/ZJrRrXGJO7/YZu6SGE4fusYax518vtLBSFsVuj6xDxspMlCFAbQCWTeNi3PEdEjD+wHPiMqEeUeTkCnyVJCO1my3A7UIQw7wkzq/TDohZE/Bp9FkBYccmmRVYOeiscpCRkAHSKB74XbMgPU1JbGvK2ryDpvQjfawWcK3o/os/JV2DEdD+a0LYGKlJcK0KRJITjF1NWtxiMphXCYmFQuBLfV+d4bZY409QD8d1mDVXFXBsGvLJmmxdbOeiu2CgvLQlM03skaS9PuMNCpxI0iLdIQPBj+VOFsEVHapKQyfHXXxoQMdjJSnimc01/B1MO2WGiBBaUjGWkfISIiPWmGgrDDGgymSWfgWHaMZRO/axHBxh41/XTim1SEROlFcKAE7YgZNP1T29/CcC7N7oNETOe7QbQpU6nslHiVjoxgBBqDB827Rg1XnCH4WxVmX1RiPg19BgwCipbOBstX69pvFbffL3+1nsDTNRqSeWAie7UuqslnXOM8PlXiJgNwOQc39WVddJag9nsQtdx5W8fXD4xbbb+iPHTVrtndiuzn3yESpP5de/1k0K7Vz5C/Sl8PJZPqYu5QSeATr8UEbFilpL41AvkR9RnPsI+MZ8hoXowqr+tPYQw+vAq4FraZb225gjAWOf4BiTlI+SjpmHqykcYvNkExhlTj3j/eD2MX04SwlXaU3g3U1yLeU+YWWWfFLci4teo0wDCyqZORiscNE1Way9zMNtydzAdnlc3Gs9weDDIDsXYIzbAYfmp1/qy1FvAqPLkLdWD3aYnLy6wMhIRi5/tBgHqvbTMY50w24WaRadwHMgcD+urfVWbPYl5+pHn3Rz75dFXAPjkzJ2MVzhomqyea7pu8c4bPSbY5vudGspilPtzhwwTEPTBnyKED3cDP60QFgLwOEWRXWx3Lefyzz4wUBktO0yUafIRxjCAoG8nIqL75iUwQp+qo+fMpoOMA9Xh99r9MP1Io37y3TWriovNON8lhKXhlwCkzjwnOy2L3HcDSCR0IiJmeO4GmE+tjWyUeZRPDiCEDtN46RZeIf1uz/bhYuNTdI1BxJbCQNZxirvCBuEppNKayQucG8LIUpJ/dwuw6CbXIWKr9Ngx/HYUKWp9LTVGeP6RSNLdNdLkQrCbq0xPTWtMouAp8wTVgF7DAKdLCEw/1o9DtdgPQDGaJl3BnZXawG1GHdSx30wDVLYhIuJX2sS8H30HK4R3HI1ZZrr0N3bqnrUcHY0Qfo65CvSTjiaQ2zlF3ocA5MIaEHsm5i0S5WRzSkRELHy0E0A6mdLuOLFICQRsCtoQEVdrynJTsmkfW6kP9Mq+71oRseNNGO8ouX1B35lHrS1FUEj9wevBdqlVxl8B4LG+2ystwOdU4ZFC2kfiyIulYQCjVodWIWLh070wZj758NS7ACPmHaEOvCriBZljYX2NOqp8JcsgvcG32+10lMZM4JHeFPSxj/0pXFtnyDDn8KDMWwKCH8ofIoQhVzfBKDNao8dOaRKMVJDVtZXVNhaQlgEQULW58c00J7Vr54iAHsXWKfIHYH9EUr/al5LjxsP4OUqLbGSUVQDkzsZ0/cmrXwdwMnEPkTGYrm8hobv69gvair9SjHOs1EFaPatyXKIFI6YoGljLq+sCncjMbT6kDXG3NwBMp1iWHYvFGEX3xuE3KQ48B0N4OVWMVHVNlWYbAB2XuDM5XeeTI2uBfqKIhqmq3goFrYUcEy0Sv20Rt2XxAwuDipHKXDMVLV2AsYsoYxmyH7kAcHEoG00zsObkEaSbvv5lDSLi2/BbAsxi49SMVfWtlWbpAPuUzc+62Xnt6XeBTeJxXs+a7bi5JoCYzLwVcppGJjvvlNGIUnu2O4CIL42Cd76LlxIUBkFNRf3lEnIqMHrmOdII+8YS6Ylc4gfJnuGC+4cBlAcTW6g+32/sWBnHZ30knUfEi0bCsOAKzYqa7aZzgVFaWtdKXl0X6EU0KINlDtrOA8a15L2aM8cMA7tQkoB/mC8lDMyqcnpmMrorDedNB3mHt52IiAF7LAF4JsyxmjLTeK6hMbBMvvWKbBR5nNgAIybyzzSdqr9cQV2fb5p5+LsBbHjvzSZido8HccdUWs6sXwLAxzXVSEXPQlRxjsa6S6R/hOdJe4AJE+eYq841Hs4qPFJzH+ncLXn+w2EUndIyOa2l2qvsRgPLtK3hlNKymEBg57M+Uz1WbJijAvSyaka2UurGpmf8STZrwInNQD+Bd5qJqv5yJS19RiXzIJqBMe25vqNGSm7z+SfJ5AgI/k/+ECHMi382f1OPjCdfL+x0UtC1P+2fh4i3j+823O3+zTkULR6XXE2vUrpAKl+vWrAtrcs0abx9Yo/CbJN5q45nf+058Ptrbtz6lSslNQzlFjqFFdHaYc2u23ceCu05XORV0P1ZukumGW1/kthVjxQnPZ1ldJoqGjddN+0PKv72XSNiUZznovnmc1dfbUF0u3XWxaur762+IHn9mlXCM5dorTn4ICrnG4UgIram8YOMx/tar/MucrNXXQsvoN3Y8DbNedU6CQ2zjVdonYqdGdH+9uvWSGkYq9udiCrsFUnuQ/Iap0Mvy3q77mo8Lp1Qn79MVM3A5nRIN4vmU9rcFfte95DOjsr7Z/bLzl5iuP5CThWltNaqQ/t2uIYWk5bKU0KXmR8fZCy7sAs7gVXF+VZkeWNPsYm9tc+W+g1QyAxzmzVv2bSlTg8Su6Q21P3Kok2UnuOOT84b1j/Jp95p87U9exZauaY2YrmvM2jtpjjDm64d2yGjZ7PHJw+xdOc214SPXX7A2pKkbXb2k2aYzLNxfRjZTx8qlS8x4wXnRH5XAjtERCx/Hedot0pMY6mmratvStfnV5MTY7nMfIr2mmNuCbT7f4nzUNc2Nt1zrwXRY8+BY0+pbZ1PGy33BGT10yfQWX7viIu01hIxNbPtj5K67vFt+o61ayepm8y1dXkQTnGkN9dnhD4S4BKdssGNiLRG8Ev4Q4SQ4P+lOZEJxj38L0Uq/amE3jrCzSPJq7km/u0PjyzaHOXxLCit6N2nz1np4dMEZRYeGdSU0O+h8fQ6cyGLWz+62F9AR8X77Qb6wzllF+z1IJyiBL8KQggJEBHxc9QoEDifM3DcgT+Gms/vAoIiv/z4QNU1N7atAGAFGAGjFY123v8JUYcaI3wCX3z8IybctTUmBUekFRFZfQl+JYQQElDo+B1zFxAQEBD8vxBCSEBAQEDwV0MIIQEBAQHBXw0hhAQEBAQEfzWEEBIQEBAQ/NX8+UJYkei5bOuNt70GB1YUpLps22VoZm+05kBsaQtiq9fN4wuX2puu3mq67nh4Xl8TpNq/HN2+71bcwCnTSuMerTr+8Ev/w/oKI+8ssb/8/r+QxvAX0Hr32L41NwcIF/AXkud10cT59vtBjAatzU6wXrp6sa2zuc3WdZfCe21v8b5+XNf+aMH/Nwq4Kjtw8dYLA8UmJPiNaHM7fXzvg/9KAuTyDH9dw1VLbJ1Nltkf8Og/fP/P508Xwsr0mSIyOgdCWnqsLwri5BAeo7JEa76FlPK8ze4ZiK0PzuyZpmWutdAYgM/hQXavsjofH3FkkV4WOYiZZ7FHFwP/gpT+4+jf3jANQMw7/a+MtF/1Vm4kgMxOYpRqD64ZTARQ9H43cPTQqpTIhVqGmoY2gnxCILW55+bGD8ZyYwDG+n5PlL3e5N7fACDzy3IoE/xo0p+dGyOqfSG6+FdfCJnPSR4qs4zmmq3jZaQD/VO/8Ep+eyFsqK1rQezE9uY+2tFtwRePG+7oIwxV8hFbEDbvqY4ULETUnD16huCq//DSYbVzcO6g2sdpl21AzrLgG3Eymj7GvXw7mKL+SCrf5r58/0Nm77d//voHBWmuLo3J+r4U7XFPXGHGnt7rKxPvAv/cgeIJDcAn373ANGuAvCV9Uff1NzMjW6vK/vgptJ0Nn45s3HSxe9Co/whpRw3A4OIvvIDfWwjbktwAAGAIAADAcCXbmI8DtaY7WzsQvdbZSepdR0TEjpqaHoGqqnS5ZTe595MeoR+aW5qbaKQ47bINKK2qQETsrK7tVn5jfW1TGyL2dZ1tDVXk6BrtNXV1jQPW8K21VaS/b0dTTX0fst7Q0NTS1k2NWxtqy5u6LLEvX7pFRv5SQfbV1tXV19Z3O317U1NVYyciYmsTpcroKC/vCmrW3lhb1tDtXO2NjfVNPaqXjprquk5E7Pxua7C5rqGhtdtDa23tjD+1AcD0HSK2tlRWDrby7Whp7nF3iE3ltaTCOyqqG/o4pr+raqqvIz341gbqYe8/0xhiDdXl9d0eS0dba21Dz9hoDTW1zf/IQA69tAUUnXuvDzi5VUDvcB8HdLY1NDY1tfb9N2lqam5o7tr20WcPsM5pRUTsrK1r6OOY9ra6uu6Pq6n5Q3rEhOEq2wOKEbGupq6l+321NTTVN3X7Vjsaar42dpX9+T3tN9n6uZy8c31tbV3LYEOwtTY21jX3sXNLS3NDU0tbG801tbV2YvsCPg69gwGI2FJXWzP4llVba31TS0t7zwfT3tRY36Nh3tFcVkNa01ZT22cInY6WxuaGpt7N+Y76hobWnrfS/plylQ0NjVXUj7m1/ksT+XR1dd8ff6/7eSvrSWV1VtX04QNrbWluaGpt7fnRtpVVki+mvqG2tn6wrYvw7Zow70wfG1qaawauB38Av0YIy/KzPPzCE4v+78xjRcEMIHS7FBGxrTqdH4ZNPkDtL2nzv3NOTmka0ImOn2H3IJWcf+bRgdUwWgJG8AAIjxBRBEZeAOVbabR1aMV8rp5C2PIu3c7EZPgoUeBWNN77hPYTi3x8XUdTC1gmAoukpPH2hJIaRMy8vhpm2ka+iFumowWMIorWp9+1ISLWlaaoyU8GBnFgEuDSP1TSXbySTjtImBxMzYg1mz8PGMezT3f9drwNj8MrhZadjfR7pCIvD+xKSw66UT2tJUmBFiaLgVEYBGYt3XX/HfmKqx0tl0zc5Eu+qUwfdk5pd2o+gNJQ9hlGt+OzL2y3hzEiwKvt8YpUXtUV100cXJLAr3vk1m2DqWZHvAsRsTL5yRQh09hS0r+lbovN4rEr75OLqio8tmMTG5sosE2ZvNjZO5t8Hy9vnhgCPMAqAQwSFtdefPPmuqjNfb7eynwIswgIzLA6/IxkSL5L85zENwVYBQDG04mqAh0fMMh5FA9UVuvn09vsOXmlYaS4ktWhPMprf+m2Z5TcxtCIUHODucAgIml1umTgaqTF98z+kfyTYMK83advaKnPtPT6gIhY5AtcOsGURBh3VumMX3aGXJHUlx7fvpFTUAYYJ0oaOvu9JD+W6rexiuyCwDwJhvKIWZ//Lks56OLmPoSw6av7nat+md3/X+1fLx7YLiqiCIzCwKe18Xa3wG9ZEc8WaM8FlgnAKMk9c0VIcSsifvR1BaGFmW8L1iyeD4wTx87bRpNPuf7ewe2CE+WBUURkgXPce1Jt1ewwSx1GiQJwALcicIjBECFtVy9y7V5Xcs5lM9tYSRgjO932REYFqRJtPrneaMoWstumoyiUFWTcKNF56xKvc/Ouj8t7uc16GYzgAzmb6H7yvNDc5et9G1eP4pwIHCram669o4pOW/mNg9tH8krB8AlDBLWWnSElhqy7vtUS+OQAWIBVbgjfFADW0aaXBzaCqwtO7t02cbw0MAgDv/qKQz6ke2z/kr1/kz0bmyiMUVQwdwnNJ/8j4y+4CCmvT3uVYKipCXSiQvouNLV765OLh5UUZsIIIWCV1rA+k1tO3vgy2F17jhYwCjNPMjjs05XjrCj+Dpv+hqScnJ3WpjBKEHjnJ9QjIvqfth9pdvhVYuBMJVVgEpti15UuDZu/HFhnyzpWClillZYf+9CfN4xCTdI9uXnmTyLCV+rNh2Fi0kYuKZS4uA2fsl0cVzOOEwdGsZFyphei31CPaoq/wa9gEf0qZ7u1KbCPBx7LxMGFDAp11uglhNX3Th8UEZYGFmmxRTsiCn9u+MdfIISv/S+N5xMHGAc8M69E986P9j0UBjHAJEp84jZFFpZZZ8n9wKl3tsE49S3X/KOSM3auXjRi6trsekTEypLXoUmJu4wWjVbY9LwoLywy5uHT2K/dGi69hbBYQ1RqktFBz5j0cP87HKMkbO6QHaevnhwG4J255rR3eJxvQODx83dS3tUi4qvb9jBUQNNw57WA2Ad3TwC9xBZPUldL44u4mJAXuWc3LAKpDT2yJWScsATgVbfce9o9xOeOC3AYJn8zjLTb1nkAMnZOZ9yCYx7ePMk0RtLkajIi4qd4UV7RiYb7/KISnz6+OUVYgpOcQbDRau70IZYUX3H6YwCmO9T2d1kgAN14tRV7zjz2DPBXnqjgGlCIiGGuq4BTbfutwNDY8I3LFwEIbPF+i4i1ybeZYWbER9Kza7LVV6bkbah3MtAAgYW3/BODQoJWL9YB5gWkdOWtX0oDg6LDI0JmyEnNPt5vUsBuNL6eLasia3rAPyblqdsFXr5pDm6vEBFbKxOfp17dvRpYTf1eF0VGxbj5Rg/Y43rQUpd+ksUNv/i45+Ha8gqiVuQ0k5l3NwBwqVluu+wd637vzEgG0U1PB3ArRt3YDcNk9z0I9/cPdt20CgD0PCsQEYufAIj7UiT2kr4EaO4jPaNjVpowZv6xR2HhiQmbluqCgK7XW1LlUp8QFBaWln/AYgZo7P6u4Kd9C2FftFbn7T95yS0sveh9mf/V7czchnGUYTkl4TcBxk2xOuYTlxQUEnzg6Jno4jZE/Bx6EobwzV+6+/zdoHDvqwBjLG+Qv3yPfTYwdv6pp5ExyfEr5s9i0zxMevgFyaleT+6JcKvbXglNSU7xDIhMLibZxy3bzRayy1nfDU8MCfRRV1CTWU36DjtclkwdaXmbfJVvgwGYblHUruPFBQCmSZabD9wI8Au8y8o//drLbz+eilU6szh0NnpGJgf4uE2fpGRwJJS0IeL41mHj5j5OyUl8kfrwwcMjj8iJFcvzsmOzkzXFxGdvu52QkRUQGBKU8aH/8kk02s+fDmO1d94ICI2Ov3v33qm7EYiIWLtq9jSQML0blOAf6G8xXx0ELUj9H8lntwGwq9jtO/0oMvDeKYDRayPIn0jMhQ0AQgtd7vmEJ/j4+x45+aDgawsiNqQ9HMUtbbTnfuiLjOuHN9CLz39cQDa+S+Ovw1AuWQ2bY9d9/R9f5mJVuFeCiOh3YBmA4BKL/Vf9nrtd2g3Af5tcjTU5G2oyyK26F5oUH+03XUJ6yno//CYtyVcBRkuYuJz1CPf39dacLMNtQu7D+5AW7nr+dlxm0bt3hXvXGoLCjq7DEi8BDBXX37r3hk9IzKMRjMq3UgY1ILC3ED7YbgtiC855x0dEhq3Qmc2jd2gw5fxjfoEQmisKAogMFVAC4Bg5bfv/pYTF4fTAImd/1GHzDnllJZjqmE9p6SwRljI4Rh0cVSLLO/tCbFdjMtxxBZfG+X4K7SmE754dBr6F1PcZ7bhovMFxUhViIMNDb3yzdxFZN9cAu6ZfEelqOsxFp1mcS6bdocxnO0ht7HHvr8/awCjdZHJ1Xnf3Udi30yk83WkIMluorddzyxawzTyKiC9O28F4g9eUNufbkHMAyimIiB1rF+mwrPYmb8jxAeB8QnXjVYUBndA2L3IXQnpQYPaXTsQ2aR4+ja4sdK/HcSk6+75HxKZ0N+6R8+LJp293WKIJpncQsaXAbyjLJKcQqjnyRhQYLby6teSdls7SPhGDg6DAbecoeQuq1eqzxVxs+WXq1mqfQ8DoMJhyEBHL4zjYRK9QWx/Jl8dMXPyyDhEx//EWgBlBxWQz0HqOnNHlbxqsnWVLp8pO2hlKWS6V4mHWJ6nfB19qzkJEvLVEiX7BMUTEzoxRwGjlSe0CLJ8uNFl7f7fWQMFlK9DY+V0hRAcvhCQ+pIbvOHJxzVorGDnd6y3po25Yv1AV1Pb23vlz8FEAYU+KLmwSlpi6jZT36o08r4BDFMVhVxvOxz0jsJTqISxR5ppzIaub16ytNGyC6MyHFFOvKujUSClz0ud9dMVsnjWPKKeMAOB6TP0mU64CSN0pIItfgKdv/jcNg7qMu4zCCyjpIzHVbTto7iT9Dj2+AUD6dkbfFqWtpKDto8H2qDa8vDcUJrjG9ay66rIeArPUkUTK6avSeIHDIaQKETOv7gCQiaR8FbOkRJTPkf5opYoMjFMO9BGW/aqF7kSDroxgloqaVpQ65HPyPRgpe/45+UThHgFv2hERw0+sgNHzKEMPKpSA1ym6HhEx149utJQ/1b8acphhomnfecgotKfdHDJ+6uNccn1aEHQE2PSyaTy0CU/ctu8/tUBPC+iWd7mG064DTLiRQf4f+bj55A8uI0xPIWzIk5eZ7hRCObjUBwTnJv/M2Lq/QAiNp/ACTGKYoApDOOmVNn/f2IAeFIfTAQOLtjXfBHEAdZpe4Hf0wAQgCozjADgA2AH4d3h1bX9ma8SgcLCfQnsKYfAOOwBmGCsBMBpgPACApvMHRMSKKfR0Vv595FN9eXUlqKykfJEN5qKqyy50E8Lcuw4gtr7HP+nlIXOGmbsGf/duO/RhQZf3w3+zJbPCFkS8ZzmPTZ6mXvuQyAnsl98hYueaRdosa7zI6wv8AMZ2CeGXYOBX8+lRUXRkwjCGtbFUR04ON6vcVs93iNiU/oiLaS5FCDs3LdMCs7uI+DXsNPBMC6dpuG+ayT7Umfav3rJaT0Xj6KAsQq81iwBYgFUcYAzAOACA2V23VvxwO4DNQG4eMvVR9wAAuGQA2AF4ABiBTSO0tA0Rsx84AttKyutos9RWXHjhm0L4+ZUsvbC9JzWN0QcJnpHaz6oQET/4AMiGUqq8B2YqDAtPICKWeALwe9N4K4/NniFjfpmmUEw+ZgQztg/ydkgMXghb3sbNkJ4CvIq8yotF5KbB8KleJP9va6WRnPj8y31kgf7o5wJsc6hvcquQuJJzNCJiUQQjDIUxUwA4AbgARgFMvplJ+ZJqMsUYpx2K72afl4ddAhgBrOIAnAA8AMOAUZ3kyzmyXJObKoTlMQA8VCHsTD4HYDaQN7SLgvsOAAzAIgHAAcANMBy4llO81A3XDm5l4ZMBenFF873eKd2SoxmN51x6KaWPEvs8i9tuGLK4d/LLkqcuwKeR1NUD2GikyMV9MA0Rk884AdtiyvoWDQlR5bMFiIhV8QDjbvdVCS5QnAAwHkYJAbADcAGw6OwKIm36nHAFpMx65zgOPGQKqtspS59UgHdzTCMilnhcAKAHLhkAVoBxAHTAoxv3zTTWLcnXR0vrpVM+4/L0BwCz4usREbMDbvCPlaCfOEtkljH3RFEYZt512POLwK4zoEHdm55CWBzAPIIJGCVgyFgAboCRAJKP+8x9+YP4BUIYd8eFnoUPgA1Gyrg8/f/ycBYG0YNICiJiyQwxcYmuPKVVAiPHK6+5lZL7KjQ6ISAyzi8suYymgvkuIYw/sh7Y5ni+epeQkBgQGe8fGhufS/oIW2byjZrs0odlk3bZGmTN88hnrDUTUTU7P7AQpriagsKWwY+ZeLzTAOZ12bUnzQ3GLbiKiAHbTYeIraQKXFvWMwDRwBZE7FhrOJfNnpy8t+X5PYBxXtTu0U+BMFbevbj7OTpfDR3GbBNMrQzTx4ySc/Z5h4iN6Y94mXVfkg9vstJWobN8iIh1L+8Dq+yVHGrrsXEex0jVK7Su5u8Qwqg9FkPG6d2KzIhPTAqMTAgIi47M6aoYix/uArAeeLYBieQnAHyOXplpqamBkfH+YfEhSbmkY7PvOQCLOcUgbF02W27Bt4WwIleBdaLl42LKcqkoB7OubzUi4kdfAKUoyjW5zJZmMTyDiFgbCzD6YHrXV2guJz91o2e3C/yZQnht/XxQ3k55dq8UuGb5vifdcN1yTRnulY96H/LRZw8wzqT28mwRFFckWYRlCeOA0/BKbHZGelBkfEB4fFBcelfLpyZbkmn64cRuQ0JqXtwdxTBlh0dMYmpaYGRCYEScbzy5T+O4zRxeew/yfvlPAXg9qfmpk04CGAx+mOM7373ArXb82YsXySmBkQmB4XF+iUXdd2lJTQhdY6QHrHNoNxgLjDW5njrIs3yNPAug6Nurvi+PvgDsSk+6FPKjMgfnvHsliPji1BZgmk95s42zJokokYSw/RUvsCz37cMvZjNDjmH63picwojYhIDIeN/QxDxKFfYp7hKILMzt9d0HuJqAvGPX2YF7U0wjIpYHXQOYeDDyTUpyckBkvF9YbGhK/rfrmZaU6yyT51NMO8zzOwQCxqWIiNVWs5XlNj8lrf/y4jKMtO06LP4cMMz6vnGGiNhbCD9Fc4+fZHw6KCU9IygqITgqziM09adm6fo1g2XykmNPX37on94zY+13UxgAwOVVj4hYHX8NgHMlRcBOm84eKm2bSq3la0relnc9yWcrjRj7FcLK+Vxym9y7FLozz5txmMDKh10zC7NfF5M+yesO8wFkD/qSd658/+ZTdSsivrxsA7IWFCGsMxucRZh6wBQUtw62Wkf02m0IjDq3XnxExMYsLw52iRV3MxHxy4vrMETI+gapKq92XKAG41e2ISK27jDQAqWI6y8KAAAgAElEQVRDiNj8Lm3lIm0APn/qI/ocCJwKj9/0OEnHHFE+LuMbpKJuuCwHEN8V8AERm7I9WIdPvp7VhIjBZ/YxDhlDb+2GiNhYNGPCxBF6R0nHJ93cDsD/rFut0bpGX1XzaPRg7rEy/RHn2Mk2N55T17x81VXTfPU5BiAVMdhhZe9ni04Qtb3dtVxUWNnYiYiv7m0AFou35A+k1Xy23AAWIVav1lIAjUOIiO01AUf3AICRfy0i4pcwAJ6T6YiIcU+vjBrGxLmMNC68deEkbpjhQqrkUx8dhKHie4O7TaFJPmYMM7b/JNfoaSs1mLKT1Fv54IgdDJG+nkZuLD07sgZA2NmNPKO55kP+m7IORPzo6wJMs7qEkGoRYuO6WTLMOgeo9m3l+6IP1ZSe9uqCqczCsw5EdDt9fYHGZBl5+2vUFXl5eSR748TaeaC6GxE7vmRsXq0LwO1HcYl1JJ0CWPQd4/0/JYkJymhtf0Zd8TYjrxURsdnHLyA6j3y9RQ9cAKak0EiBtcyYMRbXcJDUv548lhOmb0sjC3ZrTmEJImJt7uRxgjwWZCs/4IQDwJTAz4iISac3w0jdLiGUECFbhIh7F8sDnc6ddLKB9vFN/tcmRMTEcxuBTfN+JrVPpiL/Hfn6P8VdgokL83oL4YElIEcVwk/KwLMppgERsemVMh+/vJM3dc/igryqb/5rOtNvAcN4qzOkl/jeWFluPOkz7izXV5okvtUfERE/bF0yF8Cga2xRwnlgVP8HQhjmrAnzztKs+LpCewbr/H3U1nx1Tu6X72ohfie/9/SJjsT7AEMvUZp2vruWAAgcDCxCRGwrWWusD8AJAAAMwKG2zzODeuCVBZrAt6XvQpuKFYHf4mIS7brMx6fGsAsA0AMAwDhhs0PZZP2o3me3BOjGAAwFGALs049HvkHEcNcFwDM3kfSBNH3SGi0yx6Vb+I/408uAzSy7+9DEEMc5IGDzTY9FNzxdjIFHR3exLsBwAC6FlRcp303H46NO9KN5AYYCsNLLWHjmkLtWSoMuAgwHYIQpVkdcnQFYrhRTist/BDDhbHrPhteX6FtMDGwAQ4Bd5+Lju7x8art8SK6cL1baigAAMMF4y6npMxRA/xzpkJKEJ9JikwGGAzAAs7xlj5zvbV+NVIWltnnh4Ii/e4KfTwxgGMAQgHGcpkdrqFVYS950KREAOgAAYD+UPMDQssbcUFXRyQDMAADARq+83CenEhGjTy8DmJtCMpdaK3RkBabtD/52URWpPhO4eAGGAtf8U1dviY5nXeBNqr+bXReqAACAwKwtlzaoi4HmLtJ7acjynywiAcAAMAyYpthdiOxRZtCO2TDJ7rtS893fvxwmrBxMS6DmpYfA6DEAw2CEnL79Xjk5UQDRyy9Il1Z7ZfcaoBsLMBRgKICgY8A7RMy4vQ5AktIAbLNi4BCwoby1qix9eQUAVgAAYIFJBleeUxsobff2rwYYATAMAMatuEISvE+pPjNkVQAYAQBgFEiZRX9BRCyJvEsP9AAMIGN84NhegFGXKXP4vwbuBZjx4jvms2BuxL3JkjKUs3AyyGwsaENsr9y9bhkAG7k2YJFbuNeb9qgXt/cAjCb/wSc7Fw00Zrgs1WfmFAUABgAAYOKYs+NTOyJifsgtcSEJgGEAjMAxbYN7Omn/gB2WAMqUTpTP4hysAnuoLeMPtrPVAUYDAMAwEFjok07+EE9tsR7COI40NQzopcyPB5C0INv3MIye/rzXdKE7DhrAZ0Fe6MgRADoLT7IDtSHbX5JXDGAk6ctnnmkX9OZbN9mefpdxvOS8hVZAxwbAMExuVdx7shAl3jwIMBKAHsT1V23ayj1sGHAYRnxCRKzx3wswOeH7J264rZIBxd20a1pKnhtoqQOwAAAAM7DoPEwfXH/jP+L3FkLsqPF7FkEzaast2D84saCrc6KtvDQyMi4oNqOmezO7Mic9MKHf+eypkfH5Fb2bH+2vU1L8QmMzSnqF66j7FBrz3D8i+e1Xik3xKdsnvqtrOSs2Iftjt39zW1nus7ieLaemksyA59/R/HXfsZjF4gEi5sbHROb2movS/jUwLDb6Zc8Caz7kPQtNIP0no8Kiug7rrPQKT6jsc+ZP/aeIsPg3dYhYOWGsolNX31jTi8i48NSPiFj77nVodrfenMzoeJ/Y9PK+Kum8l89TSr8rvlxHVnKid8TznLe9p9x0vEp+ERQR5xWYPEhj+lN+tn9odFxml/HbWp7vFfqKenh2anz6h0EM3uyoCvSPyK5HxFZlwdE6ntQ/akdMbExEZiki4ofMsPRunRu56ak+IbF9ZtVtfJ/p++L75jvXfCzwThh07JfWr5HhcWmlpFdS6Rud2q3Kai6PiIv3D0vOf0f5wqve3g/tahEWRMckFnVralSX5geFx4Yl5/aestdamucXGe8XHJ/3uduX//F1mnd4/PNX3f59bZ/yvYLjKzsQESN9orvecdM7T9+0wU4epCEvK807PP55QXefS9XHyLDYwNjUT33ZFh3V78Jjn/sGhSe/GWw8ns+5md4R8ZFpeT2+8YyYeL+4jGqaz7HpQ4FPcFcvbEpsdNKHbl9AS/nbiMgE/5jULz1Uv6UiISbBLzrlfTXN/vUfPKLTe/9Ta0syHndVIB1JvhEF3b/id68y/ENjY7N692/2pCXl5lhV0zLE2tJMv4SsHlsbv77xDkskP6aynEDqSRs++AS9+AehCWqLXvim9tFTWlXy6llofERa/s+0BhF/eyH8u7m6UhXkXX6q67wnrUkAfDa3/oHz44+mI48VQO7WPxglQEDwX6Qq/DiMUYz+Lu/E7wwhhL8xEddd5u94+n8GkPg+WgpNjdZdi+49YO3vpu2DrdmiHTH/d4AIAoL/BvWv/RbZ7cqq+FviARNCSEBAQEDwV0MIIQEBAQHBX82fLoR17y/devL6e0ad/Zu0f86/+sD/x/s2O8oePQoqrBr8RAwCAgKCv5c/XAiL3fcAwOJn/yCTzL9Bods+AJHBzuMdNJVv/ACk9ocSYzcICAgIBuYPF0L88mq905GoPoKg/Sco8z8Jw2X+v+A6fdBaFj6MTvFM4m+WE46AgIDgl/CnC+EPoqPb4KkfN5Iq4QaMkP129Nt/QFtZxHB65WvZ3zn/6m8ZIEZAQEDQjd9eCFtz/LS2XXrf0u572VVQVnOq5X5SvPOTRovYJs4SVV4gOn9jj6hhbZ9fu9qvmyCtOUHV0O7wk48tXX1pWeHualNnqy7ZH5GRvtt+g28JImJViscMy93UueJnbNauOxtHPeRdaoilsbmQlJb5Ec++Z6P3pD3i/qmJslpGLm5R944CuyrNdOiGy/t3yCloiMx3dE8ZXDTyjirfO+flpuvyT9aZZbHPN+MTIraXR7OM0XmaW5PifnqikrbWhktF1F7SlnLvm+dkpmrxyejOXX8hn2o0Nhba6thGljU/d7+krKCjvOx4Kc0U1tIEb30dg3GKq7zS0k5udb0WSNXu1ij3i5LTtKXUbE7T5EsjICAg+I347YWw4/lZoBOcpWc122iDifXakWOnPc6sQUSfwwdM1ruuMDUAEI6j1afa/LnTFDk11mzcdcTcxkFNb3MYJZBE0sP9AEJTLZ1NVjhIK8gBDL2ch4j4ydsFRk6jhug1HMPHv+QB6feboEus9CKyRpvWOO/i5hYWNLs64MiXK5utYLjsPPtdxrbrJgpPAFCkhHmoWDtXEUQNLDcdXLxAD0DOf+BQrF+WzZYDJmmN5dut7Z1UdMzWXI1FxM7KeHZWadm5plqG681W2Q+BcdKO5OiLGV7nJ2susXG54HroiISQML3ZDcpjSeUGOt6FdjON7JZv2kYPzBPXk6Mw16Q+oB/Nx6u10mrzTsnJ0gCjzK+QujXbD6xbClzqRhtdzMwtgFN2a8D3RUUhICAg+C/w2wshvrwKwLPhHjmO6MODJ2ILacIKNcXTcUkn0jj96opD2bhEVvTOZV73RoN/kvoxSqjlstihwHabFEAv9Bhwz6EGa1ohNEnKhqQr7Toi42acJ4cTxNbYCXxavkXfivTSWBjEwSq2L54cp6rc8wjQK5AuJf3BbhiuT93zmKk835aQb9964tm1AEp+vcbEdFYmMA7lVtxMzsURfsAMNHtlm+uovbzDEpjXkBfb88bDMKHtPqSl/CtWIL2NNMTIYvJELmNqoOoPKpyytjcyEbEh7eEYDnVquqXQ4xuYNU98+4IJCAgI/oP8/kKYegEmLk7vL2J/zlNgFIvvNo+g9eGBrWx8KkKKesbbL4dnkV2eDW9DhgyRP5tGcQhWp42GkRc/IiLWhBwFrm5CONmaJIS5XDCcYaa17mIrZR1L1alqAPwnXnxrrGaR30kYppVEEY/q0AswYgrJjHq0czGA3OIV61U1TTQWLx8GAFoXvz0B4oS1Cqif7L2+rTyKkWnqhZdkf6jvQXOY7UI+Y26smb7B0FGiMEYGGNiBgSKErdm8MPowJXRa5rVVILmtBhHxK9soVp0rVFOvcg6PnNXFdETMergFQFhpwcqZ85bNXGDOyTgOmKx+dkhAAgICgh/O7y+EiWdAUL/f+PS5vYUQEbGx/P2TO1d0FywGXrXdIW8QsbrYB0D+CjXwcl3qaBh95SMiYnXIMRinQw2fZSEqKbfaFxGxPYsNGCRXHT905NS6LQfWOx12PHw765v9hDkeB2GIdgYlRm9D5CVgVCD1Ed7bqg+cc49fu+247eA6p6P221xP+w8wjObsyqmgeqT3+rayiOF0KmeTyR2AXvtNKRbhV9u5M/gWHS1v6UTEwOvbYeQ68jGtWRww8lAW+fbTLtqAlFMNImLpcAYmvbvUsNE1OuMUbK5kIGL67Q0wVNlm74Uduw+vczq03ung3kth375gAgICgv8gf4QQ8uu/6C+TQW8hbKxv7jIfG3WUZMR3hiAilmdJMoka3STbRC88jgCMuvMFEbE64iSwTC9GRMTqLDcAhqmOpNy2TQtExkk6hw7+YqvS3OmGip/III/nvL7KEECO1EeY/Gg3DJnZMxvgN3l11xlA2DWyZyz59vKI4XRKZ1+QkyF0CeHX17Kioqbe5D7Rx3uXw8j1lGOyxwDTgSyyitMIYedUAR4uc3KfaFHsBQA+mxtZiFiT/HAUs+rN7O9Kn0dAQEDwn+O3F8LG8IPArhHaz0zBjtR7AHzBNDKZfPsQB6Moh5KeuJqhoMy0IWIL3DPJxp7P8fVAJ8Q7zWCyns3KzRsA2G+QgkvXpAqN5AJ+TXGVhTrrN01iEJpi5UY6pD7NcyK7IN1EdeFpC8WmzudSXXzQL+eb19uwz1ofWGREpxsozDdXV1ICkKLkOGk9bqcH9JMFVPRF1AyFFDWmG50uGUBlal3XGAG9MPtkXVE1PU4xzcU7vBCxtsQPQGJfONnre3/bAlAmJV9sO2u/BIaKS2oaTpm7VGOmNsAoUdvL+a2ItUn0AFufkzsvo48uBcE1JCdvacApAE56MU2JqQY6Nva8o6duuU/OLX7/oD2wTOJRWiA2Y7GwrIbAHPvc/2oQHwICAoL++O2FEEvibA/dKemvb6osy2Hn8eJuM+QaksP8tu7crb/c0e7ww4z3tDV3+3PvW/MtN18IL8LGHH4Yc4GSZaEiLcxm5Ub7o49rEOOuXz3r0ZWgq/VLwZ2L5wytNy7ZcPBuSGrNgDMo2ivvnz+lv2r3/Zef8HP2NteLtGFvkkK81m9y0jbfsvH0o4y3A6SZJZGfFLF1g7Pu8s32rjefF9YgYmddobPzufhS8rCd7PBHm69SnZa1HrfO6lvvuh6Zi4ixd0/aHH5WjYj40cVuZ8RHsqn6PsFj5ckA6rCf8lcJx05dOPYkDbFOf8r8/QFdCfZKX8Xv3rRL19LRfv/14LR+UzwSEBAQ/Gf5/YXwJ1GZNByGnh44geWfT3Vu1OGbnmlFn4pLi/fZGTFLmyWWE3PvCQgI/hwIIeyHwkg2GHMy5x8kW/7TqHjpKScpBQAAI0SNdkcVVA98DAEBAcHvAyGEBAQEBAR/NYQQEhAQEBD81RBCSEBAQEDwV0MIIQEBAQHBXw0hhAQEBAQEfzWEEBIQEBAQ/NUQQkhAQEBA8FdDCCEBAQEBwV8NIYQEBAQEBH81hBASEBAQEPzVEEJIQEBAQPBXQwghAQEBAcFfDSGEBAQEBAR/NYQQEhAQEBD81RBCSEBAQEDwV0MIIQEBAQHBXw0hhAQEBAQEfzWEEBIQEBAQ/NUQQkhAQEBA8FdDCCEBAQEBwV8NIYQEBAQEBH81hBASEBAQEPzVEEJIQEBAQPBXQwghAQEBAcFfDSGEBAQEBAR/NT9fCFsqMnLeDbjXp/cfGzp/5Gnry758aej4YcV11L79WEm7oqa8/HPDDyuegICAgOBX8R1C2NLS0tze96bG+saWvmSsIOzmMODgNzxZ/e2i6xIAQNbJe/AXMxBNMgAweW1BPxf8vZxfqwowIbC4jbSY43cEAGD8xh9TOmJNZd2PKmpQNNdV9fnCCAgICP4+BiuEWRG3WViEQNjY/03PTY2p9wDGjp23tah7ZV5XmqClqGni4tOrsI5elloeAKPB2eeDvJjBoDuSFeYfqvlBpT07uBhALaOWvNj5OUVDWhSUDv2QwqvSHwIIbHiY/kNK601He8/mwP6pUjDFLuPfFV8CAgKC/yaDFcLXEZcBmAC4Vj961WPT083GAABytiWt3dZ3VL8Li8ts61XUBaflc1bda+q2Lh+AyeDcjxRCfWY20Dv8o4TQ65ARwIyM+q41T07ZDzE8/0MKb8jz5eRVPeCb+0NK60Hzh+fz5i47HV9Gu/K8wWwunR25Tf0dREBAQPAXMVghLIy5DnSy3FLSnAbnu+ldQ4aGyswpilrsSnbvB1fUeh0J9llnuq/LBxhpdDl1kBczGJZyjP2BQhh93gJgZpcQNn200J5jcC7hBxX/Myn2Yx0tsTOxdeA9CQgICP5KBiuEeZHngN7Q8+k5GCJ1Ia1r2EjE8U2sGge9jjkOmWhBOySmONJDfrIkAB3waDpeiyWvbclfMGsGwAgAfgBGAHm/ElJPVT4Am+39V1idvXyOOsAIEDK4Fl9CewGt79OsDBYAjAAYyTZ9xb2Yoh5XWBjyQGSCMAAdTDB+lpyyVFBwyMIjNELYGuV+QWjcBIARQ+WX3U8YYPxO7ZsXy/XVAYbAEAWn2+FX95nB0NlUX+LH7IjT9/wbafbPivTQ0tIBYABgAG6tyxFdl9dQlszNJrz47IvWd+lGM6YDMACH5vWUL9Qd6rLdAPg3umeTl78kC3IIKDhGYUXaUh0NAHoQM40pRcQWtxPbgY4VQEjD6R6NX7PB8/RxaXk5gOEAbFzqa2PekmXvQ9gZACYAVhguAAAsVhc/dyAi7leVBNnVr2huoCwnwW6pHsAwADZ2tVX3X5TSPo19lnNBekNDW/OtnasBWAH4tXY8/PYDJCAgIPhdGLQQhp8CmFvW9kFqDI/y7mDK6hobjZnG3oUvj64EvqVUbSkIuDhyxMQFu257hUSd2r8FgO9AbAVpU1Fe1iyFSSzKWzwiY++4x1Cq4nxG4JYxcVqxaqvjsfseASEGqlOA3yybUtk35ATyD+eE6RsveUV4BodutzMBEFl7L416eTk+ZwDYJdecfxYcdePilZV2KwCY6ZaepHTqoft+e2BWcbjo6RUQvGH5UmCa4dutqu9GW0mCDL8QyNi4B8Xdd3fbstZxgrAwMM/tv1Ot7vaFI+bO1x/6hfuFhtjoqwJMC/lA2dj0WoBtvOj8tcvN7NYccfMNDzJUlQEOw2xqz12RBwDHpmcF5MXG1+J840eqrF/r6LDW9a5vZJCawHgQs3Jw2qa70uV+QPgpF3sAwa2+lOdd/3a/1eadNz0fB0T6+rmLM46Cabs/ke+k/M75fSNYJxue9A8KDAp+9ZG0+oDcBJBcSe3t/fjcbQzzWOYZmx4Fxzzz999ktgBAfJd3IfX2TtjpArvG2vWb9FcfuxsYc/nARgDmDSGf+32CBAQEBL8PgxXC/PBTAKpNiMcNVEByPWniQNubUD7RhfmI8duNgM+UUjFXLlNTGW9xj3rsJUtlmHeZurhZV4JN40L34guZhrCArLX/a7KtWe5zAEDqWgHJsmnaYTIDYFYxzQFrp08GHjOKMlVZqUiB2Dqa7XUzmNiHGBwlC2HZcz5OCYtHGZStFVMnCk12junvZt1dzAFUvN51jau8vFEXhmkNdnRJQxQAi0tKFXmxrVCckxv4DaNKKa7V4BMAfGezKGOGSn0Axm/3o9xfS+FUMV4Yb5pQRt4h58ZKgHHLjvpTji/gZRqr4ERtjnSj9LIZjFiUSjXa34ePZhbfldytr/bkdAmQX09xZdetmykP7EYlNENqrOX5QWhVSTN58eomQwBhq/MRlO0V0+iGjtoagQQEBAS/P4MWwojTADJfEQuf7QSYdOctImLUuS188w8jos86PeAzJVWsbR8jeJj4VBwepGdlh8YmJ2VnbVmhBmBMdXQunyEA8q7dB9HkDwHWhTSDZaqjzgFInHnVgohYlTlhNPsow9u0BxS7bwOYcDqxAhHbPoQzwxitY93G2ixi5wQ9smv0XYArgOja6xEp6Zmh8S8zksMUJgoPUTnSz702LREXgundRoQGnjDt1kfY35FfiiKSMuMfnwPg2J5I0aK2fGEOQXXX6K79kq8B8BxJoyhPiQ8AH40Q5kvy8YnYhVF3z3PfAKCRWk5ZbswZx8IuvPZpj7OX5GTFvMw/v0UXRhhnVFBOnvcUhvCtDvhIu+eJ6RIgv57ccKlIZqdnE9/qS7tD9u31ABNv5pCnvZxbqw8itjR3X7tw3AhYFTjA4yAgICD4HfguIZQsRMS2PAlO7rFW3ohoMl3V5EYmIj5aNRfGk4WwtShwzHBmoBcFel4AVgBeYOJnkdpcTKn2V8wUBIUDPYQQYKThhRfU5a9hpwEkzuW0IiK+j2MHtimO3Qy4utRrANzb/N8jYkPqTQDOtY+79SnqM7OCLnmwzKvrDgDDgVkCYCwAGwwRgGH8wosPt/R9r28VGNiZVz6gXeV56H/t3WVcFdveB/AlHSqoqAhISkmIioWA3QgKKCUlKSCgCCoWIAICKmAcwMTEbo+BhU2KpEgYhNK99+yJ//NiI6LHOnHv8T6s72deuGfW5Dns3541a9Yy/6LV6BdKbx7sN1QTicoiJINEFRCSDUrruiN8KdNHekZ4t+N/koCQZNS3gpDzUmXwEGW3213F8456IjQ5o6smsj1Pqo+EiveFj585R0JX8PRWQ7yDEL8K4umNRJbkdqXwy3Oo19DvBCHn7TWEJBZ/3lKJdW8XQgMDn3a2NY1xn4uUXLudfeN8SQHk/vVbUgzDsP8tfy4IuW9O7HSYgSSdG+uztVTnXSllA8BRl9ldQUhVpcr0Hmq8Pftbm1o6SYFXN+Lz17mLERJZEPepEebHICQAAOqyZUXFB9md6L5CxcVghOSiHtQBQMeL4wj1W5pU3L2AWX8JZPzxjvBqBEKau7J+sieYSr3eA3ks93Wf9fuOJQhN/lYQdhTf6If6ytluz61uBwCoTUVIbM2zT0Eo3Vt6atjdTyv8KAiVB0kqutzsKp531BOhSc+qP35uz5PqI6G8vDMIM/ZvQmjwoh0ptSwGAIoPuyA+05xPt6PnEK+c581PbXPg8yBk6h6J8A4YufFm9wKlp1YjJP9bbucp7HCbg+SdurU8wkGIYdj/Hz8fhLEIaeQCAEDVrViEtHTnmI93S+S2djniMhsNtel85kRVzR+hhFQ8vrUpBwN5nnGhX2z+i/cIPwtCqLefpInEFndfIWrheCQw+/57BgCoD08H8veVdDvVbXmVHBJBZtEfnyFmDhUaJOlyBH4Kx3mcMpJz6X6/GGKt/51nhGnnNyGkmNv1ueMxQn1D8j5ugHwp80UQPk1ASDL6u3eEii63uopz7wjTPt0R5kt/uiMkIhZOQ0PtuwpXHFuKeC2LPzZD6ig4zYNkfK7WQzfbuj8jZOoWDldEKt7dC2yYMxz1Ns3+GOUx7nORvPNnQTgEByGGYf9P/GwQ5t+KRki1s/qMUzhaSBQhyXXXOr9LD9hNR4MXv/7Y+OPd7UMICQoarMmsbAaGel/+fGdIfFFr503gTsdJCGlG3ixsaOxqv1+AEN+87Q+7dld9Mwoh5W25na981zw8jBDPAJudxfUEMG3ntvsi1Hvetk+NNXYvX4iQUsztVwAdj66e2bhiRX/UF5mEd339/x65HKE+eh6733UwDN3x/PbVvQevf6vty4sLWxHqN97/NA1Qnvt0o3+Qnq4m4pma2fj18tWPDiLUa3z4TTbDyXl8J9DKAiHRyaFXO9uasAsHCg7SD/pU1QkPdiPUPzT947t95ecQGrz6/Mc3Ljry5cX7D3X49AQu55AbQhMedzXeaX4hIdBXbtkZ7qeLm+wRGrIttZppr0u9cHSangZCWtE3Otugkh+eygn1RuPWfSCIjo/10RHjlJH2svKP2y+8GoOQsILVrloSgKhP3uiMkJhtYnrXAUQ5zkDS9t2ytHZmf4Scr37j+mEYhv0v+dkgzLwWjZDOk4/JlX5ur8fWY13VbXuXzkPyVkXdgqXm+fXp+pMREkWoNxo0eoZD3NuuV7obch1MZiLEg9DkB9wGIJznvVC/+dF3u1YvvRqN+EfEpX/qo7Qm7fKE0foI9UFIvJfqvE1HP++GhqnZ6ueCkBhCEiJ6HqkVFZ5a6mJGm7u/45+aHD921FiEhBGSQDKGTmHfu6G5vS9CYoAiQr2R3Jyoi7mXd7khvmmPqr/Vizd1Zc8GhEQRklMwCnxc8j7OzwyhgcZxqQDAacwZ3k9+btD1rtLs23EIyYU+6rxeHUWnEVLwP1Pw8fo8Hy4lq+p8pat82v5lCE2+U9L5s4Bdk6EuLqnpcbJzMVm93mYhQkJIVGfuqsQ31eXWGsoITUj4WGmygwgAACAASURBVJeaeWGPjKQSQnzK3oe5Ub5VXwfpehWyu/YARamnJhtOREgUIQmkZrw++bNHhhHORkjZqeJTs9IKI5k+Iq5/7DwPwzDsf89Pd7rNaXzwqPBb/TS3V5alf2WICfptWemLovLqFvZXFr0qepL/aZXM9OyK5m69nxCNT7MKW77cH11RXppTWNbyx37bAACg9k3Z81fvuHFRU5Sf+bbuD0VYBcXFeWWV7T/RGTfZ+CE7t7i2gwEAIKofZH75Cv8XakqK80q7nuN1PH9eUPfxvPOf55XVdzs7svlhWm7jp7NjZWTk1Xa7SC/zcguru33uqLqfUdI9hPNzcws+dH+hnyksKCx7//GXSHN1Wm7ZZ02BmmozsnIrWzqPobGkML3ks6eGAADAKS4uySl50/KHi9NcXZaR/1nHQW/ysrOq//ifFcMw7H8PHo8QwzAM69FwEGIYhmE9Gg5CDMMwrEfDQYhhGIb1aDgIMQzDsB4NByGGYRjWo+EgxDAMw3o0HIQYhmFYj4aDEMMwDOvRcBBiGIZhPRoOQgzDMKxHw0GIYRiG9Wg4CDEMw7AerYcFIQU0RTMMhwEOQ9FAA9AkcGgAFgPtbGDYQHDHhKit+PAkLff2vdyTRy6ePHaxmQ0AwDCtNENQFEUxJMPQFEVSFEFRJE1zgACKBpJiSIqiKZqiOWygKKDpzycGvjWAB4ZhGPbv6FlByHCAIjkU1UpBK81mk2ySIdkkmwXMB4p+3w5EE9UCAHlZLwOdnWwXTTWaMUFfRVxFTOjMjXsA0MGpYVFtJIfDzT8OhyBJgiIJisNh2miaAA5FsUiCTRAk09oCrA7gEEB0TWxgE0D86BgxDMOw/6qeFYQkAyRF0nQbQ7cxHJKgaBLoP96jOdrMX+00KP/iyA9P9KB0esaBUWeOhwLATwxi2IVms5s5DMEBTtdEAMEBzo9XxTAMw/6LelYQEgAEQzF0O5AdzMcAbOaUFxbkv335qqOiEADO7N5yNKR3eYpSlP+YVS4isRskAhwF719dAlABFZUF169eio8+GRN6OGLdnrXeEcudNjnbb1hqu8bOKtDRcoOt7Tob63spFwCATbRQDJvAQYhhGPZr61lBSFFAkRTQHRTDAoDU+3d1FKWmKfEbDeKxlRVfoSKybpLuXGn0Mln3/sE5Oc8K1m/w5eHnkx4sdjBiyioD4YipckEaYitF+Pz68PuL8QeIC64U5fMW4lkhKuQjJrZcTHhFHylLhBZrKQNAM7BIIHAQYhiG/eJ6VhACyQCbTZPsDqAAIMx/lUlfkY3qGjMH95+lKGKiKzjVVMDKDZXccWh+ceXZ9bvQXJN9O/XG3rMP4xPEBZF95ECjPYKjIqTHRAzW2y5nEKMwPlJmdNhgrS2DlSJlVYLFtGdKbBiptHacKglAAsOhO3AQYhiG/eJ6VhDSNACHRZNEBwAABPt6eQ2WmIEE+9lIqoRLap4YpnRPfuah/vujrFsz89OvXAZobCrJyr+a+mj/A9Qb6TyWHZwvKJAmKfi0v1C6RO/sQaKZEkKZA0TTJcWfKUq+kJNYJ7lUtXeQ+sB39e0AQNK4ahTDMOxX17OCkMMARbKAILjNXjw9l5gKCWsoCwq0K6JqhKoRqkW9tovvP7QVWmtYJa/PbY89lhBMVRex82sE5yOUgdBrhLJ4euUg3lyeXjkIZSOUg3ize/G/QOgNQvvEbbTFoocK5Ge+AQAOEARwuk0EgYMQwzDsF9OzgpBiGJpmkySbJgEANm7ynof4h8gI8L+W5M9GAum9UEGvvrf53A4bNZZkQCt76ZIl65Yvgw8dOWl3eaJ4hbOEhHN4+TJ78WbyomeCPOmivJmiKFMIZQjzPRcUeCWIzgyymygdN7hX1r1nAEDQbA5DkAyHO3FogqRxEGIYhv1aelYQMgxDkxSL5gAJABC7a7NJL5GhiqhvtRhvvhB/mpjQo96Chb14EwQW+s2G1rrgDaZHdwdAA7PijA/KRiI5vfun9ufLQgKZvXjTRXgy+vRK74MyhVEWP8oQFM0XRpf6WU6U3j2I58HF8wBAUtw3DjkfJ4LCQYhhGPaL6YFBSHYF4d790ca9RGTlUe+KvqiAjz9LRPiZECpAPGl8yBcdObjvxYNbeSmXfj+dIBU5GBUj/iwR4ft9BTKRQAY/f4YQX0Zv3nQRnkxhlMXfK4undz4vuiFuMqn/bmn06OJZAKAZDkkRFM3hTiRFUAwOQgzDsF9LTw1CDgDAyVN7TZDIkGE8ItX9BbMRf4YIetEblSHRt0gsGS10mHE99tC9HYkBnqYDAvjEixFPAUKZ/ILpvPxpAgJpgvwZQnzpQryZgiiLny8LCech9LDPjKmCe4f1qkp7AgAkQ1AUBwchhmHYr6wnBiGb5gCHAYBbt89YiQ4Yos7Tu1JcIAOhHHHRvMEDU3gGJ00QXO3W32DJjj1ndyY+HGN6Eun59ItTEckQRnmiwmmCQmkCgun8/Bl8fOl8fOkCPOn8fJlI5AVCj0THzEK7ldGHrGcAwGHYOAgxDMN+cT00CBkOAwAZWbcd+knJKPOJvB6K8nj5SpDcAxGRRX0G2hwb6AfIvRZZ3UUOD5BH+0B3kFwaKXZsvGimjHCmiPBjYaFnfAIZPIIZPHzp/LzpAvzpqHcuQpl9VeagbfKo5ukjACBwEGIYhv3yemgQcgeZePkqw0lSQWlYL4FaGVTaSzYbSXqI9596TM65BRmny9jtNYk6b3koSXdDoLVX0AZfez0bWYFQfoEiIZGnwsJpPEIZSDADCaTz8mXyC6T36vOCB+UNlp/fZ40oyj1zBgAIhoODEMMw7BfXs4KQYhia5FAUh0PSAFD1Js9TWllTBaHGAfxlgkO2o75TPAcFA5q/b8UqeXiuC8XqUCLByeoPuTLwVnybj4qY/RjhPGnhFzz8T3mEnvEKZyCBdAH+TCHBNP7eOQi9GiRjMcANodRD+wGApPAdIYZh2K+uZwUhC0gg2AxBNQMAQFN5oc9QJV0lhJpU+j0X6WMxVGpRGloPA812vzktAsWoMZe/5QWCLF7I4IViFOCxcLDRrn6/je6TL8ibLiT0RFQgHfV6zsOTLdD7kWDvDITK+8g49F+KBE7GRQMATVMUbjWKYRj2a+txQUiTbCA5rQwDAI0VxauHqY9RQqhepvddJGSzVCYA0JzTw80d3maoQUnvxudiLc/6EGmy7ExBeIcC1liJ6a7rZTl2SI4aTwEfyhZCWbwoB6FsQb4sfsFchF6LyVqLOSK++KBAAGCAwa9PYBiG/eJ6VhASQNIcNkOSbQwAQGN91UZt7XFDeVCtuHC2SL/Qs31WARpo2F9aaGe05MsUaeKVUHMaanrcr+O5aOUTgbmz5OfMCB+itYh3h4RYoYBwumDfB3wSj9Gg+4L9n/H1yUFC5QOV7Aa4CArHuHtx9/j/LAgZmji1I2JHwOqmpsZ/+1j+e24d2bt7UxhB/P8fVLm1qf7IlpBYv5X/9oH8aYUZD8JdXF4XFf2zm33xJHXb8uVvXhX/s5vFfjU9KwhJICmKTdEkmwEAaG6sDNIdOUEcoVZBVI14Ivz72Z45ceBk6pGMiOWr9oZIwbvejdmo+blAU1qfDw91DkcvhXdgOmk7moLECvvwv+qDCvlRGUJlAqhEEhX34S9UkTCXsOjX1898Uece/x8FYXNDjd9k3cUq2if37KX/1paYc7u3B8ybG2Dl8DNjHXM4rJq3757cvBxibRHi6NhUX/e3dv4nVb7MWjRYzGGa1R8HcP7X1VSUxyx3dR8/xlFn1I1zl/7+Bq/u2zEWoUWjpv/9Tf030cDZYWus10uq9F3FP7vljXPGz+ynVJT/D+cr9qvpcUHIoQia4nB73W5srgidMmaSKEK3+/I+RL1X6klPmfcuI7UqvTYhaN3TU8rwUqQpDTVk8beli354NvzsLp+Uc1nj3V35Nw8YmDlY4LaYwK2+AjcFBK+KoguDeyeL88cMGKotYCsxwGZ251fJPxKEtZUVRTkvyopflhUXlRUXF2ZnvS5++Q9elp/R1lgXZmu2Yt78woLyHxb+UFGR8+Rp10c2qy3tzn0WweZ+zLh5bs1is2PbtxrJyNU1t/xgvy2NITaLnCZMcNMbN6vP4Oi1EX/jJH6M1dFWWVpaUlhYU1VJcggAeHrx4PwBCmeOnf2P7vev8Zs9xUp7bLSXyxJ5mfW2bn9/gzmPb8X5BaSmPv1x0V9JfWWxu5amp9GSf3azBPHeUkoyzHvjP7tZ7BfUs4IQaJIFBMFwaAoYAIpuvhnstkVjuLr+oAkLBV0XDgmeLrZRnWet4dDMg6Pbs/vDU0Rm8jVn8NGZqPUFcpgiMnmM+uKIgTb7Bi4MFJ5khIynilqNk3DR7OOm1ddHETkPE92upmOPkPFkPe4O/5Eg3O5iZS4js0hBdsEQSZMhg6YJ99vk4gMAzc3NBOez+rqG2lruP9rbuSNNwbfuY8jvXKRvzH9y+057R8dPHC8Vs8x+npTW/dQn3M/X44MXaUwqe9P5a/1ywvZFqirLDCfGbtj8w221NtWdT0wsLS05Fb7WXE4t/XH6TxxAp7b2dqKj/ScLN9W/Pxi0xm3sSAv5oaayMiZDVbZtjAaABB9HG53v3SH98Uq2tLV9f18E1Xkn3Nr8ZQ0zh/6Zm2QAgNrKdMtBcif2na19k+2mOvxQ7P6fWau1vfWr8zn037rJZwBYLBb3340NDfTHs6AYaG5u/qJw1+l/4S8cAXdTz2+fNpNWPrz/ZPdFf+2Muv+93DsRZ6Uw6lFGMQAQ1Nf/Yr44Ewagg+j8G+d87TRJpnMPzU1NXy765h/r13FIsqW1lf7GgWF/Sk8NQhIAoKnlvfsUjaV9kdPQfp5K/TboiOydJ3Z1qXmEuRI7dzi8FYTCQVA6EN4OhZJBUCt5OFQmeL5SopGovzYK0eq9ddQAf11JHx351WPkvUerBkxQXmMxda3FgvkqCpdvnQUAhma+6HSb/vOdbne0v1uupbHcyOHmudN3zl+4debktcPHy0veAYCDtrqDrmFeTgEA1FaW+c+c7Kg/iU0yJVkPPPUMNtk7b3O1dRyps1Rv2q0L17lba66rObhxjeeEMUt1RnlOmXvlxLGuHaWeO+E/e6qTlvYSbe2l4yddPfPpHij1/MkQSzNP/Ynes+YlJxz8/gHXvHm5bqquyWCF/dsTuRd9hZ6uv41n9zIvHtx78fTP3XZsmjnOy8i5oe1nkhgA4MCaZTZKSr5W7gT542+K5/dSXDSVTeUU19k53zh56syeGNdxelfO3ARoXTfVwHueVVLouuUTxjvqjDsaF89d5e2r3CgXB99JE510RzmP1Y8P386dX/T0hue4icEu3tvdl3qMH+sw1vD2hd+7dnQxYUfALEPHkaNC3ZYFLjB2mzSb5JAA0PSh+sDG1V56E+x1dALMlxS/LPnhMZdnnneVG+Nv7uhrMC7IafnPXJO7yXtdx0z+bdPG7a727mNH22qPTrlzn93etGK6wWIVFbdx4+xGjDmw+0D3Ve6cORkwc5K9lqad9kiHMYb3Ll7mzmd1NMf7e3pOHOc4xnD7Ct/VcybHh0YCwPWkHVbK2pdPXwEABqh1xnOdJ05qZ7MAgKKI87u3+06daKet4zV19v3fP12WS3t3+k01cNBUtx+lazda7/nznB+ey+3kw4FGMxy1R25Z5hW2eL61+rimphYAYLU2n4gK9TU0sNfW9jYyTXuS9sNN0QyTtNHfd/IEO20NW22dFSZLXhaWAECM40IH3SlJW7dsNp9vN2Jk9IrANnZn2J/fvX3N/BluY0c7jtINMLd9U1rK3VKMl7P71FmJW4L9Z0yyH6UbaO/VtZfM+7fWGc9y0h29ysw2xNZqiZZ2TkYWd9HpuK2+kyc6jhzhpDfz9qXrPzxgAABgRy6Zv1B22L7NYT9XHvuenhWEJE0SNEEwBEERFNCtbNbasC1+GwJPJ5+4eP3R/fxiAPZ7EoZNG78/XrotTerZUbVLe9QTw1XWB2gHBEzedcynnSiGN+zzSVfvXXtSWPA252VpwduqKhar7msRRwJBfDYk4V8ZjzDjxokFg2Tv3H72x0V7V9gZiUkk7TnGaqvzGqfjMcskJzMfAM5vW2cyaIiN9uhQB4eYlR5WsnJL5zgAQHXJi5UzDOcOlg2YZxTj62WvrrRQcRz3L/v2ib1mCuq+c433hwbtWrXcWk095VLn99Selc6Lhqn5Gy84GB68VE3BXs/ibdWH7xzw/RP7HbRGu4wc5W3mAwANbzIXD5S7cy/jz554dyWZd8wGDo2P/O3nV7HTkJ/VWzw+LOaHJevfl9kNlXLSnZL54MkXi56cP2Qhp7hEa8z6xebbvN3Mhsh6WPkDAMNQRzYHeE6ekhgRuWuV9zI1NROtydxVToSuNpGUsVIbvcnWJszBcp7Y4MiQfdxF0fYWCwYN8Zo+fYPFYkctFQsFldjNuwCgKO2ez1QDG+3RO3x9o9ysFgxSjA7d8/1jfltUtG+Ni/NwVY/ps64cTQaAdyXF1T96QrbNwcxkyDA7Da3Axebu48fOFB/6ruo9TXYkrlubuGnj6hl6i4fpPOlWL3oxMWa+jFLAIouksLBYHw9T+WFPUx8DQE1F6XJDPWMppbXmC/znG9mrqJqrjX54+zEARCyaaa46/vWbdwDwJv+ZvYJckNsaAGiqeRu6aIGNmlaQnf0ef2+zIUNWWnXW5R4P22AiOzxw8eLD4RFRbk4L5YZVVFR+/0T2r/EyHTzY1dBws4O9i+4IOyX1yLXRAFBVnr/GaIalxogI92U7V7guGqKwdlnw9zdVUfLCZ/LEBRLS/gtME9avC7IxddSdWlXTVFf50mO40hI13VXz58b4rXQdrmipNaugsAQAyvOeu44YHu7semJn3Jq5kxbKjrxw6QEANFS/WjlOa6G0rLvh1Bgfr1WGI6eLS7ZxOABw89CuRQpy9jqjgqwXe+pNsFGQXzbXmQMAQG6xtTGXVwt1cklc5++oouRqaNTW8YMaBQDIvHPDZoj4AnmdWzcf/bAw9kM9LwgZgsNwOAyH+rJWo9OaxHQ0MmiggbOy+aYB8w/1Nj/DY3MZudznc0sT8M4d43cKOr6s0+iOAYYBmgSqKwX/5gj1R1a72ciNiPXzOx+/e9+69af3f7qHe1uctWyklucc040ms1YYW755V82dv3rSqOVT5z25/xAAgGwJmjTe3dgNACKXmJsP0/391FVusQRv2wVyk