tag:blogger.com,1999:blog-24486329280028892052024-03-05T19:53:55.213+01:00Mali au cdi et son "réservoir à savoir" (spécial dédicace à tibouline)En documentation, tout est tellement flou que rien n'est impossiblemalihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.comBlogger287125tag:blogger.com,1999:blog-2448632928002889205.post-88705666570707820112017-09-03T13:50:00.001+02:002017-11-05T21:46:01.440+01:00escape game au CDIla fin de l'année dernière a été l'occasion d'évaluer ludiquement les acquis de l'EMI 6eme (rebaptisée info-doc cette année). J'ai donc fabriqué, avec la complicité d'un prof de SVT un peu barré de mon collège, un escape game. J'ai imaginé 2 scenarii car les classes sont divisées en 2 groupes (les 2 groupes d'une classe n'ont pas eu le même scenario). Les élèves ont adoré, les collègues testeurs aussi! J'avais quelques appréhensions liées à certains élèves qui auraient pu profiter du fait que je ne puisse pas bouger (d'après le scenario). Certains élèves en ont profité mais pas ceux que je croyais...prévoir un assistant d'éducation peut être utile!<br />
J'ai eu pas mal de boulot en amont : sacrifier de vieux livres pour les transformer en livres creux (de la colle, un cutter et du film alimentaire), fabriquer les indices et surtout, faire les vidéos sans être morts de rire! J'ai fait le montage avec <a href="http://www.videosoftdev.com/fr" target="_blank">VSDC</a> free video editor (qui, comme son nom ne l'indique pas totalement, à l'avantage d'être très bien, gratuit et en français)<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table cellpadding="4" cellspacing="0" style="width: 100%px;">
<colgroup><col width="256*"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="100%"><div align="center">
<span style="font-size: medium;">Escape
game au CDI</span></div>
</td>
</tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>objectif</b> :
évaluer de manière ludique les acquis des élèves en éducation
aux médias et à l'information</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>scénario</b> :
un professeur de SVT, devenu fou, contamine les élèves grâce à un
gaz à l'odeur « bubble gum » pulvérisé dans le sas d'entrée du
CDI. Les élèves ont 30 minutes pour trouver l'antidote avant d'être
transformés en zombies baveux et boutonneux.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
L'antidote a été
rangé, par le prof de SVT, dans un coffret avec cadenas.
Heureusement, la courageuse prof doc a réussi à subtiliser le
coffre et la clé. Elle les a cachés dans le CDI en laissant des
indices.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Furieux de cette
trahison, le prof de SVT inocule un virus à l'intrépide prof doc.
Celui-ci la paralyse presque entièrement dès qu'elle entre en
contact avec la chaise de son bureau. Elle arrive juste à bouger les
mains et, au bout d'efforts surhumains, peut aider les élèves en
leur donnant quelques indices supplémentaires grâce au
vidéoprojecteur.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Pour les élèves, <b>3
étapes</b> :
</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
trouver la
cachette du coffret
</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
trouver
comment ouvrir la cachette du coffret</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
trouver la
clé du coffret pour obtenir l'antidote</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>énigmes
dispersées dans le CDI</b> (à plastifier):</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
sudoku avec
cases fluo 9441</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg06pdcgP6LPDGDxdTu5OZ43hcSmhMkeVjYNcpiAqQkQjUETSYZ4RPXLT6HHe-QDhFZHit0kAB0dhkhTUkGDMVCh9ZVqJ1jDPQ9njtTnyazZv-mx_p_Pr7RuHluQ9vmAqzyEbztdMQfU-V-/s1600/grille-sudoku.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="230" data-original-width="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg06pdcgP6LPDGDxdTu5OZ43hcSmhMkeVjYNcpiAqQkQjUETSYZ4RPXLT6HHe-QDhFZHit0kAB0dhkhTUkGDMVCh9ZVqJ1jDPQ9njtTnyazZv-mx_p_Pr7RuHluQ9vmAqzyEbztdMQfU-V-/s1600/grille-sudoku.gif" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
lettres dans
les casiers du sas d'entrée du CDI – RESVLA - +autres lettres au hasard</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
faux livre
documentaire creux avec cote et couverture 944,1 LAR (supprimer
l'exemplaire et la notice de BCDI après impression)</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
message codé
à partir du code César (alpha+3 – A=D, B=E,…). code expliqué
dans « des livres et des espions », science et vie
junior HS 026 p.16 . Ajouter la cote du livre (<span style="background: #99ff66;"> </span>510 NOM 026) au message codé</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
mot-croisé
avec fiction, colonne, information, onglet, photographie, vampire,
source, périodique, documentaire, titeuf</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6TfdtFwLnm77x6n8y7KT70l135c46savqvc10r3yQyRZHsgxDmguRfAQHam84onx_DiL-wzu26k3SbLYxtjssaX3ogjQojdFqfIqnsReiF2OXHiBLhsONCDQBuAt5jPeRBLVKEZLwSg7I/s1600/mots+crois%25C3%25A9s.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="509" data-original-width="529" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6TfdtFwLnm77x6n8y7KT70l135c46savqvc10r3yQyRZHsgxDmguRfAQHam84onx_DiL-wzu26k3SbLYxtjssaX3ogjQojdFqfIqnsReiF2OXHiBLhsONCDQBuAt5jPeRBLVKEZLwSg7I/s320/mots+crois%25C3%25A9s.png" width="320" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
faux livre de
fiction creux avec cote et couverture R HUG (supprimer l'exemplaire
et la notice BCDI après impression)</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
10 bandes
couleurs Dewey avec ORIENTATION-CHIMIE</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
10 bandes
couleurs Dewey avec PERIODIQUE-LUCIEN</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>vidéos
introductive</b><b>s</b> explicatives à diffuser après l'appel :</div>
<ol>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
prof de SVT
explique odeur = gaz toxique = zombie dans 30 minutes, antidote en
sécurité dans un joli petit coffret</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
fin de la
1ere vidéo rire sardonique</div>
</li>
</ul>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
prof doc
explique : vol de l'antidote dans le coffret, caché quelque
part dans le CDI avec des indices pour retrouver le coffret
(préciser table et chaise)</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
fin de la
vidéo : panique, prof de SVT rentre dans la salle</div>
</li>
</ul>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
prof de SVT
explique que, pour punir la trahison de la prof doc, il a piégé la
chaise de son bureau et qu'elle est désormais paralysée. Lancement
du compte à rebours 30 minutes</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
fin de la
vidéo mouahahahahah rire sardonique</div>
</li>
</ul>
</li>
</ol>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>ajouter du texte</b>
pour expliquer que la paralysie n'est pas totale et que la prof doc
peut bouger les mains (ajouter un son type buzzer pour informer les
élèves de l'apparition d'aide au vidéoprojecteur)</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<b>vidéos
stressantes</b> de quelques secondes du prof de SVT pour faire monter
la pression toutes les 5 minutes:</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
faire le
bruit de la montre « tic-tac » en riant</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
« l'heure
tourne », cri de zombie puis rire</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
lecture du
livre « diable, zombies, monstres et compagnie » de
Philippe Lécuyer p.28</div>
</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheSdlptIrxWS0bu4oO312KPZA11Mock4acdlDG0ih-AaU_29M-_xZjx1BM0C-IohDPLdbeOYb29FzaqOPRNjUSdtcUg4VCbC_-Ik7cCoH8YOO5H0GklwvM4fnIMm8LbCcuK6wXOPutoEqb/s1600/extrait+diable+zombies+monstres+et+compagnie.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="337" data-original-width="849" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheSdlptIrxWS0bu4oO312KPZA11Mock4acdlDG0ih-AaU_29M-_xZjx1BM0C-IohDPLdbeOYb29FzaqOPRNjUSdtcUg4VCbC_-Ik7cCoH8YOO5H0GklwvM4fnIMm8LbCcuK6wXOPutoEqb/s320/extrait+diable+zombies+monstres+et+compagnie.jpg" width="320" /></a></div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
« on se
calme, c'est pas si terrible de devenir un zombie ! Au début,
j'avais pensé à une transformation en blob fish... »</div>
</li>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
« bah
alors, on cherche toujours l'antidote ? Je vais vous aider…
ah ah ah »</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table cellpadding="4" cellspacing="0" style="page-break-before: always; width: 100%px;">
<colgroup><col width="256*"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="100%"><div align="center">
<span style="font-size: medium;">scénario
1 :</span></div>
</td>
</tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<ul>
<li>appel puis diffusion de la vidéo<br />
</li>
</ul>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
sous une
chaise : plan des casiers du sas avec code donne : blanc
LAR</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
sous une table :
sudoku donne : 944,1</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= cote du livre
documentaire creux</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
dans le
livre : clé 1 + message codé grâce au livre de cryptographie
(cote écrite clairement sur le message codé)</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= clé du coffret
inutile tant que le coffret n'est pas trouvé</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= message codé
donne : SALLE INFORMATIQUE-CLAVIERS</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
salle
informatique : sous les 10 claviers, 10 papiers colorés avec
lettres aux extrémités</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= les mettre dans
l'ordre de la classification Dewey donne : ORIENTATION –
CHIMIE</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
dans le
casier CHIMIE du kisoque ONISEP, clé 2 scotchée en haut du casier</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= clé du tiroir</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
> trouver à quoi
sert la clé 2</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= tiroir du bureau</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
> ouvrir le
tiroir
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= trouver le coffret</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
> utiliser la clé
1</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= manger l'antidote (carambar)</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table cellpadding="4" cellspacing="0" style="page-break-before: always; width: 100%px;">
<colgroup><col width="256*"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="100%"><div align="center">
<span style="font-size: medium;">scénario
2 :</span></div>
</td>
</tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<ul>
<li>appel puis diffusion de la vidéo
</li>
</ul>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
sous une
chaise : mots croisés donne : R HUG
</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= cote du livre de
fiction creux</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
dans le
livre : clé 1 + plan du sas avec code</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= clé du coffret
inutile tant que le coffret n'est pas trouvé</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= plan du sas
donne : RESERVE</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
dans la
réserve : affiche qui dit « PO<u>S</u>EZ LE PAPILL<u>O</u>N
S<u>UR</u> LES CA<u>I</u>LLOU<strike><u>S</u></strike>X »
allusion au sticker collé sur l'interrupteur qui représente un
papillon et des rochers
</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= poser le papillon
sur les rochers donne : éteindre la lumière</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
dans le noir
les lettres (ici soulignées) sont fluorescentes (peinture
fluorescente rouge sur texte écrit en rouge)</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= lettres
fluorescentes donnent : SOURIS</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
salle
informatique : sous les 10 souris, 10 papiers colorés avec
lettres aux extrémités</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= les mettre dans
l'ordre de la classification Dewey donne : PÉRIODIQUE –
LUCIEN</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<ul>
<li>
<div style="line-height: 100%; margin-bottom: 0cm;">
dans le
casier LE PTIT LUCIEN (journal du collège) du meuble à
périodiques, clé 2 scotchée en haut du casier</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0cm;">
= clé du tiroir</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
> trouver à quoi
sert la clé 2</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= tiroir du bureau</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
> ouvrir le
tiroir
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= trouver le coffret</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
> utiliser la clé
1</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
= manger l'antidote</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dynBcidvSv6PvQcKB825DgpMC-2wJNgW3ineqnIJkkI3n_d_AIW1AAPmY6oSw2zP_lqq-0IhnmsDTSZ9QpwEA' class='b-hbp-video b-uploaded' frameborder='0'></iframe><br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<br />malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com3tag:blogger.com,1999:blog-2448632928002889205.post-69823067369269585342016-11-16T23:14:00.002+01:002016-11-16T23:14:38.058+01:00EMI 4fin du marathon publication! Voici la séance 4 d'EMI 6ème!<br />
<br />
on commence la séance par les rituels d'entrée et la vérification du travail à faire... la notice d'e-sidoc<br />
l'objectif est atteint : les élèves ont repérés les informations dans la notice et on exploré e-sidoc en même temps. J'ai même deux élèves qui sont venus avec une liste de livres qu'elles veulent lire (les filles en chocolat, évidemment!).<br />
<br />
une fois la correction par les pairs faite, distribution de la 1ere fiche qui se veut un rappel/bilan des notions vues dans la 2eme partie de la séquence : rubrique, sous-rubrique, onglet, colonne. Je ne mets pas les fiches car il y a beaucoup d'info concernant mon collège.<br />
<ul>
<li>Il faut retrouver la notion à partir de sa définition (que j'ai un peu corsée...😈) </li>
</ul>
Partie d'un site internet portant un titre et contenant des articles sur un sujet : _ _ _ _ _ _ _ _ _<br /> Partie plus restreinte d’une rubrique, portant elle-aussi un titre : _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _<br /> Partie d'un site donnant l'accès à plusieurs documents à travers une seule fenêtre. Elle se caractérise par une étiquette en relief portant un titre : _ _ _ _ _ _ _ _ _ _ _ _ _ _<br /> Division verticale d'une page : _ _ _ _ _ _ _ _ _ _ _ _ _<br />
<ul>
<li>puis exercice de repérage de l'information/coloriage en identifiant sur 2 pages d'accueil de sites connus (e-lyco et e-sidoc) pendant 15 minutes: </li>
</ul>
Sur les deux exemples de sites internet ci-dessous, colorie en rouge
les rubriques, en vert les sous-rubriques, en jaune les onglets et
encadre en bleu les colonnes<br />
<ul>
<li> enfin correction par les pairs et au vidéoprojecteur.</li>
</ul>
La séance se termine sur l'annonce du devoir maison de fin de séquence qui, après les explications, suscite l'envie des élèves...Je n'ai pas encore de retour à montrer mais voici l'énoncé et la grille d'évaluation que j'ai voulu simple :<br />
<br />
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<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
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<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
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<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 107%;">Séquence 1 : évaluation </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 107%;">Devoir maison : transforme-toi
en créateur de site Internet</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 107%;">Sur une feuille au format A4 (feuille
d’imprimante ou feuille de classeur), tu devras créer la page d’accueil d’un
site Internet imaginaire qui parlera d’une de tes passions (par exemple un sport,
un chanteur, un animal, tout ce qui te passionne)</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 107%;">Cette page d’accueil doit présenter
un titre et des rubriques (et/ou sous rubriques) organisées, des illustrations (vidéos, images, audio,...),
des « widgets » (moteur de recherche interne, compteur de visite …).</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt; line-height: 107%;">Critères d’évaluation à découper
et coller au dos du travail avec vos noms, prénoms, classe et groupe : </span></div>
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<br /></div>
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<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 410.85pt;" valign="top" width="548">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
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<span style="font-size: 12.0pt;">Auto-évaluation</span></div>
</td>
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<span style="font-size: 12.0pt;">Évaluation du professeur</span></div>
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<span style="font-size: 12.0pt;">Le site a un nom / un titre</span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.15pt;" valign="top" width="64">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 410.85pt;" valign="top" width="548">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Les rubriques principales sont organisées
et présentées au même niveau de lecture</span></div>
</td>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.15pt;" valign="top" width="64">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 410.85pt;" valign="top" width="548">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Les titres des rubriques principales
correspondent au titre, et décrivent explicitement le contenu (fictif)
correspondant</span></div>
</td>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.15pt;" valign="top" width="64">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 410.85pt;" valign="top" width="548">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Aspect « design » (cohérence des
couleurs, polices, taille de police…)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<br /><br />
hâte de voir le résultatmalihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-81132664439333175532016-11-16T22:09:00.000+01:002016-11-16T23:20:39.128+01:00EMI 3la 3ème séance d'EMI avec les 6ème : <br />
<div class="detail_activite_complete wysiwyg clearfix">
<br />
toujours les mêmes rituels d'entrée puis<br />
<ul>
<li>reprise de l'organisation du porte-vue. Et oui, chaque année, j'oublie que les 6èmes ne sont PAS organisés du tout!!! Mettre les feuilles les une après les autres est compliqué donc, au vidéoprojecteur, on reprend l'organisation du porte-vue dans l'ordre (ma progression est dans un seul document texte) de distribution des feuilles.</li>
<li>retour les obligations en tant que collégiens : avoir son matériel, faire les devoirs et, fallait bien que ça arrive, distribution des 1eres punitions pour oubli de porte-vue</li>
</ul>
<ul>
<li>distribution des 2 fiches élèves pour aborder la hiérarchie de l'information sur e-lyco et e-sidoc (rubrique, sous-rubrique, onglets, colonne)</li>
</ul>
<div style="text-align: center;">
<div style="margin: 8px 0px 4px;">
<a href="http://www.calameo.com/books/000054459281c26e8bf14" target="_blank">Emi Seq1 Séance2</a></div>
<iframe allowfullscreen="" allowtransparency="" frameborder="0" height="300" scrolling="no" src="//v.calameo.com/?bkcode=000054459281c26e8bf14&mode=mini" style="margin: 0 auto;" width="480"></iframe><br />
<div style="margin: 4px 0px 8px;">
<a href="http://www.calameo.com/" target="_blank">Lire plus de publications sur Calaméo</a><br />
<br />
<ul style="text-align: left;"><ul>
<li>dans un premier temps, nous abordons la différence entre la partie publique et le mode privé au tableau.</li>
<li> Ensuite, exercices d'observation pour ajouter les notions de rubriques, sous-rubriques et onglets pendant 10 minutes (j'ai allumé les ordis avant😃) par groupe de 2 dont, forcément, un a activé son compte sur l'ENT et a son mot de passe !</li>
<li>retour sur les plateau central pour la correction au tableau et correction par les pairs : </li>
<ul>
</ul>
</ul>
</ul>
<div style="text-align: left;">
↠partie a : 6 rubriques principales, 9 sous-rubriques dans la rubrique collège, et y a plein de sous-rubriques intégrées dans la page d'accueil de la rubrique CDI. la barre horizontale rouge est vide</div>
<div style="text-align: left;">
↠partie b : 7 rubriques principales donc 1 rubrique est apparue, la rubrique "Classe" dans laquelle on trouve des documents qui sont destinés uniquement à la classe. La barre horizontale rouge s'est remplie des onglets du menu</div>
<ul style="text-align: left;"><ul><ul>
</ul>
<li>lecture du paragraphe sur e-sidoc et brainstorming pour remplir les blancs :<i> </i></li>
<ul>
</ul>
</ul>
</ul>
<div style="text-align: left;">
<i>↠e-sidoc est un <u>portail documentaire</u></i> . Je ne reste pas trop sur la notion qui n'est pas mon objectif d'apprentissage. J'utilise l'image du portail dans la vie réelle, une grande porte qui donne accès à plein de chose : la cours, la maison, la niche du chien, le trampoline,...(les élèves ont beaucoup d'imagination!)</div>
<div style="text-align: left;">
<i>↠il fonctionne comme un <u>moteur de recherche</u></i>. Là encore, je passe rapidement sur la notion qui sera revue plus tard (c'est mon dada). les élèves ont un peu de mal à sortir le mot, j'ai presque toujours eu droit à "Google", "Internet", "navigateur", "mozilla". Ils ne maîtrisent pas du tout le concept derrière le mot!<i> </i></div>
<div style="text-align: left;">
<i>↠sauf qu'il recherche dans les documents physiques (<u>fictions, documentaires et revues</u>)</i>. J'explique rapidement le mot "physique" par "ce qu'on peut toucher". Les trois types de documents ressortent assez rapidement quand je leur rappelle qu'on les a colorié sur le plan du CDI (FAIRE DU LIEN ENTRE LES COURS).</div>
<ul style="text-align: left;"><ul><ul>
</ul>
<li>je projette le chemin d'accès à e-sidoc depuis l'ENT (dans la rubrique CDI ou, en mode connecté, dans la barre d'onglets rouge) et, sous les yeux émerveillés des élèves, apparaît e-sidoc. Les carrousels font leur petit effet! nous observons ensemble la page d'accueil et en déduisons le nombre de colonne (<u>3</u>) assez facilement. trouver les onglets est plus compliqué à cause de la taille de l'écran (je ne veux pas trop zoomer pour ne pas donner d'indications sur mes petits onglets). "mon" e-sidoc étant très simple, les deux onglets s'appellent <i><u>Carrousels</u></i> et <i><u>actualités</u></i></li>
</ul>
<li>fin de la séance : je donne les leçons pour la prochaine séance : faire l'exercice de "dissection" de la notice d'un livre sur e-sidoc<i><u> </u></i></li>
</ul>
<div style="text-align: left;">
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</div>
</div>
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malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-27418803344177994102016-11-16T18:44:00.003+01:002016-11-16T18:45:26.104+01:00EMI 2oui, bon, c'était long mais...(fin du suspens) voici la séance 2 :<br />
<br />
déroulement :<br />
<ul>
<li>comme d'hab', j'accueille les élèves à l'extérieur du CDI pour la mise en rang, ils sortent leurs affaires (je les énumère toujours : porte-vue, carnet de liaison, agenda, trousse, crayons de couleurs/feutres, "non, pas la règle" etc).</li>
</ul>
<ul>
<li>les élèves se replacent sur les tables et c'est parti pour l'appel en ligne (j'ai aussi un cahier d'appel perso avec trombinoscope pour pouvoir les repérer plus facilement, noter les oublis, etc). Nous reprenons <a href="https://www.blogger.com/null" target="_blank">les fiches de cours de la 1ère séance</a> </li>
<div style="text-align: center;">
<div style="margin: 8px 0px 4px;">
<a href="http://www.calameo.com/books/000054459feea13cea469" target="_blank">Séance 1</a></div>
<iframe allowfullscreen="" allowtransparency="" frameborder="0" height="300" scrolling="no" src="//v.calameo.com/?bkcode=000054459feea13cea469&mode=viewer&view=scroll" style="margin: 0 auto;" width="480"></iframe><br />
<div style="margin: 4px 0px 8px;">
<a href="http://www.calameo.com/" target="_blank">Lire plus de publications sur Calaméo</a></div>
</div>
</ul>
<br />
<ul>
<li>1ère chose : vérification des devoirs qui étaient à faire. 1er choc dans beaucoup de groupes : les leçons sont obligatoires! En primaire, dans mon bassin (peut-être dans d'autres), les leçons sont facultatives, ils s'agit en général d'approfondissements (merci le conseil école-collège pour l'info). Donc là, pour les élèves, c'est la cata. J'explique mon système de punition pour travail non fait ou oubli de matériel (rédaction de 5 à 25 lignes sur la vie d'un auteur célèbre - dont je donne le nom). Évidemment, pour la séance 2, c'est l'avertissement...les punitions seront pour la prochaine fois. La page de présentation est faite, en général, mais pas le plan du CDI...</li>