17WtwHADidTC03D8yc7G1x0tHZWZ904tNtKZdTu0B3cCp/t1rPd9W3L3r3/zgGHWcxfu9h27zILK7VxVU2t94/smT1Qnf0nq32+cDo8wERSM7+w7OdXyUq9n52a2t78vf9YXIcCXMylte/euv/HRVsWzbDXHnPstwMA0Nrweqn68JgNkdxFBRnP7p8/m3LqbPKOLavH66/xCAGAjtb6UJMpdrp6KZdvAEBZ1u2Fg2QuJl8FgJRDMWaSsvu37SJICgC2Oxov1dLPyy8HAP/phq6TFz6+/wQASp7f9tIaH7E+7jsHfDkhxmXM+I02i9xHakas3AQANeUvTCUGHdy++ztX+X15oefo4W5Tje9dvAIAF/fti/QJ7F5g3fSxAZYrWlmdlckkp2mXrbG5vG5XdULX/xU7Xe2MZTTuXb8LACx2s8/4ER4zF7EBCE6Ts4LUFu9QbrEz29bNl5B9+jgbABJWODuMMDh78AQAtHc0+hpM9HPwAwCivSlwzgTbsfMepHRe/+aP1fvfknnnoqXM0G0BIS0trQBwaL2Hw7ARd1IeA8DmRUaO42Zdv3AdAGrfFayeoL/aadN3NsVqbwqzNp0nqXr/xt2umQ3VlQDwIPk3c2m1SL8NDQ2NAOA/TitgkU8TiwMAFMD1Y0funT9358L5UGszu9EGhUWvAOBe8t5FktKh7j71Ta0AsN/Nymb0bAB4U5jppKnptdCxvqERAB5fOmwtJ3844RQAnA7fYKM87kh8EveS77Q2cp04vaP9Bw/OAaCpofHZ7ZTctLS/12wN69SDg5ChODRJcFgskiKhhaZqAFjtrBrUZzbSOtzH6jnPOkBbAG0BFAcoGJAPg5Y3Ilm7R7dPA0B7exOHZpMUi6RYwBAUTZI0QVAskiIYoCmgaSC5yfd3grCt/t2ayeMtVYc7jhyxSFF+ulCfzQFB3Qvs9rK319Jaaby4hez8i6guTls8WDoxYjf34/u3BTZD5ffEHq97X7BYSjJ2Q1TXulutjU0Vx3GfMZ7dFrRgQH8zOfkVcxaePnCIW6C9pSZo3oTFSmouY8esmD7Ve9oUk/5iyxe4tnC+WdnY3PDaXVPzyqX7Nw9GL5QZkxSfFG09L8Da40+d9RdosinSbK7FGOO/s5FvaWtrcBup7GcX+MdFNNVoJysb5ODN/Xg9IcpKYdT9++kAkJVyyW/G5AXSMi7jdN10R5pKD792+gIAlOc8sB6qGOGzhrvK6SCfRYqGpZU1wGkINBhvr2/e9YNg1aSRXrMWA0DB/dPmEv3sNLR9phj6zpjuOEJjVj+Zc6evfeuA06+ftlJUjwuKAwBHFUVPIxcOwOmwlcZSWvnfrVC9fyzOaIDk1ZMXO8+OZjjEp/8bK4sfLx4gnRgV320N5ljI6nniEmay8v5mFpeSOn+BFaXdtpSSDvfrTLva1zluKlpxm38DgPw7yUYikpeSz3MXBU7RcTJY1EZBU3WJg8IQGw0tDwM93xlTvSZNnCkyINhtBQAAQ+5avtRIXGyxivJaC4d7N2595xQAgKZaty+Zv3DoqIqqKu6cMIs5djoGbRyoK8+0HNjXVlPH01Dfd8Z0V91Rs8QGJsQc/M7WCh7fsBgqFxUY/sdF4VZG1iNnNLMIAGitfWk3VC5mU2ft9y4vJ5thctbqam56ehaKqqtt/To4BABEWc91HGf69s0HAKitLLVVUYkI3A4AR9d5mMmoZWXncVe/EL3BeJBa4bu6lvq3vno6FsNUl+mN9Z06xWvShIX9Bgc4bfgF2yf/v9dDg5BNsdlUBwc4FMNhMxwCWoFgAweA1ZqYlGjm5m9gvVzJyH3wZL9BhiuHTFmubbTC0mnTphXrTuyPAwASoJ1iEwxBcdg0zaEoDpshCIZDMhyCIQiaIGmCpP+BILx3ItFqqMbFqw+5H2nms99/p7ZvXj5Zz3mkzipr366ZCf7OVqp6r153vmOQuNJpkeLI8uraRweDraR1sp9mc+e/Sr/rpKbV/RlGVXnp9aS9/jMnzhSVOphwAgBybp5zVNHavGLj2d07DoZtSdq6dd/mkCfXb37ngE9EbLJSGN3Ywmp9n+OuquQxfZ61xoRLpy78qbP+wsu0u5bSsof3Hv87G/mWd3kPPFSk1nh/5UHL9QPRCwappqR0VuqunjreSW8WANS9zrZTkA1x9CwreQ0AW23Ml89z5r6ZemSTr6nChLyXrwGguaFy+ZgRHnMWA0DB41vzB0odPnqDu6mi9JtLBkvtCU8AgDhHI4dxCw9s335829ZDEWGHIiIOhm1tb/nmjWyYxWxrzXGNbQQAHFvrZK+pu2259xJl9TNHT35rlc7jnzzCWX/R+/qv320kBbqYK+oXvfmy0vvDu/LLe3f5TRkzS0Lu9xsPAeBc2CqTfopZzzprUM/HBM3qL5v7ohAAwixmOU204N5RVr5MW9B/wK7gHQBw82DcXIkh8Rs3nIqNPRgelhS+ZV9oZEnx6669vH1VeCE+xnWUxpzBw2/fevidsyjOerxYVm5zYOfvvIaal67K8lv8tgDA8U1u1ppT4rduT94RfSg87PDWrfuCN394+/Y7W7sU5W82SDnzyZctsKpfZXhqjF7vEsD9eHTzykVDhj8veAcAO10tzGR1Lx0/CwCv8x9ZK6icO3oeABhosRwyKHRFZxPTK7uDLWU0Mp7mAMAK3eG+pp1/oey2uo3zplmN0AeAF9cPLVXVCfPwPp+w52DYlsNbtyZu2sR9PIn9l/XQIOyaCJpDAJsDLUByoLN5P8Qe2ht99Pi2fclRUSe3RZ2Iij22bf/FExeygleFr1+7GgA6gCKAIoFDURxuEBLMFxNB0MTfD8J9fm6LlbQrP3R+PXW0tVIfo/BkxIbFwzT2Re3Ybm9iNFjtRf5LAGCgbeMMPftR+k9TbrU2N175LdpSWjZ2dSgAHFix2FRG59K5axRDP7p8bqXBmCVa495V1wLDvnbo4Lvy1wDAItoPrPE0k9K4e+8ZADw8f9hURjVhz6nOXTJE2s0f/GAPmm+41qHz62OF3oilI0Yvn2/TyvkrbWVJktPS3MLidJyJWO+gPenZg8cANJv48abeFDw/uDn4+O69DU1ftlf8o8rS565aStYjjS4dP9XeziJJVt7Thy8zswFgz1Iz65FzPtTWAEB5Ubr1EOldm3cCQIKfvYXKpAePsgHg2dWzvhPHBtm5cre2ac4U1xmdr5CmXTtmLaV8ZG8yAGRc2m8mM3T/rmQAMu3W9fVz9U2VxuQ8LwCAwHkTl052yMrv/Pp7k59XWlTwnQMOnzd2yXC9W5euA0DquePuo3TsR03aHRz5/dPsaH1rMUhyq//XG1ZwWA0hs6Y5TlvcNefDu9cX9h6orn4PACyifc9y54UKWnkFZQCwfanZAjmDx48zCFbr+YQ4t1HarrPdAIDTXrVqgs6KhdYMUA/On1s3d7yl0pjHj3MA4Hp88PyBCnd+v8PdeG3l27zMTACoLi+8lnS0vq4BAOprqiItjJZoTsovLP3OiRQ9vmwlL7s9ZA8AFKQ9CV+ywHSo1r0bqQAQ42puqTP3wdMX3JJVpcWF2ZnfvyzH1jmbSSrvi9xJAcNmd+Q9epD77BkApBzaYTRQ8WlaPgBwyIZgo+m24+YBQNP7MgdV2Y0+YQDQUv/hsL+9y8gF91PTAODB6V2WQzRuXHvA3bKf4XhnfSMOALu91njgoNXOmxvbWt68zI/1sLVQeQWM9wAAHOtJREFUHL4nKhEAbsaH2shoH4jby12lqaEm486d7x8wV/rNSwkbgs/vO/DjotjP6eFBSBA0RdLtFNMOJEnRRDOQNIB/xG7f+JNBR29tP5iyJvTAqi2xW5Ovhyenmnv4mdgsBgAWcDgUh0Ox6W5ByPliojndU/AvBGHlqzwnNfmFUvLes6Z7TZ7krq9nKit/6mASTbZHOlguGCJz7cINAPg9PmI2f991zn4A8Crjjp2K4lKd0faqSpaqqkYDpSK8AxpamgDg6dXDxgP7WaqquU3Qmy3Wf5nBrCe37wPAvVOHJiK0UGaop6Ghpdpwy2FqcWs66wkbq176TR5tJDHIeYyu19Sp5jKytuPn1tV98xFOyfMHk3v1PX2ks7npXl9LI+H+oSt//I7EV/5Lcdr3BngtHTHCa+oUO1Uli2HqnpMnOY+ZeOHED9/no2JcrSYg5DLTopX4qZblJ7cHG4uLG0vJLB0zxnXixFn9+h+OjK4szzXtI7hpWQi3zNGNywyQ2L2b9wDgwGq3ucLi9qPG2I8c5a43wUZOenqfAc+fPHqVcW+OgHBCZAIAANAxTov0BQa9flcBADl3r1rISpsqqHpOnrRsylRHFaUVph4soAHgztHYmUJClkpKXgYGbvrjZveTPrzje22CjoYGzBftYzpUxnPqZNcJE+2Hyc2TUDmyK/H753gsLGASEr56+SvPQQEg9ezhGb0Efov6tJHL+3eMRWjxMCV3gwk2GhrWqloJIdu4i06FrjARF3cYrbts2gxPvVEOiqo7t8QBQHVZtpfqUGMZeXfDSbYjdOykB1jrzmhsbQWAVxl3zSX6mSsoeuhPXGaobzRYavNyfwDYv85nHEKWqqrLDA3NFZTstEedTtj7/RMpzXtqqyK/cKiim76B3ZixC/v3tR2/qLquAQBe3D41r6/wInlFD309TwPD2f2ko9eE0Mz3Khozb52zUpQ16j/IVW+C89jxk4XEd4eEA0DQLIMFwya0EmwASPv9zDQe/qjAbQBQX1nqNFzRRF7ZVU9v6QR9J81hc8SkVtt5dBCtEeZT5svqVFS9B4DCp7dm8wuEegcDAMN0LB+pbCat4K5v6D55uquGqq325JcvSwHgVUaqo6aKsZS0u/4EL8NJ8wZIek2f+f3TB4DmukpPHdnxSCDEd9MPC2M/qWcGYWcWcu/eOEB0ANAEB8haDrQCwOrAMP/4/RsOXo7afcneLXiB/YqI5LvhJzIWOPgZTJ0CABTQFNlBkmyaJmiaQ9Gf7gU/3Wsy3GaiX04/f7QvczNCXZZGenpGenhEuLmEubisNTN/lZf7Mid9naXllWPnuMXqKku3uTnt2hgMABcj/S1VJp87fiI5ImTHioA7Vz571HQ7+VjcSu9on5WXk47X1NRwZ7bU115K+G3XKr8IF5cD4dszUh91/+Z4XZR3JGzz1mVusf5rkmN3vS55Dd+W+yQl0Ma5pqGzWi//ye1NtrbZaVk/f8pdOlqaE9av3WRts9XDPcrba5u399ZlrpudXAqev/jBiu3NR8KCAi2tbpw88/O7u3f2ZOLGwHAX18Sg8LvnLpI087owd81Csycpd7kFjoatC/MMqKmrB4C6mooDG9fGePud33uoqqriVNz2XYEbmxrqsu7fClxsUZyfDwDsjtbEtX7RAZu6dlGcnXl2157bF6+e3hFio6CRFH+wa9GNw4f2rFkV4eq6f3PYnXOXWOzv/Voi2KzL++J3+HrH+a++djz598P7tjg6Ho7d/f0TPLMnNsjOvuEb7VBSr5xZY2peVlTYNae+quLs7p17VvmHu7se2bErNzO7a1Hd+8rDYUExvv6pN+4lrvG2UR6bltO54vWkg9uWLz+5a29G6r09K31OHzzRtVbG7ev7N20Id3b+bX3Q9RPJ3P/9KkuLTu2I2uHjvcXd/fiO3S9zc79/FlyPL52JdHE5HBX3+Nat7T7Lj8V+eq5579yphMDV4a6u8UHBN5JPtbT8uPnl89Q7BzdvinB1iV8fcuXI8Q6SIklOqKPD0Y+bfXbj4uqFZrnPOmvI025djXB1TQgJf5GZXZz5IMZn+Z0rt1paG3b6LtsXvov7t/P0xjU/kwU5Hy9aVfnLa/v3XTt6+t7l096jR29w9Onae2Hms6SwzVtcXXetWXfxQFLVT/SMU1P5LtjeLmSpS2lp+c9cLuxn9LAgZEiSQ7EoupVpZwg2yaFIsoMiWjsYTgvTzKYaabIDAFb4bfTasi0s6XJE4hVz+9XTpptv33856uiTOZbLNDQ0AQBoFsVwaJKmSYYiOTTZxqEogiFoTgfB6egADs1mUQzFAEMxFE3TBEFQFEUxFPXTr0v/BezWWg8ddefpFv+5XWB/wbuiHB+D8ZE+vlePHosPXOmkNTLQzuvHq/0v2GIy22b0jH/7KH5pK2dOCrC0uXz4eHJMpI/+uJXzzLqa+WC/jp4VhARwgAAWTTVDExDtHA6wOGw2wWpjiBamhe5q0Re0xWlt9OYDt8IOp1qviJm22C/62NPosy9MnTe4egYAAItkcUiCJGmaBCAJIFsZDk0wDJBf/y1PURRFUjRNM9+tqPmbXty/4qypuSviey3vsf++oqd318wydByh7aCj4z3baH903M910POre/HkrvUw5d8i4n9ctKci6fYgC+Olo7TttXVcJ+iHeaysqPzeq0fYv6VnBSELOEDQNEm2QRNNf1ltQgO0EwwABEZFmHiu23Pq+W+Hfo/cdSoo7tT62Ite63/z8tx8rduL7QxD0HQzybRxGBbJEF2bSy/IDViz1tLOdr6JyYYNG2o/1keRJEl9o3OpfwSb1VGSn88i/4O7wP4aNotV/+FD3fsPxE809vlfQRCcl7k5Hez/D6H+n8MhWI0NdbXV1a0/6lYX+xf1rCBkA0GTJEFDV2iVZqc9unSl/lVeyvWzajqjVIZpA8DN1AdO4Ym+Ww9PUZNYPksx1H6s9Qg+c1lk3B8Za4qHRa2qre78WceBFg7TTjEkBzr7cMx6eK+vmCjqZsqUKTRNAwBFUeRPdPeFYRiG/Tf1sCBkCDZJEQwAwPHzJ8aI9RqOkCxCSxCaj5AYQnP0OjvK2nshXVZ+uGFvtN6Qf+sc0ei5wudt+p0xE42bymujhsYM4DmVdAwACACKIoEi2dAKAKzmlkU66p0BKMAnICjI/eeaNZ1vWPeEMe0wDMP+t/SsIOze1efcUeqzEVqq3Gdq/16xir0TlcW8hvZZMl339oMLdwtfRZ5I0VVT95g2fJ/3wptRPh7TNBw1+xw1kUqeis4Y8/qMFvY0nU/RQAOQFNAMq51uAoA7p046D+G3lhBCCCE+IT5ePl4eHoSQgoJCY2MjANB/r4//76suL8t+/JD8uXcGuN4UFeSmpZN/6T0/roqysrdl5VVv3pQW5tXVfKUP0rL8vJc5P2jq+Ucvs7PKXv63h5rCMKxn6llBCAAVte+PJe7bG7rVRb1/jKqIiYLEUKFeYVrCUaooSAH5DECmCDnNNd1z+f7GmD2L5844vyeiNTvlWOR6AYSi5g48Nxclz0ZbZovoy/bKzc4GgA4aCGjnQAcAnImMWD8IhatIIIQQEuXn5+fl4+XeFJ49exYAiL8ROd/35OIZOw11H2PT+pofdNXY5ff98YvkFEO9fJobf9wh51c9v3/NTkVusZLy0lE6lsNHJe099kWBorR79moqNpPM/1QboX2rl1mpaSbtiPv+S2AYhmH/iB4XhIlH40UR0kbIZyjarcw7tr+wlBB/5EjxEFW0TR5dERd8LiBx1ND07M3HQcmXRozWCfS0uZ0YfHCzuwBCYfP5z5ihs/NRjLHgqH7o0f0bANAC0AZtDHAAYH+Af6AgipDnPiMUEhAS5uHpDMLo6G0AwGGz/xMNRx9dPjdLSCTMa0XjT/SlwpUcFTq/f/+4jaF/Z7+lednJsXGXjx5ZZ2Roo6ZTUvxl71BHQvxnCfBt/dj35g+1NtaHWc83U1S9cub3H5fGMAz7J/S4IMy6fPTWOIOnwiNX8QqHqPWdLC44rJdArKZE8HAx/b5CBny8PqLIgA8ZL7JX1DDY4mKdfuK3w5v9np9NTF5v7zh97ALl3mfnop2T+cxGSpZWVQEARTNAEQDw9EWJhihftCQ6Owx5q0qL9e2PhAVEefuLIj6EUGhYMMC3x8n9e/as8b9x4tSPy31EksQO3xVPb/5Uf04/w3uUZojHxq+eXENDwxdz7p49GbTEtrK6+o+Fi59nRHot+1D35SoYhmH/OT0rCO+mZikj5DFggBHim8XDt1FxwFzp3jJ8vbao80Wr884fzLt84Zy4ZRZKQsjW02uqlVfoCpvK+0dfXdxZeir2w6WDu/w2zZLqd8EUBeuh9c6LaAACgAA20BwAKHv7YY66ZrA4uqGAdmkPHdJXBvUW5ecTRQgJ8qC7qSkAXb2Z/jkUxcm6k3Jxb8LDG3dePH5wYkf029edPbyQJFH47MnJPXtSL/1eXdUZLW3NtRfi45/ee1iWl3V5794rBw5XvfvU9TCrozXj9o0zv8U/vHqzpttTvbrKt8eid+Tm5FaWFF4/fPjcnt2vnnd2jVGU+fT+uTOn4uKuHjleUV7+xeFlp5wyFpc9daCzU2wG6Dunjx3fsf3i/n3nEhMKc/I+FqTvnU4+l5iw0WTaImnZ+A3rzu3edXRHbN37zmOorXj79PdrZ+Ljsx48ZrM/XaoPFeWPL104uTP28sFDT2+ntrV+fYx1DMOwv6ZnBeHm8EgZhOK8TMxcjVfa2egjZKEqPKIP2qDIGyyPdBCK3BphPnu63dzJZ8+e9Fy1JXit26n4oCdnE9KS4/JPRT5NCo+wmrpWt/8YPpQQEQEAHUDTDMFQ0EACAJw9fWGeKDqsgJKU0USeXl1vUCSf7OwOjfPnR6gnWI1hDpZGA8TnD+y/UE7ZQVPbXHl0bmYOALwuyA5ebGwyZJC16jBzKWnvOSbc268H55IWyylaDx/poKVqoSw3r79c2NrOTpmLnt1bO2/m3AHiNmrKZkOkvI3Mu3Z049BOowEDnSfq22uqLlFVmt1P+sTO3wAg1mfZdFFhx1E6jiO0FsoMDfVd/0WDn1g3U2uNKaXlnYOplhdkuOuqmysq2g5TmD9Q+lzSYe78ypJXy/TG2WioLtUa4aAz0mGElslgSYeJ86prGgHgxtF4Ww11MxlpK2UFYxnFfTs7h4JKS7nkNVF3kYLMYiWFmX37TBow7HHqV8YoxjAM+8t6VhCev34JIbRzlSUAQDvtY2BoPVhoqWJfb+2B8yR6mc+dc/LiFYRQSX5a4IYg00kWNrPHT1brdzxiVcGFfSW/x+ed3Hls3arpqkozdMbUlVYBAEkTNIfN0NBKdADA63eVU7Q1XAagWDkUqtnXWEFq5ODe4eGdXf4TnFYgm/9U9SiLaAmzNTFRGH5wW+zLnJxjkcGOKsNCfMMAgMOq9xip5TNt0bN7jwEg3NbMSnf62/o2ANjtbmYhp+C3wDL/RX7m3UsW8srbtiQAQFHaHY9Ro1fOs3n77l1L44cQszmLxpp0JXOE2VRreZWARbYPrt04s2uzjbZhyesaALh8KDHl7Pnyd5UZ9y6vGKUa4vpZ92CstsrV40b4W/t1n1lfW89mYM2U8b5GTlV1n1risBg4HbnabeScyxdTOoiOutoaNocEgNvH461Uhm/ftLW+obGmMs97+HD/JRs7KA4AuI1WWTrRKuNZJgBUvCq4d/oUh/PX7qsxDMO+rmcFIQAYjRk3RkOF+++rVRXa6uqWA/sv7CfmPs8MAIqyC3gQAhqW+67a7+tSenVf8mr3l7sPVZ5KiV0fICvbb4KNgWGE0cCpMtHxOwEASGCzGymyhfr40gIFEBt3bNl4tYvOU5Os5lipDQnfupUN0Arws+1Yurl7bLdpf9mDezo7L85LPWczVPXS6WsAcHS9p6WiZpjnioeXL2U/uOc3fbLN6EmtbAqAtJaSXGfr0UECAGRdPmwpN/zZo2cAELnEZMlw3agV/rlPHt0+c9LbQM/6Y0eRVaWZS2Tlg9x8uafRVFeVldo5LNyZ2B2bzBesnD3Hb85Ua82J545c7H6Eqaf3zxXqf+3S7S+OnKJq7OWHRa4K/mJ+jI2JvcECFvXprrLiVe4KvVG2o2cm74zNTn1waf8uR3nFyMBd3KWLZAZYa4wJ8/DNfPDkz18/DMOwH+txQRgTFe2/3BPY7Eunz4xUVxqJkJ+YuLeAwNJ+g24fP55XkDvFUJ8EiE7YFb/R5eLpTUm/rdzkYmdnN2O0u5LUaiH9y6ozn4+e8PsQVU+JxORdAMAwHA7ZDgBtHPLa2dPnd4b4zhvrpiMcM6ffbrN+YQZ8ATOlElfP2LttbU7B94Zu+Bpij5O52TD95o+9WMV72ZgqjvzQQrDa65aN1HQaO9Zr2mQ7zeH2I7TsNXVC3VYDQNqVQ4sk1S99HOJ83WxD5/HzSICGyleWskOWGRh4GE6009Rw0NG009IN9V7LLXZlT4jxQOXUB5+NFNHR1hjhYLZYRTvC1fNUQtwWk6k2OjNevy7vXmafj53ZMP3K91/2oHgradt8iWH372V0n1mW/2ypvPz24ITuM1MObHNUU/OaNtV9nK6txnB7Hc0lWqNvXuw8/qw71yOd7dzG6JpJy65Z4l71tSY2GIZhf0fPCkIGoKTx3fETSVM1VWcgFId4nqP+eX2UrveVO4hEFyDk4ujE+lg4cU+sxGR++50mSAvNSlJd2D5sIggaQJ+JIDQTeEye9FNcyNPAHeeFBgCwc1+2WEPg3Wopzra+kNiHSeSFI7wQg2AzghB0zWLAzKFD2stzfv5oW+qq3bRHeJp3ZlVh2i3vMaN8LL0AoLo4w0Zx6N6oT4PvNNTXcWgGAOKXWS5W06us+gAAtZVFLsqKW3w2AUDuvdPmUkOvnvx0P1f/4QPR2eUbZ+eSBaYq+l/UOV7eHW4kqZSR+QIAaGBtnGa4dcNnGdb0vtRVQ2258ZI/Hvw+V/NFGjNrWxq7z0w9mWA0QI47mnmXuOVOFjoLc8oqu+a8f1cJnyPpjp2Ws8wGK2Wkfn1EPQzDsL+sZwUh1wFvjxCEcviEX/EPKOTlKeDt9R7xV/KjQoTiEfrwOJVbLPnKcTQKzTwwWe2SuAk9aFYTmt2C9IleOq28Bo3IiOFTv412n+kcR7SGAS81VLsZwR4EkfxEBC+EI4hAEIVatg2AbQh28kSY8DxM/d6Yq19oqn3noqViozt9X0T4VrelLtpq8wbK37p+FwDel+c6qMg7jp1+JG5nytlT+zcGeM2YW1ZW0fShxG2Y/EbPcO4WjocGTBMZlHr3CQC8yrq9QKK/xxTj47/Fp5xK3ubh4mti0dDUBABFz+6YDpAI3xDbfe8M0354ld2CAfJ7QzcnhQX7TDEwGyq9xtnv/ftPg8ikHNqxoJ/SyeNXvjjy0pxHZgP6Ra39Yth04sRqB7OBciHu7mcS9mx0cM7LfgEAF7ZvMJWWXmVueSXpcEry0Q3mppsdXQHgzI5gU3mluDXrT/22O8bX3XXE8KBlq9n/yV7LMQzrmXpeEJLMtQkTihBq7MVXwtP3HRIp5xF4yctTIMDzGgmmIZRibEUByb0vDDnqszBJx7JO2QCQHoUMmgXHNvfRa5EwbBMdDWhEM3I4aMrpAAB4VvSu1F8MdiJIFILEQbC/P+wRhFhx2MUPeyQgURB2CrdEDWYVhP+pg72yJzpw9pRVs+aHuXmu0p/gpDe/9ePwBTcP7l42QddGRdlSTd1x1Ni4TREAcP/c8TkDBv1+9iq3TIjZVKcJ895VdN5gHQ8J9Bg/1lpV2UZdw1nP8FBc54jkF3ZuWSClcPfWvS/2/uTiCV/9MUs0dfyNTfduDvGfauA4Wv/Jw6fcpRRNxHjZm6loN7R8+fTzxv5tZtLDbl9L+WL+vRMHvMePtdPWtFJSsteb+a66DgCa6yuiXe1ddUZYDBtmq6XtoGv48G4aANw4EOutp2ulqmqjru40Vj9ufVAbB6cghmH/vJ4VhGwAaK9/rq70GqEyAZQlit72QvW9UD0vqhJCdYKoDqGzvXo3l5TVAQAAC8qusCM9GnRmAO88EFoAwubAbwNC5pT4XBCcCSiwaFY71AFAU2NV+/Z+RStEDlgpxFjIxFjKxppLR5mrb1+gHmk5YrOr1iUXRQhGHRem/PzRZty5nXoz5WVebk7G0zM7I1x1xx6N29u9QENdbcWbNx8qKlktna/WtbY05KWlUR+HRSzJe/Hm8zHlm+rrKspL697XsFif6kHrq6uKsnO/2gtq3fvqitevaYoBgPrq6pqqzx7RVZS+epWb/9W18jIyv7rB+vdVr8vKqt+8bW789NY8TdP11VVvy8oa6uo72j8N69PR1lr59m3Vm7d4CBsMw/5zelYQdgAHoGPnlLEWCJkivnkILUa9fBHfFoRCEQpHaDtCFwbIwPsP3DvC2vaytTvdxY340DKktFvE4CTPrCto8mE0LFBwwEok5IY0rfo8KbwFAABkkoukhqSU1LTVMsbrB86P7Wuxe6DNISn7lAEu9wVdL6hqW773Q8TZ6T95qAxwligNMuTlXaKhvkhxmNFg2YTwbf/BHrsxDMN6qp4VhEBTADAmLAl55qJQQCEkCm5CG2tQYBlamYu8U9HUEHH1+Y1tHQBtAHDkaDris+lreEvYtl7QpAhNuozGHes14mQvvVzhmXkCczOQ2qHZLie5rwZqTvNCtq/RLhDcCmgLoB2AYgBtA7QNUAwgt5y7GwayLv1sEAJAUeazlJMnTu7eeffC5e5dw2AYhmH/oB4WhAQAgNftcrSxnS8UREKBNwr4o4E/FkS2gXgs8EeDlPP5N81sgBYAuPKKpeaX1S8Cem0D/i3QKwREtsCgSODbAfyxwBMDaAuM21rYzgAAzN6Yilax0CYQC6RE15JCGwn+IEIgqLXf2g6+jTRay/5tzQzqis2/ev4YhmHYl3pWELJoCoB1IOMtci9HywH5NqPVNFoNaD2gTYDWAwoE5JKeWc0GaAKA+Px25JiJXFqQRyPvhndCYZUouBF5tSHvDuTTjlwZZEfohBS3EQDAWO4rQe5v0VrgXw8olORZD3wbOlBYPd8G4F8PKABcNwVA8Z5/+xpgGIZhn+lZQUgyFACZX/ZO3++4UfQzt+NFRnFPJmy6p7bqnuSKR8KezwQ9UvwPv2CRANBGQVtxG7kr5XXAiZd7n7S+bIX3HChvpfber3HZ/dw6JmPxtvSlcdlXMj4AsABYWU0dE0OeiCzNFl1R0Hv9yz4rc4XWvOizuqjfqjoUUI1cc089egKAO4zGMAz7tfSsIKQ4JHA4zRzIZUMNABugDaAS4EE77MiHOec7XFOauW0WCYpFAtnx5QbYAJ3zOgDqO6taAaAFoB0A9qSzxkbUTDkGc87BtOPs0YeZUTtgoFctcn2luqW2CqDjPzUQE4ZhGPYX9awgZBgGaIqimVYaWAAEAAnABmhnoJGE8iZ429SZUwxNATAcGjg0EABsGkgaGJphaIoE4ACwAVgAHACSBqApYGgAqOtgSt6TFa1Q0QYVrfC6Fd41Q+l7+nkVq/A9tw8X3PATwzDs19KzghDDMAzDvoCDEMMwDOvRcBBiGIZhPRoOwl9OfRP7QwOrpY3T3EbgCU94wtO/OnFqG9nv69v/7e/F/ywchL8WBmC2z2Vevfgh85MkjfCEJzzh6d+chsxPEpm8b4TNqYZm9o+/v/5n4SD8tVAUrbz4OBoUjobHIHU84QlPePpXp+ExaGiEiOHeD41/eJvs/xEchL+cG0/fHb5efC61/Nx9POEJT3j6V6fU8qO3Xp1LLf+3vxf/s3AQYhiGYT0aDkIMwzCsR8NBiGEYhvVoOAgxDMOwHg0HIYZhGNaj4SDEMAzDerT/A7NTO2K+VNyZAAAAAElFTkSuQmCC&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;&lt;p&gt;Le coursebook de l&#039;année précédente a déjà été distribué et peut être utilisé sur tous ces points.&lt;/p&gt;&lt;p&gt;Par ailleurs, un sujet en  apparence &quot;simple&quot; peut se révéler d&#039;une part plus ardu à traiter, et  d&#039;autre part susciter plus d&#039;attentes en matière de concision et de  précision qu&#039;un sujet en apparence plus complexe.&lt;/p&gt;&lt;p&gt;Enfin, chaque étudiant devra rendre par email une première version de l&#039;exposé au format ppt au plus tard pour le 25 novembre.&lt;br /&gt;&lt;/p&gt;</description>
		<pubDate>Mon, 15 Oct 2018 13:13:00 +0200</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
	<item>
		<title>Poids des notes, promo 2018</title> 