<li>correction du plan du CDI par les pairs (grands mots pour dire que le voisin corrige le travail) et diaporama de correction progressive projeté au vidéoprojecteur.</li>
<li>les nuages de mots-clés : par groupe, les élèves réalisent des nuages de mots-clés commencés à <a href="http://maliaucdi.blogspot.fr/2016/09/emi-1.html" target="_blank">la séance dernière</a> à partir du site nuagesdemots.fr. Ce travail nécessite beaucoup de temps car il faut tenir compte du facteur informatique 😒. les élèves exportent leurs productions en jpg et l'enregistrent sur le réseau</li>
<li>la séance se finit par une projection des nuages de mots clés, chaque groupe défend son travail (choix de forme, police, sens d'écriture,...) devant le reste des élèves. Les élèves sont souvent négatifs quand il s'agit de critiquer le travail des autres donc la règle de prise de parole est simple : un élément positif et un négatif qui doivent être différents de ceux déjà exposés</li>
</ul>
pas de leçons pour la séance 3<br />
<br />
analyse : j'ai du mal à voir l'intérêt des nuages de mots-clés, au-delà de l'outils...Les élèves, en revanche, l'ont déjà ré-investi en français (ils ont scotché la prof en lui disant qu'ils maîtrisaient déjà)<br />
Pour certains groupes très en retard (2 absences de ma part sur leur créneau), j'ai supprimé le passage du nuage de mots pour aller directement à la séance 3<br />
<ul>
</ul>
malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-1367701353686484362016-09-16T11:36:00.001+02:002016-09-16T14:35:23.800+02:00EMI 1j'ai testé la première séance d'EMI avec toutes les classes de 6eme.<br />
<br />
déroulé de la séance :<br />
<br />
- accueil des élèves et explication des règles de venue en EMI : prendre ses affaires avant de rentrer dans le sas du CDI (porte-vue, agenda, carnet de liaison, trousse, crayons de couleur et feuille de brouillon), déposer son sac dans les casiers ("oui, vous pouvez mettre plusieurs sacs par casiers") et sa veste ("oui, même les gilets", "les sacoches aussi") au porte-manteau.<br />
<br />
- je place les élèves (principal critère : qu'ils voient le tableau et le vidéoprojecteur sans avoir à se tourner :-) ) et je fais l'appel via pronote.<br />
<br />
- début de la séance : faire la page de présentation (nom, prenom, classe - "n'écrivez pas nom, Prénom, écrivez votre nom et votre prénom"- , groupe, semaine de venue, nom de la matière - "non, pas CDI, EMI - Éducation aux Médias et à l'Information"- mon nom).<br />
<br />
- distribution de la première feuille de cours afin de répondre à la question "qu'est-ce qu'on va faire". nous la lisons ensemble jusqu'à la séquence 1 et nous nous arrêtons sur les "gros mots" comme "espace informationnel". tous les élèves n'ont pas encore activé leur compte e-lyco (notre ENT) mais voient tout de même de quoi on parle. Distribution des feuilles suivantes<br />
<br />
- on s'attaque aux échelles descriptives armés de crayons de couleurs ("oui, la couleur que tu veux", "oui, tu peux changer de couleur", "demande à ton voisin de t'en prêter"). je garde l'image de l'échelle en expliquant qu'elle a 4 barreaux. Mon objectif explicite, annoncé haut et fort, est que tous les élèves atteignent le niveau 3 à la fin de la séquence. Les élèves colorient les cases qu'ils pensent avoir atteintes.<br />
<br />
- début de la séance 1 : par groupe de table, les élèves tentent de remplir les cadres "rôle du professeur documentaliste", "signification de CDI" et "mots-clés liés au CDI". Les élèves sont hésitants à se mettre à la tâche. Je leur précise que c'est de l'expression libre : ce ne sera pas corrigé, il n'y a pas de "bonne" ou "mauvaise" réponse. réflexion et échanges pendant quelques minutes.<br />
<br />
- mise en commun : je suis la seule à écrire la restitution sur des feuilles A3 accrochées au tableau. je précise en introduction que, si des nouvelles idées leur viennent en cours de restitution, ils peuvent les dire même si elles ne sont pas écrites sur leur feuille. échanges d'abord timide puis plus riche.<br />
<br />
- je range les feuilles en les identifiant (classe-groupe) et je leur explique qu'on les utilisera à la séance prochaine (teaser) et nous passons à l'exercice D/se repérer dans le CDI.<br />
<br />
- explication de la consigne puis noter les devoirs dans l'agenda (faire la page de présentation au propre + finir l'exercice D). début de l'exercice de déambulation jusqu'à la sonnerie!<br />
<br />
les fiches de la 1ère séance sont <a href="http://www.calameo.com/read/000054459feea13cea469" target="_blank">là</a><br />
photos de quelques restitutions : <br />
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<br />malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-24581834262855591052016-09-16T11:36:00.000+02:002016-09-16T14:45:40.768+02:00bonne rentrée 2016me revoilà!<br />
j'avoue, l'envie d'écrire sur le blog m'était passée, sans doute parce que je ne voyais pas quoi ajouter. et puis, il y a eu cette réforme (ami lecteur, tu connais mon point de vue sur le sujet). Je n'ai pas eu besoin de batailler pour conserver un enseignement info-documentaire grâce à une équipe de direction favorable et des collègues convaincus. Cependant, je me suis lancée un défi : puisque les programmes parlent EMI, j'enseigne de l'EMI et pas simplement l'IRD.<br />
<ul>
<li>conditions d'enseignement cette année</li>
</ul>
j'ai les classes en demi/groupe (choix alphabétique) en parallèle avec l'AP français. innovation - non prévue - de l'année : nous alternons semaine A et semaine B donc, si je suis absente une séance, je revois les élèves un mois après (gros inconvénient quand même).<br />
cette année nous avons donc 5 classes de 6eme soit 5h d'enseignement par semaine (j'en récupère 2h).<br />
<ul>
<li>progression</li>
</ul>
cette année, c'est EMI (sur mon emploi du temps, sur pronote, sur l'emploi du temps des élèves, sur le cahier de texte numérique, sur le livret de rentrée...bref, on ne m'a pas oublié)<br />
mon challenge, refaire ma progression. et là, j'avoue, j'ai totalement séché! quelques recherche sur <a href="http://idbase.esmeree.fr/" target="_blank">IDbase </a>m'ont ramenée à l'excellent blog de Marie Nallathamby, Doc à bord et j'ai plagié sa progression (ou presque). j'espère qu'elle me pardonne (je la cite évidemment au début de ma progression).<br />
<ul>
<li> évaluation</li>
</ul>
qu'ai-je donc fait cet été, à part ce que font traditionnellement les profs en vacances (parler des élèves, de la rentrée, groupe de parole lié au stress post-traumatique des réunions "réforme"...)? J'ai échelonné !<br />
j'ai tenté, à mon perfectible niveau, de créer des échelles descriptives pour les notions d'EMI vues dans l'année avec les élèves. Elles ne sont pas encore finies mais ça m'a permis de formaliser mes attentes de façon très claire.<br />
j'ai également le projet d'une évaluation finale d'envergure : un escape game mettant en jeu les notions vues dans l'année (je n'en dit pas plus).<br />
<br />
conclusion : j'ai envie de republier mes séances! alors c'est partie pour une année de folie<br />
<br />
<span style="font-family: "calibri" , "sans-serif"; font-size: 9.0pt; line-height: 107%;"></span>malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com3tag:blogger.com,1999:blog-2448632928002889205.post-83315637230380786312016-02-04T22:13:00.000+01:002016-02-04T22:13:54.354+01:00Marie, professeur de collège, interdite de réforme<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Madame la ministre de l’Education Nationale,</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Mesdames, messieurs les lecteurs de cette lettre,</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Je m’appelle Marie et je suis professeur documentaliste. On m’appelle,
quelquefois avec ironie, « la dame du CDI ».</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
J’ai obtenu le CAPES de documentation en 2008. Ce CAPES, au même titre
que tous les CAPES, certifie de mes aptitudes au métier de professeur. Je vous
rassure, ce n’est pas un CAPES de couverture de livres, comme nous l’entendons
encore parfois. Nous relevons du domaine universitaire des Sciences de
l’Information et de la Communication et, tout comme le professeur de
mathématiques est le vulgarisateur de la pensée des grands mathématiciens, nous
avons un contenu très dense à mettre au niveau de compréhension des élèves de
collège et de lycée. Et tous les jours, je fais cours, j’enseigne aux élèves à
chercher des informations fiables, à comprendre les logiques de fonctionnement
des outils du numérique, à mettre en place une veille informationnelle, en
autre.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Une partie de ce contenu est repris dans les textes de la
réforme (la maîtrise du centre de documentation et d’information, la
validation de l’information par exemple) sous l’appellation d’Education aux
Médias et à l’Information (EMI).</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
L’an prochain, je pensais transmettre ces connaissances aux élèves sur
les temps d’Accompagnement Personnalisé (AP) qui sont, entre autre, dédiés à
l’acquisition des méthodologies de recherche. Je pensais organiser et/ou
participer à quelques Enseignements Pratiques Interdisciplinaires (EPI) ou lors
du parcours citoyen dont fait partie l’EMI.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Je voulais participer à l’AP mais voilà, je n’ai pas d’heures
disciplinaires à l’emploi du temps des élèves, je ne fais pas partie de la
sacrosainte Dotation Globale Horaire (DGH). Ces contenus, qui sont mon socle
disciplinaire, pour les enseigner aux élèves, je dois me positionner en
dédoublement des heures d’AP, selon le bon vouloir du professeur qui officie
sur ses heures disciplinaires, selon le bon vouloir du chef d’établissement. En
résumé, si l‘on veut bien me confier des élèves, j’enseignerais mais <u>je ne
peux prévoir ni la progression des apprentissages info-documentaires, ni le
nombre d’heures qui me sera attribué, ni le nombre d’élèves qui pourra
bénéficier de mon enseignement.</u></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Les élèves ne seront donc pas sur le même pied d’égalité, les
professeurs documentalistes non plus.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Je voulais participer aux EPI, principalement dans la thématique
« information, communication et citoyenneté » mais, pour les mêmes
raisons que l’AP, je ne peux le faire. Je ne peux mener un EPI avec un autre
collègue, je ne peux être que le 3<sup>ème</sup> professeur et le contenu que
j’apporterais ne sera pas évalué. </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
<u>Encore une fois, mon rôle pédagogique est subordonné à mes
collègues et à mon chef d’établissement, entrainant une rupture ‘égalité entre
tous les élèves et entre chaque professeur-documentaliste.</u></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Je voulais participer à l’EMI dans le cadre du parcours citoyen mais
aucun temps d’enseignement, aucune heure, n’est prévu par la réforme pour ce
parcours né des attentats de janvier et porteurs des valeurs de notre
République. Chaque collègue pourra ou non l’aborder en classe sans que notre
enseignement <span style="mso-spacerun: yes;"> </span>bénéficie à tous les
élèves. Si des collègues font appel à moi et à mon expertise, je répondrais
« présente » mais je ne peux les y obliger.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
<u>Encore une fois, la volonté d’égalité pour tous les élèves prônée
par la réforme est contrariée par celle-ci</u>.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Je vous avoue que j’ai ma petite idée pour pallier à cette inégalité
des chances des élèves et à cette inégalité de traitement des professeurs
documentalistes.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Puisque l’EMI est devenue aussi importante à vos yeux qu’aux nôtres,
pourquoi ne pas nous l’attribuer officiellement sous la forme d’un enseignement
d’info-documentation que vous pouvez appeler « parcours ».</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Les professeurs documentalistes sont d’ores et déjà présents 30h en
établissement à plein temps. Ces 30h ne sont pas comptabilisées dans la DGH,
elles ne relèvent pas des moyens accordés par l’Etat chaque année à l’établissement<u>.
Il n’y aurait pas besoin d’augmenter les moyens des établissements.</u></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Notre formation initiale et notre pratique quotidienne font de nous
des experts de l’Education aux Médias et à l’Information. Il y a donc un
professeur déjà formé dans chaque établissement scolaire, <u>pas besoin de
financer de nouvelles formations.</u></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Ce parcours d’info-documentation pourrait être de 15h par élève et par
an, pourquoi pas en parallèle des 10 heures de vie de classe assurées par les
professeurs principaux.<span style="mso-spacerun: yes;"> </span>D’un point de
vue pratique, <u>il n’y aurait pas de hausse des heures d’enseignement</u> puisqu’il
s’agit d’un parcours et <u>aucune modification d’emploi du temps mais une
diminution des temps de latence des élèves</u>.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Bien sûr, vous pouvez trouver à redire à ce projet qui est perfectible
mais, je vous en prie, ne nous laissez pas disparaître des enseignements des
élèves.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Respectueusement,</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Marie</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.45pt;">
Professeur documentaliste en collège</div>
malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-88644199684396818752014-04-14T11:06:00.000+02:002014-04-14T11:10:39.179+02:00oui, je lis!et oui, je lis encore...
dernier en date :<br />
<i>Une autre que moi</i>. Sophie <b>Rigal-Goulard</b>. Oskar édition. oct 2013. 100 p. 979-10-214-0135-8
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.babelio.com/couv/cvt_Une-autre-que-moi_3793.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.babelio.com/couv/cvt_Une-autre-que-moi_3793.gif" /></a></div>
Iphigénie a l'impression de ne pas être à sa place. Pas à sa place dans sa famille où tout le monde est très intelligent. Pas à sa place au collège où sa deuxième sixième se révèle aussi catastrophique que la première. Heureusement, il y a Lucie, sa meilleure amie et Adam, le nouveau qui lui ressemble tant. et si elle avait été adoptée? ce n'est pas le cas mais il faut qu'elle mette sa famille au pied du mur, qu'elle crie son sentiment d'abandon et son mal-être pour qu'enfin, on l'aide. c'est un psychologue qui va finalement mettre un mot sur son mal-être, une grande précocité intellectuelle, Iphigénie est bien la fille de ses parents mais son génie est bridé par l'école. Parce que souvent, l'échec scolaire n'est pas une question de capacité intellectuelle mais de disponibilité intellectuelle<br />
<br />
Mon avis : ce n'est pas une enquête! Ne surtout pas le ranger dans les romans policiers. J'ai beaucoup aimé ce livre qui m'a émue. Les chapitres se présentent comme les pensées des protagonistes : Iphigénie et Lucie en alternance et le dernier est pour Adam. on suit la quête d'identité d'Iphigénie mais aussi les amours et jalousies de Lucie et leur aventure pour innocenter Adam et son ami Alexis d'une sombre affaire de tag en milieu scolaire!
bref, je le conseille<br />
<br />
une petite citation : "dans cette famille exemplaire, je ne peux pas suivre.Mon frère aîné marche sur les traces de mon père, le cadet sur celle de sa mère. Moi, je suis au bord de l'autoroute, et je les regarde filer."malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-9399137541127261462014-04-09T15:47:00.001+02:002014-04-09T15:47:49.986+02:002ème session : faire un exposéPour la 2ème session (j'ai donc déjà vu tous les élèves 1 fois) d'IRD, on s'attelle à la recherche d'information à partir d'un article en ligne imprimé intégralement par mes soins!<br />
objectifs principaux : le questionnement du sujet et surtout la sélection de l'information<br />
<br />
<ul>
<li>1ère séance</li>
</ul>
- présentation du projet : faire un exposé par groupe de 2 dont le thème est à choisir parmi une liste fermé et la recherche d'informations se faisant uniquement à partir d'un seul article imprimé.<br />
- distribution de la <a href="http://www.calameo.com/read/000054459ee86a38564a5" target="_blank">fiche consigne</a> (j'ai retenu l'erreur de la 1ere session, maintenant CONSIGNES ÉCRITES). les élèves sont un peu effrayés par l'oral <br />
- répartition des groupes. je laisse le choix aux élèves de leur partenaire de travail. je leur dit aussi que travailler avec son/sa meilleur-e ami-e c'est super sauf si l'autre ne travaille pas...bref, dans travail de groupe, il y a <u>groupe</u> et <u>travail</u> ! Tous les élèves se lèvent et se mettent par groupe, chaque groupe sur sa table. puis... suspens<br />
<br />
*parenthèse* j'ai oublié de dire que j'utilise les cartes conceptuelles pour... un peu tout. les élèves adorent quand je clique et que ça ouvre tout un tas de branches nouvelles. je ne me suis pas encore lancée dans la réalisation de carte conceptuelle avec les élèves de 6ème mais on en fait avec les 3ème en technologie *fin de la grosse parenthèse*<br />
<br />
- répartition des sujets : je clique sur la bulle "sujets" et ... c'est la foire d'empoigne. En général, je finis par suivre l'ordre alphabétique <a href="http://www.calameo.com/read/000054459dd4daeae794c" target="_blank">sujets 1ers groupes</a> et <a href="http://www.calameo.com/read/000054459b0e344cd7d12" target="_blank">sujets 2èmes groupes</a><br />
<br />
<b>/!\ dialogue (ceux qui me connaissent peuvent mettre le ton :-P)</b><br />
- je questionne les élèves "vous avez un exposé à faire, vous faîtes quoi maintenant?"<br />
EUX -en chœur - on va sur internet<br />
Moi : où ça sur internet?<br />
Eux - tombant dans le panneau - sur Wikipédia !<br />
Moi - ça tombe bien, pour gagner du temps, je vous ai imprimé l'article de Wikipédia sur vos sujets (de 5 à 45 pages recto-verso)<br />
- distribution des articles supports (un par élève) avec interdiction de faire des recherches ailleurs que dans cet article ("mais madâââme, c'est long", "faut TOUT lire?",...)<br />
<br />
Moi : c'est long hein? il y a beaucoup d'informations? Est-ce qu'on peut croire que c'est un élève de 6ème qui a écrit ça?<br />
Eux : nooooon<br />
Moi : alors, quand on vous demande de faire des recherche, pourquoi vous copiez l'article de wikipédia? est-ce que vous croyez que le professeur ne sait pas d'où ça vient (on ne va pas polémiquer sur "le prof sait d'où ça vient mais s'en fout complètement, il est content d'avoir de beaux exposés pour décorer sa classe aux portes ouvertes")?<br />
Eux : noooon?<br />
Moi : est-ce qu'on a besoin de toutes les informations que sont dans l'article?<br />
Eux : ben, on sait pas...<br />
Moi - rebondissant sur cette hésitation savamment planifiée - justement, qu'est-ce qu'on veut savoir?<br />
après débat, <span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;">pour les biographies sur les dieux</span></span> : <span style="color: #111111;">noms, </span><span style="color: #111111;">famille (</span><span style="color: #111111;">parents,</span><span style="color: #111111;">frères et sœurs</span><span style="color: #111111;">, enfants),</span><span style="color: #111111;"> fonction, </span><span style="color: #111111;">habitations et sanctuaires, </span><span style="color: #111111;">attributs, </span><span style="color: #111111;">mythe de la naissance, </span><span style="color: #111111;">description physique</span><br />
<span style="color: #111111;"><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">pour les travaux d'Hercule :</span></span> schéma narratif grosso modo</span><br />