		<link>http://edu.hert.fr/index.php?article68/poids-des-notes-promo-2018</link>
		<guid>http://edu.hert.fr/index.php?article68/poids-des-notes-promo-2018</guid>
		<description>&lt;p&gt;Poids des différentes modalités d&#039;évaluation dans la note finale, avant arrondi&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;img 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&quot; alt=&quot;&quot; width=&quot;600&quot; /&gt;&lt;/p&gt;&lt;p align=&quot;right&quot;&gt;Source : promo 2018&lt;br /&gt;&lt;/p&gt;</description>
		<pubDate>Thu, 16 Aug 2018 17:04:00 +0200</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
	<item>
		<title>Travail terrain, version 2019</title> 
		<link>http://edu.hert.fr/index.php?article67/travail-terrain-version-2019</link>
		<guid>http://edu.hert.fr/index.php?article67/travail-terrain-version-2019</guid>
		<description>&lt;p&gt;Le travail terrain est une occasion unique pour l&#039;étudiant de pousser les portes dans son entreprise pour rencontrer les personnes qui &quot;touchent&quot; les outils dont nous parlons pendant le cours. Chaque année, les étudiants qui prennent la démarche à cœur font des &quot;découvertes&quot; intéressantes et rendent une bonne copie - qui en règle générale leur permet de bonifier leur moyenne.&lt;/p&gt;&lt;p&gt;Il m&#039;a été demandé d&#039;alléger le nombre de contrôles, et, compte tenu du constat précédent, plutôt que de supprimer le travail terrain, j&#039;ai décidé de le rendre facultatif. Mais, pour les étudiants qui le rendront, et si la note obtenue est supérieure à leur moyenne QCM + expose(s), alors elle comptera coefficient 2. Sachant que le QCM est toujours l&#039;épreuve la plus &quot;dure&quot; est où les notes peuvent plonger...&lt;br /&gt;&lt;/p&gt;&lt;p&gt;En clair, voilà les choix possibles : &lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Préparation d&#039;un exposé + QCM = moyenne des 2 notes. C&#039;est le minimum requis, l&#039;absence d&#039;un des 2 travaux est sanctionné par un zéro. &lt;br /&gt;Le QCM compte pour la moitié de la note finale&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Préparation d&#039;un exposé + préparation d&#039;un exposé BONUS + QCM = moyenne des 3 notes. &lt;br /&gt;Le QCM compte pour le tiers de la note finale&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Préparation d&#039;un exposé + QCM + travail terrain : &lt;br /&gt;&lt;ul&gt;&lt;li&gt;Si la note du travail terrain est inférieure à la moyenne des 2 notes Préparation d&#039;un exposé + QCM, alors on garde cette note. &lt;br /&gt;Le QCM compte pour la moitié de la note finale&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Si la note du travail terrain est supérieure à la moyenne des 2 notes Préparation d&#039;un exposé + QCM, alors la note terrain compte autant que cette moyenne (coefficient 2).&lt;br /&gt;Le QCM compte pour le quart de la note finale&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;Préparation d&#039;un exposé + préparation d&#039;un exposé BONUS + QCM + travail terrain : &lt;br /&gt;&lt;ul&gt;&lt;li&gt;Si la note du travail terrain est inférieure à la moyenne des 3 notes Préparation d&#039;un exposé + préparation d&#039;un exposé BONUS + QCM, alors on garde cette note&lt;br /&gt;Le QCM compte pour le tiers de la note finale&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Si  la note du travail terrain est supérieure à la moyenne des 3 notes Préparation d&#039;un exposé + préparation d&#039;un exposé BONUS + QCM, alors la note terrain compte comme 2 notes (coefficient 2)&lt;br /&gt;Le QCM compte pour le cinquième de la note finale&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Cela annule et remplace pour la session 2019, la partie &quot;Généralités&quot; du chapitre &quot;Modalités de contrôle&quot; à la page 10 du course book.&lt;br /&gt;&lt;/p&gt;</description>
		<pubDate>Thu, 16 Aug 2018 16:16:00 +0200</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
	<item>
		<title>Session 2019 de &quot;Acheter et vendre à l&#039;étranger&quot;</title> 
		<link>http://edu.hert.fr/index.php?article66/session-2019-de-acheter-et-vendre-a-l-etranger</link>
		<guid>http://edu.hert.fr/index.php?article66/session-2019-de-acheter-et-vendre-a-l-etranger</guid>
		<description>&lt;p&gt;Il y aura bien une 9&lt;sup&gt;ème&lt;/sup&gt; session de &quot;Acheter et vendre à l&#039;étranger&quot;. Elle ressemblera à celles qui l&#039;ont précédées en 2018 et 2017, mais avec une différence notable : elle favorisera les étudiants intéressés par la matière ! .&lt;br /&gt;&lt;/p&gt;&lt;p&gt;  Commençons d&#039;abord par ce qui ne change pas : la session 2019 se compose&amp;nbsp;d&#039;un cours 0 (écourté) et de 7 demi journées :   &lt;/p&gt;  &lt;ul&gt;&lt;li&gt;  11/09/2018 après-midi 16h/17h : 0 - présentation du module, &lt;span style=&quot;text-decoration: line-through;&quot;&gt;sujets d&#039;exposés et méthodologie&amp;nbsp;  &lt;/span&gt;&lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  07/01/2019 matin 9h/12h : 1 - modules I (change comptant) et II (SEPA) &amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  11/01/2019 matin 9h/12h : 2 - modules III (financements) et IV (moyens de paiements internationaux, 1ère partie)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  04/02/2019 après-midi 14h/17h : 3 - modules V (change à terme) et VI (moyens de paiements internationaux, 2ème partie)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  08/02/2019 après-midi 14h/17h  : 4 - modules VII (change/exercices) et VI (moyens de paiements internationaux, 3ème partie)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  04/03/2019 matin 9h/12h : 5 - modules VII (change/exercices) et VIII (garanties et crédits documentaires)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;
  08/03/2019 matin 9h/12h : 6 - modules VIII (garanties et crédits 
documentaires, suite), VII (change/exercices) et XI (moyens de paiements
 internationaux)&amp;nbsp;  &lt;br /&gt;  &lt;/li&gt;&lt;li&gt;  01/04/2019 après midi 14h/17h : 7 -
 modules VIII (garanties et crédits documentaires, fin), VII 
(change/exercices) et clôture  &lt;/li&gt;&lt;/ul&gt;  &lt;p&gt;Dans le contenu des demi journées, je vais me laisser des latitudes pour faire &quot;bouger&quot; des modules : &lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;je vais garder des moments pour parler de l&#039;actualité du marché des changes&lt;/li&gt;&lt;li&gt;je vais réduire le temps passer à faire des maths - les étudiants devront compter plus sur eux&lt;/li&gt;&lt;li&gt;je vais introduire de nouveaux sujets, en particulier pour étendre le module aux moyens de paiement &quot;monétiques&quot;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Les 
pré-requis sont inchangés : chaque étudiant doit se procurer le livre de
 Y. Simon &quot;Finance internationale&quot; et lire certains chapitres - se 