<span style="color: #990000; font-family: SansSerif, sans-serif; font-size: 116%;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">pour les biographies de savants et d'auteurs :</span></span> </span><span style="color: #111111;">noms, </span><span style="color: #111111;">date et lieu de naissance, </span><span style="color: #111111;">date et lieu de mort, </span><span style="color: #111111;">nationalité, </span><span style="color: #111111;">métier, </span><span style="color: #111111;">famille (</span><span style="color: #111111;">parents, </span><span style="color: #111111;">frères et sœurs, </span><span style="color: #111111;">conjoints et enfants),</span><span style="color: #111111;"> pourquoi est-il connu (</span><span style="color: #111111;">ses inventions + date, </span><span style="color: #111111;">ses découvertes + date, </span><span style="color: #111111;">ses œuvres + date, </span><span style="color: #111111;">ses recherches), </span><span style="color: #111111;">ses amis/ses ennemis</span><br />
<span style="color: #111111;">on écrit tout ça sur le cahier et "lire l'article en entier du début jusqu'à la fin" pour la prochaine fois</span><br />
<br />
<ul>
<li><span style="color: #111111;">2ème séance</span></li>
</ul>
<span style="color: #111111;">- <a href="http://www.calameo.com/read/0000544591fa7be85f8f7" target="_blank">la répartition du travail dans le groupe </a>: mise au point sur le travail de groupe et répartition du travail de recherche (ce que je fais/ce que l'autre fait/ce que nous faisons ensemble)</span><br />
<span style="color: #111111;">- début du travail de recherche avec interdiction de recopier intégralement ce qui est écrit dans l’article</span><br />
<span style="color: #111111;"></span><br />
<ul>
<li>3ème séance</li>
</ul>
- fin de la sélection de l'information<br />
- mise en phrase sur le cahier : les élèves cachent l'article de Wikipédia et font leurs propres phrases. Ils sont très inquiets du nombre de lignes qu'ils doivent faire (aucune limite minimale ni maximale). La mise en phrase est très difficile et trouver d'autres verbes que "être" et "avoir" ...n'en parlons pas<br />
<br />
<ul>
<li>4ème séance</li>
</ul>
en salle informatique, les élèves tapent leurs exposés en utilisant framapad. J'aime beaucoup travailler le brouillon avec un pad pour plusieurs raisons :<br />
- tous les élèves sont au travail, il n'y en a pas un qui tape et l'autre qui dicte/regarde ce que font les autres/joue avec ses ciseaux/... (rayer les mentions inutiles!)<br />
- gain de temps : les deux élèves écrivent en même temps la partie qu'ils ont travaillé sur un seul document<br />
- ré-investissement : les élèves voient l'intérêt de l'outil et certains vont même jusqu'à s'en resservir pour d'autres travaux de groupes<br />
On commence la séance par la présentation du fonctionnement du pad : avec le vidéoprojecteur, on écrit en simultané avec plusieurs élèves. Puis les élèves écrivent leur partie. Une fois que c'est fait, les élèves exportent leur travail vers un traitement de texte pour pouvoir intégrer l'image.<br />
Pour la recherche d'images libre de droit, on part aussi de la pratique des élèves : Google image! "outils de recherche" > "droits d'usages" > "réutilisation et modification autorisée sans but commercial" et c'est parti<br />
<br />
<ul>
<li>5ème séance</li>
</ul>
passage à l'oral<span style="color: #111111;"> avec projection au vidéoprojecteur du travail des élèves.</span><br />
<br />
<span style="color: #111111;">bilan :</span><br />
<span style="color: #111111;">positif : </span><br />
<span style="color: #111111;">- les consignes écrites! Une prof de français m'a même piqué la fiche d’organisation du travail en groupe à la photocopieuse. J'avais oublié à quel point les élèves de 6ème...sont des 6èmes</span><br />
<span style="color: #111111;">- le pad, une valeur sûre </span><br />
<span style="color: #111111;">- les exposés sont de bonne qualité </span><br />
<br />
<span style="color: #111111;">négatif : </span><br />
<span style="color: #111111;">- je n'ai pas assez accompagné la mise en phrase des élèves qui a été très laborieuse. Elle aurait méritée une séance supplémentaire </span><br />
<span style="color: #111111;">- l'auto-évaluation. Je n'ai pas pensé à rappeler aux élèves de s'auto-évaluer et bien peu ont pensé à regarder les critères d'évaluation avant la 5ème séance</span>
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<br />
<br />
<br />malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com1tag:blogger.com,1999:blog-2448632928002889205.post-69711779336984488822014-04-04T17:08:00.000+02:002014-04-04T17:15:16.112+02:001ère session : le fonctionnement du CDI <ul>
<li>séance 1 : les classiques</li>
<ul>
</ul>
</ul>
- visite du lieu, exercices sur le <a href="http://fr.calameo.com/read/00005445938945226cd1e" target="_blank">plan du CDI</a><br />
- les différents prix (Latulu et Mangalu) et les concours dans l'année<br />
<br />
<ul><ul>
</ul>
</ul>
<ul>
<li>séance 2 : </li>
<ul>
</ul>
</ul>
- présentation de l'objectif de la session : <span style="font-size: large;"><u>réaliser des messages secrets codés à destination des élèves de CM2 qui viendront visiter l'établissement de février à avril</u></span><br />
<span style="font-size: small;">- </span><span style="font-size: large;"><span style="font-size: small;">le <a href="http://www.calameo.com/read/00005445918a01de07022" target="_blank">classement des livres documentaires</a> avec marguerite à colorier et exercices de rangement</span></span><br />
<ul><ul>
</ul>
</ul>
<span style="font-size: large;"><span style="font-size: small;"></span></span><br />
<ul>
<li><span style="font-size: large;"><span style="font-size: small;">séance 3 :</span></span></li>
<ul>
</ul>
</ul>
<span style="font-size: large;"><span style="font-size: small;">- présentation de <a href="http://www.calameo.com/read/0000544591fc6bef4cab7" target="_blank">l'énigme exemple </a></span></span><br />
<span style="font-size: large;"><span style="font-size: small;">- </span></span><span style="font-size: large;"><span style="font-size: small;">résolution par les élèves de l'énigme exemple et décodage du code secret (vraiment très drôle, les élèves ont beaucoup d'hypotèses)</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">- par deux, les élèves choisissent un livre documentaire et écrivent une énigme (faire deviner la cote et écrire un message secret) et sa solution sur un <a href="http://www.calameo.com/read/0000544593c22f2b87086" target="_blank">parchemin vierge</a></span></span><br />
<span style="font-size: large;"><span style="font-size: small;"> </span><u> </u></span><br />
<ul><ul>
</ul>
</ul>
<ul>
<li><span style="font-size: large;"><span style="font-size: small;">séance 4 :</span></span></li>
<ul>
</ul>
</ul>
<span style="font-size: large;"><span style="font-size: small;">- le <a href="http://www.calameo.com/read/000054459b7266acde25b" target="_blank">classement des fictions et esidoc</a></span></span><br />
- <span style="font-size: large;"><span style="font-size: small;">présentation de l'<a href="http://www.calameo.com/read/000054459e04a51ed0fd6" target="_blank">énigme-exemple</a></span></span><br />
<span style="font-size: large;"><span style="font-size: small;">- </span></span><span style="font-size: large;"><span style="font-size: small;">choix et emprunt d'un livre de fiction pour pouvoir faire l'énigme seul à la maison</span></span><br />
<br />
<ul><ul>
</ul>
</ul>
<ul>
<li><span style="font-size: large;"><span style="font-size: small;"> séance 5 : </span></span></li>
<ul>
</ul>
</ul>
<span style="font-size: large;"><span style="font-size: small;">- présentation des magazines</span></span><span style="font-size: large;"><span style="font-size: small;"> </span></span><br />
<span style="font-size: large;"><span style="font-size: small;">- résolutions des énigmes documentaires</span></span><br />
<br />
<ul><ul>
</ul>
</ul>
<span style="font-size: large;"><span style="font-size: small;">bilan : </span></span><br />
<br />
<span style="font-size: large;"><span style="font-size: small;">positif : permet aux élèves d'appréhender la notion de classement de façon intéressante et motivante</span></span><br />
<span style="font-size: large;"><span style="font-size: small;"> une activité toute prête pour les CM2 qui passent obligatoirement 1/2 heure au CDI</span></span><br />
<span style="font-size: large;"><span style="font-size: small;"> une activité toute prête pour les jours de neige (pas de transports scolaires = 50 élèves au collège grand max) </span></span><br />
<span style="font-size: large;"><span style="font-size: small;"> les élèves aiment toujours autant colorier et farfouiller dans les rayons </span></span><br />
<br />
<span style="font-size: large;"><span style="font-size: small;">neutre : beaucoup de travail de correction et de reprise d'énigme pas assez claires!</span></span><br />
<br />
<span style="font-size: large;"><span style="font-size: small;">négatif : consignes verbales. L'an prochain, je ferais une feuille de consignes écrites pour le comptage des mots (on ne compte pas les titres , ...) et je donnerais les exemples aux élèves.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;"><br /></span></span>
<span style="font-size: large;"><span style="font-size: small;"> </span><u><br /></u></span>malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-48960425673968804082014-04-04T16:40:00.000+02:002014-04-04T17:08:33.328+02:00programmation 6ème 2013-2014Voici ce que je fais cette année avec mes petits 6ème en Initiation à la Recherche Documentaire (bon, ok, on est en avril mais ça fait du bien d'avoir de mes nouvelles, non?)<br />
<br />
les modalités de l'IRD ont changé cette année puisque je vois les élèves sur les heures d'Accompagnement Personnalisé (mais si, l'AP, 2h/élève/semaine). L'IRD en tant que matière a disparu des emplois du temps élèves (en même temps que mon ancien chef d'établissement).<br />
au niveau du temps : pas de changement, j'ai tous les élèves 15h dans l'année. Par contre, je vois les mêmes groupes sur les mêmes créneaux pendant 5 semaines de suite puis on tourne. Je vois donc chaque élève 3x5semaines dans l'année.<br />
donc, 3 sessions (est-ce que je suis claire?)<br />
<br />malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com5tag:blogger.com,1999:blog-2448632928002889205.post-62906804503969189122013-03-19T13:36:00.000+01:002013-03-19T13:36:12.351+01:00Prix Mangalu 2013le prix Mangalu est un spin-off de Latulu avec quelques variantes<br />
1. les livres ne sont que des mangas!<br />
2. il y a 3 catégories :Shonen, Shojo et Seinen<br />
3. les élèves qui y participent s'engagent à lire tous les livres de la sélection pour ensuite choisir leur préféré pour chaque catégorie (ce que je trouve un peu lourd)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlSd0kpUErODh8wL5A9OtF0lrkyPRno-lKa7IVgZ-kF8XvnObK_lvRfx89q39MfhDbtqoFHheqVlmclqd1oSI8xORxFasSxUnN8-idad_2DKp_hneAJo1hOll065n0q2KxMUxpCcvst5HA/s1600/s%C3%A9lection+2013.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="451" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlSd0kpUErODh8wL5A9OtF0lrkyPRno-lKa7IVgZ-kF8XvnObK_lvRfx89q39MfhDbtqoFHheqVlmclqd1oSI8xORxFasSxUnN8-idad_2DKp_hneAJo1hOll065n0q2KxMUxpCcvst5HA/s640/s%C3%A9lection+2013.jpg" width="640" /></a></div>
<br />malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-36365590735424095082013-03-19T12:58:00.002+01:002013-03-19T12:58:29.549+01:00Prix Latulu 2013pour rappel : le prix Latulu est le prix littéraire des collèges du Maine-et-Loire, hors agglomération d'Angers. La sélection est effectuée par les professeurs documentalistes pour deux catégories : romans et BD. Les élèves lisent et attribuent une note à chaque livre lu entre octobre et mai. Les auteurs gagnants sont invités à rencontrer une partie des élèves participants à la fin de l'année scolaire (cette année, le mardi 25 juin).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3MDLLsxqznugU1UBzHb5kUBpr5bKLVRifXN8pIvEbNrp699pLFrWWwVHi0ICdy_-uR8L51-3yXdTnyG7RkowXY3CofMS51DFqP_36YWySNvDsgnq8XAKJto56eL6g-YrIgwsrmSfXI-qm/s1600/affiche+s%C3%A9lection.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3MDLLsxqznugU1UBzHb5kUBpr5bKLVRifXN8pIvEbNrp699pLFrWWwVHi0ICdy_-uR8L51-3yXdTnyG7RkowXY3CofMS51DFqP_36YWySNvDsgnq8XAKJto56eL6g-YrIgwsrmSfXI-qm/s400/affiche+s%C3%A9lection.jpg" width="400" /></a></div>
ps : ça peut donner des pistes d'achat aussi...les vainqueurs de l'an dernier : pour la catégorie BD : « Love is in the air guitare» de Yann Le Quellec et Romain Ronzeau et pour la catégorie roman : « seuls dans la ville entre 9h et 10h30 » d’Yves Grevet (qui nous avait présenté la 1ere ébauche de "Nox t.1")malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-88350907952525805642013-03-19T10:59:00.002+01:002013-03-20T13:48:23.617+01:00programmation IRD 6ème 2012-2013ah là là! ça fait bizarre de re-publier. Bien, sortant de ma torpeur, je vous présente la progression mise en place cette année par ma remplaçante puis par moi-même à destination des 6èmes.<br />
comme chaque année, les 6ème ont 1h/quinzaine toute l'année en demi-groupe dans leur emploi du temps.<br />
<br />
la 1ère séquence : le fonctionnement du CDI<br />
<a href="http://www.calameo.com/read/000054459eaf3b7151617" target="_blank"><br /></a>
<a href="http://www.calameo.com/read/000054459eaf3b7151617" target="_blank">1. les règles de fonctionnement</a><br />
<br />
<a href="http://www.calameo.com/read/000054459f20b2d1a1cef" target="_blank">2. se repérer dans le CDI</a><br />
<br />
<br />
<a href="http://www.calameo.com/read/000054459eac5248e396c" target="_blank">2ème séquence : les clés du livre</a><br />
<br />3ème séquence :<a href="http://www.calameo.com/read/0000544599b8ef026c00a" target="_blank"> le classement des fictions et documentaires</a><br />
avec <a href="http://www.calameo.com/read/0000544598bacec159668" target="_blank">fiche exercice 1</a> et <a href="http://www.calameo.com/read/00005445974e0596faa07" target="_blank">fiche exercice 2</a><br /><br /><a href="http://www.calameo.com/read/000054459cc9dbbe580b2" target="_blank">4ème séquence : méthodologie de la recherche documentaire et validation de l'information sur Internet</a><br />
<br />et, si j'ai le temps (entre les réunions de bassins, les prix littéraires Latulu et Mangalu - nouveau prix dont je présenterais la sélection- , le GTA et les formations)<br />
j'aborde les<a href="http://www.calameo.com/read/00005445926e85e0148c9" target="_blank"> mystères d'Internet et le fonctionnement des moteurs de recherche</a><br />
<br />Pas de devoirs notés cette année ( pas de temps pour corriger!!!) mais beaucoup de mise en pratique avec des exercicesmalihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com1tag:blogger.com,1999:blog-2448632928002889205.post-79256895354700170782012-06-12T11:51:00.002+02:002012-06-12T11:51:22.984+02:00projet latin 3ème : créer une Une de magazine people sur un empereur romainl'autre projet de la professeur de latin concerne la création, par les élèves, d'une Une de magazine people portant sur la vie d'un empereur romain (Tibère, Néron, Caligula, Marc Aurèle,...). La séquence dure 3 heures : 1h au CDI (objectif 1-2), 1h en salle informatique (objectif 2) et 1 heure au CDI (objectif 3).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4mi2YWCnFNCUm-8zFcZMHKw43jLXga6Wz-p4MM1FRRsybJrlVXz9pGKdCjBkYJk5W04QVc_3XbSQ8coMMnBU6O2ALG_yEFm8UH22O_4W33XCYc1MpjRqrHBFuxBLNLFBqspuypQUmuQ-b/s1600/structure+de+la+Une.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4mi2YWCnFNCUm-8zFcZMHKw43jLXga6Wz-p4MM1FRRsybJrlVXz9pGKdCjBkYJk5W04QVc_3XbSQ8coMMnBU6O2ALG_yEFm8UH22O_4W33XCYc1MpjRqrHBFuxBLNLFBqspuypQUmuQ-b/s320/structure+de+la+Une.jpg" width="225" /></a></div>
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<br />
<br />
Objectif 1 : comprendre la structure d'une Une<br />
Dans un premier temps, les élèves observent les Unes de magazines people qu'ils devaient ramener de chez eux (malgré un recadrage permanent, c'est pas toujours la couverture qu'ils regardaient!).<br />
consigne : schématisez sur votre cahier à l'aide de rectangle ou de carrés les différents éléments d'une Une.<br />
restitution au vidéoprojecteur avec les différents éléments de la Une tout en précisant que ces éléments, même si on les retrouve dans toutes les Unes du monde, ne sont pas forcément tous présents en même temps (bon, sauf pour les Unes du Monde!). la fiche (que je n'ai pas réalisée mais dont je n'ai pas trouvé les auteurs) est distribuée aux élèves<br />
<br />
Objectif 2 : réaliser une fiche biographique d'un empereur romain<br />
Dans un second temps, les élèves se mettent en quête d'informations sur "leur" empereur romain. A leur disposition : les dictionnaires des noms propres, les encyclopédies, le dictionnaire historique Moure (que, perso, je n'ai utilisé qu'à la fac mais, il est présent au CDI donc autant utiliser les meilleures sources d'informations) et les documentaires sur l'empire romain (ordinateur interdit pour cette séance). les élèves ont eu un peu de mal à se mettre au travail jusqu'à ce que nous précisions la consigne en leur signalant l'importance des informations "croustillantes" pour la rédaction de leurs titres de Une (assassinats de parents proches, mœurs douteuses et autres mariages consanguins).<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0o51Xn0_wc1ag_QD27h14UfcH8dCVKPPsrwGVv3Dw1iB9L-FA0gRsUx-YBqNn8Bo7qzNYEl2ggEPVNhOfBmPzCjpv9jFZ4ppbeKNsMIrHWyA8MG7L0jtTOj9hhVItfpn2huzgIt6urPHP/s1600/fausse+couv+guerre+de+troie.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0o51Xn0_wc1ag_QD27h14UfcH8dCVKPPsrwGVv3Dw1iB9L-FA0gRsUx-YBqNn8Bo7qzNYEl2ggEPVNhOfBmPzCjpv9jFZ4ppbeKNsMIrHWyA8MG7L0jtTOj9hhVItfpn2huzgIt6urPHP/s320/fausse+couv+guerre+de+troie.jpg" width="233" /></a><br />
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Objectif 3 : réaliser une Une de magazine people en respectant les codes du genre (titres accrocheurs, emploi d'une ponctuation exagérée,...)<br />
Dans un dernier temps, les élèves réfléchissent à la structure de leur mag (le titre, le choix des couleurs, l'emplacement des titres,...) et au contenu (anecdotes à privilégier, images, ...). Pour leur donner un aperçu de la tâche, je me suis amusée avec le logiciel gratuit U.R.Celeb et je leur ai fait un exemple marrant sur la guerre de Troie. cette séance n'est pas encore testée donc je ne sais pas trop ce que ça va donner mais je vous le dirai jeudi!<br />
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<br />malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com4tag:blogger.com,1999:blog-2448632928002889205.post-54689012104626585532012-06-12T11:29:00.000+02:002012-06-12T11:29:41.540+02:00projet Latin en 5èmece qui devait arriver arriva...la prof de latin a enfin décidé de pactiser avec la terrible prof doc!<br />
Tout d'abord, nous avons collaborer avec le groupe de latinistes 5ème (28 élèves, j'ai dû rajouter des chaises et des tables mais on ne fait pas la fine bouche!) sur le thème "Animalia".<br />
<br />
par groupe de 2, les élèves choisissent un monstre, un dieu ou un héros antique (Méduse, Sphinx, Jupiter, Persée,...) et réalise une interview de lui. Pour les aider à visualiser le résultat, je leur ai fait un petit diaporama sur les différents styles d'interview qu'ils peuvent faire, l'originalité étant récompensée.<br />
<br />
<div style="text-align: center;">
<div style="font-weight: bold;">
<a href="http://www.calameo.com/books/000054459fe23c10edac4">Interviewer un personnage historique</a></div>
<div style="padding-top: 8px;">
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<br />
après la présentation du projet et de plusieurs exemples de résultats possibles, les consignes sont :<br />
1. cherchez toutes les informations possibles et imaginables sur votre sujet de recherche<br />
2. à partir de ce que vous avez appris sur lui, imaginez les questions que l'on peut lui poser et les réponses qu'il donnerait (il peut faire preuve de mauvaise foi...)malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-53313537585757914582012-06-12T11:03:00.003+02:002012-06-12T11:04:01.666+02:00Résultats du prix Latulu 2012<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqyePYZjGvKOOsFuOQHmDkXJ_Fr0z8P6irXu9RLhXh-GpahNo2CKKevOCDnK9e9lBFrSdS7Ldp6iR9syQpsUFYo4NrpvIODKNtj3AYByc3ackkCVS5BzGpga4g21SKqpE3SVmjy7MB1jYv/s1600/affiche_prix_latulu_2012+%28703x1024%29.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqyePYZjGvKOOsFuOQHmDkXJ_Fr0z8P6irXu9RLhXh-GpahNo2CKKevOCDnK9e9lBFrSdS7Ldp6iR9syQpsUFYo4NrpvIODKNtj3AYByc3ackkCVS5BzGpga4g21SKqpE3SVmjy7MB1jYv/s320/affiche_prix_latulu_2012+%28703x1024%29.jpg" width="219" /></a>Avec un peu de retard, voici les résultats du prix Latulu 2012... à intégrer dans la prochaine commande absolument!<br />
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dans la catégorie bande dessinée : <a href="http://www.decitre.fr/livres/love-is-in-the-air-guitare-9782756021980.html" target="_blank"><i>Love is in the air guitare</i></a> de Le Quellec et Ronzeau<br />
dans la catégorie roman : <a href="http://www.decitre.fr/livres/seuls-dans-la-ville-entre-9h-et-10h30-9782748510935.html" target="_blank"><i>Seuls dans la ville entre 9h et 10h30</i></a> d'Y. Grevet<br />
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Les 10 élèves ayant le plus participé iront rencontrer les 3 auteurs, participeront à un pique-nique géant et assumeront un air concert l'après-midi (et ils sont hyper volontaires, tout le contraire des ados complexés à l'idée de se produire devant 250 autres ados...) le jeudi 21 juin.malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-72661840825411097642012-06-04T09:49:00.000+02:002012-06-04T09:51:38.409+02:00Liaison CM2-6ème : le projet "animal hybride"<div style="font-family: inherit;">
J'en avais déjà parlé <a href="http://maliaucdi.blogspot.fr/2011/11/liaison-ecole-college.html" target="_blank">ici</a>, le projet d'Histoire des Arts en liaison avec les écoles du bassin s'est terminé la semaine dernière.</div>
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Le CDI a été littéralement envahi d'animaux biscornus, effrayants, marrants, de toutes les tailles et de toutes les formes. Pour rappel :
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<span style="font-size: 22pt;"><span style="color: #d34817; font-size: 85%;"></span></span><span style="font-size: small;"><span style="color: black;">Chaque élève imagine un animal
hybride et créé sa fiche d’identité (nom, prénom, lieu d’habitation,
description, caractère et une aventure dans laquelle il intervient).</span></span></div>
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<span style="font-size: small;"><span style="color: #d34817;"></span><span style="color: black;">Les fiches sont échangées entre les
CM et les 6</span><span style="color: black; vertical-align: super;">èmes</span></span></div>
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<span style="font-size: small;"><span style="color: #d34817;"></span><span style="color: black;">Chaque élève réalise en volume ou
sur papier l’animal hybride dont il a la fiche d’identité : tous les matériaux
sont possibles (recyclage, aluminium, terre cuite, papier, carton,…)</span></span></div>
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<span style="font-size: small;"><span style="color: #d34817;"></span><span style="color: black;">Réunion des élèves autour de leurs
œuvres : visite de l’exposition, activité
de « retrouvage » de l’animal hybride décrit au départ du
projet, discussion entre l’élève « imaginateur » et l’élève réalisateur,
élection des animaux les plus réussis (2 réalisés par des CM et 2 réalisés par
des 6</span><span style="color: black; vertical-align: super;">èmes</span><span style="color: black;">).</span></span></div>
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<span style="font-size: small;"><span style="color: #d34817;"></span><span style="color: black;">Exposition des 16 animaux hybrides
élus lors du festival d’art « Urban Troglo » se déroulant les 8 et 9
juin aux Perrières à Doué-la-Fontaine (entrées gratuites pour tous…).</span></span></div>
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<ul>
<li><span style="font-size: small;"><span style="color: black;"> </span></span><span style="font-size: small;"><span style="color: black;">bilan des élèves : "trop bien
mais dès fois, les fiches d'identité, elles avaient des fautes " ou