référer &lt;a href=&quot;http://edu.hert.fr/index.php?article29/acheter-et-vendre-a-l-etranger-pre-requis&quot; title=&quot;ici pour la 10ème édition&quot;&gt;ici pour la 10&lt;sup&gt;ème&lt;/sup&gt; édition&lt;/a&gt;  (ISBN 978-2717856712) ou &lt;a href=&quot;http://edu.hert.fr/index.php?article48/pre-requis-actualisation-11eme-edition-de-finance-internationale&quot; title=&quot;là pour la 11ème&quot;&gt;là pour la 11&lt;sup&gt;ème&lt;/sup&gt;&lt;/a&gt; (ISBN 978-2717866025), ainsi que les objectifs pédagogiques. &lt;br /&gt;&lt;/p&gt;&lt;p&gt;Les modalités de contrôle évoluent :   &lt;/p&gt;&lt;ul&gt;&lt;li&gt;  l&#039;exposé est obligatoire, à rendre en décembre - je vais conserver le principe de l&#039;exposé bonus (qui permet à un étudiant de prendre un second sujet parce qu&#039;il a été bon sur le premier - et lui donne donc une seconde note)&lt;br /&gt;&lt;/li&gt;&lt;li&gt;le contrôle de type QCM aura lieu après le dernier cours - il est aussi obligatoire, et en cas d&#039;absence justifié, il sera à rattraper&lt;br /&gt;&lt;/li&gt;&lt;li&gt;le &lt;a href=&quot;http://edu.hert.fr/index.php?article47/travail-terrain&quot; title=&quot;travail terrain&quot;&gt;travail terrain&lt;/a&gt;  devient facultatif, il sera à rendre pour fin mai au plus tard &lt;/li&gt;&lt;/ul&gt;Et il y aura des exercices à préparer à la maison entre chaque cours, &lt;strong&gt;mais le corrigé ne sera plus détaillé en cours&lt;/strong&gt; !&lt;br /&gt;</description>
		<pubDate>Thu, 16 Aug 2018 15:59:00 +0200</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
	<item>
		<title>Histoire de promos</title> 
		<link>http://edu.hert.fr/index.php?article65/histoire-de-promos</link>
		<guid>http://edu.hert.fr/index.php?article65/histoire-de-promos</guid>
		<description>&lt;p&gt;Voilà maintenant 8 ans que j&#039;anime le cours de finance internationale sous titre &quot;acheter et cendre avec l&#039;étranger&quot;, je l&#039;animerai encore pour la prochaine année universitaire - et après on verra. Mais d&#039;ores et déjà j&#039;aimerais tirer un bilan.&lt;/p&gt;&lt;p&gt;Tout d&#039;abord, cette expérience a été enrichissante pour moi. Construire un cours de finance et y intéresser des étudiants est un challenge de tous les instants et j&#039;ai du beaucoup m&#039;investir pour tirer le cours vers le haut et rester à la page. De ce côté là, je ne regrette rien.&lt;/p&gt;&lt;p&gt;Ensuite, j&#039;ai pu prendre conscience du niveau réel de nos étudiants en master II. Sur certains points, il n&#039;est pas élevé et constat encore plus alarmant, il baisse. Il y a un paradoxe entre la volonté &quot;politique&quot; d&#039;avoir des jeunes plus diplômés et la réalité, quand bien même ces jeunes voudraient toujours en savoir plus. Mais ce savoir demandé doit être tourné sur la consommation immédiate, ce qui est une hérésie, car la vie professionnelle est longue. Sur cet aspect là, le rôle d&#039;enseignant est donc d&#039;une certaine façon ingrat...&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Enfin, la loi des 3 tiers dans une promo de génération Z est bien respectée : &lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;le premier tiers sait pourquoi il est là, ce qu&#039;il veut et s&#039;en donne les moyens - et ça paye, puisque ce étudiants trouvent de l&#039;intérêt à ma matière et ont de bonnes notes&lt;/li&gt;&lt;li&gt;le second tiers ne sait pas forcément pourquoi il est là et où il va, mais faisant bon cœur contre mauvaise fortune, il y va quand même et ça passe (même si c&#039;est de justesse)&lt;br /&gt;&lt;/li&gt;&lt;li&gt;le dernier tiers, lui, n&#039;y va pas (pas d&#039;intérêt, flemme ! ) et du coup ça ne lui tombe pas tout cuit - il ne retrouve pas assez les manches et donc ça ne paye pas&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Je kiffe l&#039;investissement du premier tiers dans la matière que j&#039;enseigne et c&#039;est très gratifiant. Il me faut juste accepter de ne pas être trop exigent et de s&#039;en contenter.&lt;br /&gt;&lt;/p&gt;</description>
		<pubDate>Thu, 16 Aug 2018 13:39:00 +0200</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
	<item>
		<title>La folie du bitcoin : à durée limitée, selon les économistes</title> 
		<link>http://edu.hert.fr/index.php?article64/la-folie-du-bitcoin-a-duree-limitee-selon-les-economistes</link>
		<guid>http://edu.hert.fr/index.php?article64/la-folie-du-bitcoin-a-duree-limitee-selon-les-economistes</guid>
		<description>&lt;p&gt;Le décryptage éco, France Info, Fanny Guinochet, 30/11/2017&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;hr /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Cette monnaie a vu son cours s’envoler ces derniers jours pour atteindre un taux de change supérieur à 11 000 dollars, mercredi 29 novembre, alors qu&#039;en 2011, le bitcoin valait à peine un dollar. Un succès, mais pour combien de temps&amp;nbsp;?&lt;/p&gt;&lt;p align=&quot;center&quot;&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;&lt;p&gt;Le bitcoin est une monnaie virtuelle que tout le monde peut acheter en quelques clics sur internet. Avec des bitcoins, vous pouvez faire des achats sur le web dans de nombreux pays et sur de nombreux sites, comme Expedia ou Showroomprivé.&amp;nbsp; Cette monnaie n’a pas d’existence en papier ou pièces. Elle a été inventée en 2009, par un informaticien, et elle est gérée par un algorithme. Cet algorithme a été programmé pour effectuer les transactions en bitcoin. Il a surtout limité le nombre d’unités de bitcoins à 21 millions et pas plus.&lt;/p&gt;&lt;h3 class=&quot;subheader&quot;&gt;Un engouement massif&lt;/h3&gt;&lt;p&gt;Pendant longtemps, le bitcoin était juste utilisé par une poignée de geeks, c’est à dire les fans de technologie, mais ces derniers jours, de plus en plus de gens en veulent. Il y a un engouement réel pour cette nouvelle monnaie, surtout que des fonds d’investissements reconnus ont annoncé qu’ils allaient bientôt lancer des produits financiers en bitcoins. De quoi donner du crédit, une légitimité à cette monnaie.&amp;nbsp;La demande augmente alors que l’offre va être limitée, il n’en faut pas plus pour faire flamber le cours.&lt;/p&gt;&lt;h3 class=&quot;subheader&quot;&gt;Une monnaie&amp;nbsp;gérée par les internautes&lt;/h3&gt;&lt;p&gt;Mais c’est une monnaie qui s’est développée en dehors des circuits bancaires classiques. Elle n’a pas de cours légal, elle n&#039;est pas régie par une banque centrale ou par un gouvernement. C’est une monnaie qui sort de l’État, une monnaie privée, un peu comme les compagnies aériennes ont créé les miles. Là, la monnaie est gérée par une vaste communauté d&#039;internautes.&lt;/p&gt;&lt;h3 class=&quot;subheader&quot;&gt;Un investissement à risque&lt;/h3&gt;&lt;p&gt;Du coup, le bitcoin est aussi une monnaie propice aux activités illégales. C’est donc un investissement risqué. D’autant plus qu’on l’achète en ce moment pas tellement pour faire des achats sur Internet mais plutôt dans l’espoir de faire fortune en quelques clics. C’est volatile. C’est devenu l’instrument de spéculation par excellence, ce qui crée une bulle spéculative mondiale qui risque, comme toutes les bulles, de finir par un krach. Les économistes mettent en garde : son cours risque de s’effondrer très vite et faire un paquet de déçus.&lt;/p&gt;</description>
		<pubDate>Thu, 30 Nov 2017 13:00:00 +0100</pubDate>
		<dc:creator>Claude</dc:creator>
	</item>
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