"elles étaient pas assez précises".</span></span></li>
<li><span style="font-size: small;"><span style="color: black;"> </span></span><span style="font-size: small;"><span style="color: black;">bilan des professeurs :
expérience très enrichissante, extrêmement motivante pour les élèves et
permettant une expression différente de leurs talents respectifs (càd :
les mauvais élèves en sortent valorisés).</span></span></li>
</ul>
<span style="font-size: small;"><span style="color: black;">en gros, je pense qu'on va prolonger ce projet pour l'année prochaine. Quelques photos des animaux gagnants:</span></span></div>
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<span style="font-size: small;"><span style="color: black;"></span></span><span style="font-size: small;"><span style="color: black;"> </span></span><img alt="" 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" />le Serdil : imaginé par un 6ème et réalisé par un CM1</div>
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" />le Singeourslion : imaginé par un 6ème et réalisé (sans aide) par un CM1</div>
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</div>
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cl7TMk74eR9pktBE2f3dh344hLLYYvjiq04m60Ee3/0WumaD0NQKy6TkDHW7x5Dr7zkbJ8AOQa62snQazYTscEct110dICno4xmS0G84+W0kmX3AX7521bpuDVK1zVpuLVJBPuzZHQE3fFTnitfiKeISCQx2U1IchaSnAVEJy+ckzfe0YuA9sIh+W52Hi5Inhuaj8d6Exy88a5iMtGX6ioiOAvw67zx63zwzkKCo7ebk7ebsw/eVUgkiMk4IRE3hwRRQiKJSZCITJVANBmZIiFSJESyhAhJCZAER5ESzH6JK6OwpGSGjMiU4lliHM+Xxveje8ghr/VU348ZWz5hBW/gHt8izDsW8EfF2ZH/5YGOCtBTBboqQHcF6KkG+gagbzTN8TAnDi2g96qFB0MzrK8H+nrQUwe6quYsUwF4YM4PWWYe4PtauFUFHuQP/lT7Q/O1jtsPXv3v7quCGpMmb0adZWr8arbt4VRnz1hH14uurpGujvGOR6OPHo60tY3cuz9y5+7o7dujt29P3v1z6tefB0qz9VkXevLPdhWc68k/r887ayg831d0obfwQm/xxb6ShN6SS70llweKEx8XXnqSG/9EfeRZWszQpZD++L39x3f2H93+5PjWF6e2TsRvM13aCVL2mcUBVuybaygFA1Xw672j/1OFW1yTJtxy+hcAWIDBfPphVSRQRy18qo4AmojFgWSBB1UoUM25o/mkYeZhceRQhgKlOT8s4sRMUXo4yAiD08NAehicFmZGwpgabEwJnkkOnEnea0zea0oOMiXvhlN2z6SF3wjyzeI6HCfabkUs2+S0ZjsZ8QXeXmK/2nvZ22fwtsWeuIP27x3DfnTR2SaRiI7BIT51tN4BrYvxhsL5br5uy93XLWVh3vN2XLGBhPBGr7JS49cqcGuVrmvVLjYqV9tknP1Zsv0BBnorz1UqIDDERFcBHi+GCCII70Mi+kBu3kQnH5y9pxPC0wXDJzj5kJ288K5CElFKJYohoojiJiC5CUjrfPDOArybiEiQQEQxRBJDJBEZkpCJQqKbD4EgIhOEBJIITxYRGDKILiXTJCSmL5UqIdEkRJqUSBXjGVISU0qmS8ksXwpVjGdKCJ6+VA85xUNO9fSjefnTvf0Zfh+zN/uzA/w8juxYn3869Pv8E4+/V5nuF4LuUtBVDrqrgN6crRvg3ga4rx70NYLeFmBoAYYWk6EF1jeB7nrQXQe660B3LeioBI9KQFsBaMsHrdlwW47pYRa4nwPu6UBb9rPfy/7bXP/wzkNTZ9/L8kajpsCk1MFV9V3VLTev/udVR/+r9q6Rjo6Rzo7xR+2jjx6MPLj38s6t0Zs3R27fHL19a+bWjeHmqq7sSz255zrzz3blxvfkxuvzz/YWnjcUnDPknzfkX+gvvNRbnNBXkjBYcOFJ7vnHmuNDGfufJUc8Ph/Ud3pP/9EdT45te3Hii7HT22Yu7ISTA0FGEFCYA3QQUAYBVQisCoHVwYsOfSjQhgBNGFCHAk3IXIUDVQTQRAKtpWBNhGVhjgdzbAB1BKyKtMCgiV7cloXV4XNUmPNGBKxcaFstqjCw4KYWrBGsfD17LDZRilBYYW4xhYG0EFOqWRmCjClBM8mB5ppO3gsn7R47v/Mf2wSHiLYBDh9udvpok/ParTi77VTMZy5Ikf0a9+VWp3CIIk/iEcT7xzDLLqxbnUJAnoawO9xsd1Oc9guY0SK6j8Mywmorku0SsvUSAWr1x85Iq1yyXSbJVou31rpZa91slDjbNLxtGsE+kWR/gondw3MRe7syBASqkEzyIRFEEFkAQSLIRUhAermgeM4OfJyzD8FZQMQLSUQBRPSBaFIGVUoniEhkCQUSQ3QplSGlMiQQU0ZjyGmQBMIJCG4+eJyIgBPhCSI8Q06lSchkAZ4hhegSMkNGYckpDAmRISXRxUSWjMLxpdLFBJaMzJGRuTIyV0p2l0I8OY3vRxd8zJJsYK5fz928gbf3c2HMDvml6K2NyiOP/qGYuFsIustBdwXoqoH19XBvA9zXAPe1gN5rsOEqbLgK5p2ShYc60FkF2kvBw1zQmgPu5xsf5pjassD9HPAgf/x22S8tpbd//Z+x/8XE1a8ndYUzKh0orhht/E/RgRTVgdSen+5MdXSNd3SOtHe9fPhw9P6fo3dvj966NXrz1ujtW5N3/3jxzZcdBRmd2ee78s92FZztzj3TnX26Jy/ezENPXrw+71x/4aXewosDhRef5J4byjz1JOPAUErU0MWQwfi9fSd2Dhzd9uzEtrHT26fOBcCX94K0IKAItpCgDAKqIKAJNU8PXvvaVocATShQh83BEAY04fDf8QBrIsB8mc+6Jgqoo2B1FFBHAXXU64ZqQUb+GideixaqiAWhmFvAynBYHfEmD6owoAwFCnOLKQykh8Jp5iQdZEwNmk0JnE7aO520Zzpp72TS3pmUfTcjpAeJq75wXrGFsPYznPXnbrYBRPttVOzGdfZixCr+Mquzbsgs+rqjiPePYZaddfgo2c3uIs0xDELvghzCPUjRIvoXTCe6zbvOy62w71s5L7HirF1hVcJAFdGRBVT7HJJtFsE2E2edibPJdLPJdFurxtmkkpDxdIdwd5dN3m58bxeKEE+VkiEJBZLTCRLKOp6Lk8c6Fz7e1Qvv5kVw5eFx3kSqjE6V0agSGlVMo4sgjozmLqV5ymkecipXTmXKKBQxmSAi4kREVyEBLyJSpBSKFCL44Ek+BJoYooohuhRiyyGOHGLLKGwZlS0jc+QQW0piS0lcGcQWEz2kEN+X5imj8P3ogg1s+SfcDRs5GzawN/pzt2zwCd3idzHyi8qk2Dt1SS9/ywadFaCnFugbYEMT3NsM9zWbeptgfTPoaQY9TaCnAe4x81APumrgjnLwMBfc14HWfNODXLg1GzzInvzzyh/Xyn/7+rvJzsevvvrvVFYBUGXP5hSNX/1PU3x+wudnz39xriGtZKz10WR718uH7c8f3B+7c3v89u3RW7dHb92avHVj7Id/dZVqH+Vc7Mo715l7pisvvifnTE/WaX1ufG/+OUPeWUPe2b78c3355/vyLg7mXXiadXpYefhZWszQpdDB+MCBE7v6j2x9cuyLkdPbJs5tn720C6QGgozg13hQBwN16BwSi5yMOgRoQmFNONC+UZEgM2oeiTdqTjGigCYaaKKB2lyLD33Y3JwuAlZFAHUk0ESbk7d5x7xp9lp/VxGLZnyLI3U4UIbDGWFwRhicFganhZlSQ4wpQbPJ+2aS9s0kBU4nBk4n7p25vM+YHHwzZn0Mec1G5xWb3FZ/7rJ2i4t1AAnxBYTa4GQtsPnAb9U7hXyaioA6glh6ArPsnMNHyW7WyUynIwzH3RAmiOO2X8yIFtE3klBM2+WId6wQS95yXrbUqoKJKmcirzARJUxkIR2RB9nlkmyz8TZqvJ0Cb63GW2txNgqi/Xkqcj8Hu5XnIvR2YYjxNBnEkDMoEpqLF96V5+bmTXDxwrt6EwgiMlFMpkqpdAmNLqYxJVS2BOKIyB5SqruE7OVL9ZRRPXzpLDmdKqWSJVS8kEgUEUliEkFAIAoIVDFEEZJoIjJLRGJLyFwZhSOFuDKKu5zCkUIcGdldBnEkJE8ZhSenekghdynEl1EkfjT/T1j+HzPXf8Lc+Alr03r2Fxt4wVvkp0O25ZyO+OXKxefX80BnFTDUmxM20DeAHnPVw931cHct6K41awXcVWl6WAC3ZsL3deBeNmjNnmktufvv8p+u/evlvZ6Ja/8d0xSY1JmwJtd07duv1VUJWy8mfnb58qaL6fsSbjd8N9nWNfqg9YVZGW7dfHHn5qvbf4x884+eIm171vmu3Piu3NOduae6cs4Ysk8Zsk7ps88YcuMNufF9eWf7c8/2Zcf355wdzIl/qjn2LCNuODli6GJw/6nd/Ue3DR374uWpba/Obp9JCIBT9oB089Btjge1+bt/sT6EL0TeOTsEtBGwJgzWhMHaMKCNANqo/wsSCzxoo4E2CmijgGauVOYgET6XKKKAJhpWR4M5JQGqNxdm0zXPA1BHWbB5jYdwoIgAykg4IwLOCDelh5nSw0xpocaUkJnk4OmkoOmkoKnEfVOJgZOJgbMpIX9ErY/ArfzEafknLis+XffRF25rd0HIz4j2cuxq77XvbrP7oNAdSsCsOoL44ARm+QXHj1LdrNPomHNMh71ERCDT+YiUfVTuvpft5o/HOix9x3bJW4j33raqZCKrWMgqNrKcgyrjoEqYyBIGKp9qn0m20ZLWZpLWZOLX6HDWOpytGo9IhhyPstbt5LtKfFw5YgLDn0byo7pJ8C5CnIuAgBeRIRGFIaGyJDSKmMqQMZgyOkMMMURkhpDAFpF4EoqnlMqT0z3kdHc/JlNKJ4nIZh6IQiJJSKSKyDQxRBWRaEICU0JmiIkMMZ4pIbOkEEsKsWRknj+N70/3nIOBKyV6SnGeIrynkMwTU3x8aes/c//0c8+Nm3iffOKxZZN30Bb5yT2fF52KuV6S9PSXQtDRAPR1oLsa7qyCu+pBVwPoqgXd1aC7FnQ3gO4G0FUDtxcbH2TB97PBvSy4Lb/9u/IfG78c/rNj9j+/vdIUmFRZxoxMUNtsvNnaklKesPlC0qcXUjddStueWHRM0/fTb+P37ozeujl2++bLWzde3b05ef373pLMLvX57uwz+txT+txTPTmne7JPG7JOGnQnDbrTvdlnenPO9OWc6cs5M5Bz5nFu/GPdyafKQ8/TYp5eDhs4u7f3xI7BY1ufn9g6dmb79MUdppTdID0QpO+DFcGwwqIMsDoYVgdbfNGiltHCqEEbAbTzVIQDTZjlMfMvSJh3LPtmHuZe0ESbzz2sjp5zSlEWZdBEA00MWIzEHANv1PzmvFDMqUQYUEYARSRQRMAZ4fM8GNNCjWmhs6khs6kh08lBU0n7ppODplKCplOCr4dIj9OQ25xXfea8/DPn5dtwawOI9hvdbH0dVvnYvrvd9v3LzojTiOVH7D48iV5x0XFlBs46nWR/mYIKxVkHkJCRPPIhCXM33XEzxYlhvQL9thXmXSurciaiko2sZCMr2IhKDqqSg65go8tZiDKGbQnNuoBikwPZZBKtc4h2OXh7Hd5OQ7BLo6DOsJyCeK6+YpyHH5nmB5EkBJKYRBZDZAGRLaFy5Qy6jEGT0OgSGl1CpYkhipDEEJNZQhJHTPaQUfm+DP56DkvKoEtoVCmFKqNSxBBZRKIISVQRmSom0yREiohAFROoEgJVTKRLyVQRgSbGe/hSvfzpXn50npzqLoc4UiJbjHMXE7liMlNA4ogpPBld6s/4dDN302b+p594bP7YfecnXpFbP74Qvrf0wsHfK1MHfsiauXcFdFaDzlrQWQc6a0BXNeiqBd2NoLsRdNeCjnK4NR/czwIPCgeul/3UWNf3893J7/83kVsGqzJNqkxQUGFs+afp91tPv79TGKe8/Fl86uaklM0Jyr3x9xu/nPjz7uitm2M3b7y6+cfM7788a6zo1JzXa091Z53qzj7ek3XSkHXGkHlKn3lMn3m8V3fakHXGkH2qL+dUf/bpwewzT7NOPlMfGU7b/+RS+ONzQf0ndw4c3Tp8fOvI6e0TFwJMybtA+l6QMddNMuuD6v/JQyjQhgFt+GtHPzMSZEa8VmZmzCToooEuGmTOi4OFB1gdBaujYAsA825qbrGozG9a1gua8LeELJ58W3iwiEN62GxqyExK8ExKsHlhRmImOdiUEtp3aneaN2mrw0fbnD/a6bxyN8FmG8Hu43XW/k7WAvv3Pl/5zhHEykM2H+xf8+5p9MpkVxsVwU6Bt0mHkMep6GAKOojtGitiRPEJ28lomYO1xNHW3Xa5VTkLUc5GlrORlSxEJQtRw0bWsFG1LGQ1C1HORpaxUGV0RAlkmwfZZJGts0i2OshaR1qbSbJLp6LPsNeFeOP8ZWQfGeTuS2PK6XQpjSqBaDKIKWfSpXSWnMmQ0ihCMk1Mo4ogqojEkJAZYjJTAnHkdK4vg1lTvDQAACAASURBVCNnsOV0lozGlFHZfgyGlGpGAhKTSCI8VUKgSghUKYkmJdMkRLqEwBQTuGIST07lyakevhQPGcVDROZJKR4SMluE54qJnkKihzfBW0jyW8/Y8jl3++fc7Z+5f/G5x47P+dE71idG7SmLP/CtJv5hQ8r4jVzQWQ66akBXJdxZZeqogzvrQVcd6KgF96+AtrwXf1y53lzb88etyRt3R8papjT5JpXWlFcE114d1xWNVdSCO/dvl/9TEZiYtOVyyuazdae1T364/urO3dHbt17d+mPq+s9P6yo7tUk92tM9mce7dCe7dMe7tcf02hN69YkezRF95rFe3enerFO92ad7s08NZJ8ezDwxpDr0LC32aVLU4PmQgdN7Bk8EDB/fNnJq26vzO2cT94C0QKAIBIogoAxZzAPQmttHoXM3jua7ouEWHjLDLJlhoSIsQWIBiUgLCfNIZMaAzBh4wS/NHXdtDNDEmK0UbE4XfyFhvoA6ClaZ1SBqrk8V9ToekbBq4QLIG8pgFoeZlGBjWshsavB0cvB0chCcFjZ6Kajuc24A6oNPsMu349fswa3dS7Ld4mb9iZPNx852Pnbvr//QKtZuRfTqpRHL3o7HrknFIRR4WwVurYJkf5HpeJDtGsLBx4iZR/25QSynz1xtA5nO+zhuVuVMRAULWcFCVrAQlWxkNQdVw0XXcNE1bGQ1F13NRddw0VUcVBkbUcywy6fa5VBssiGbLLKNjmSnIyEyINRJjmOIl+sGMcnbl871ZTBkFJqUTJVAVCmVLqPRxRBHxmDLmWQhRBVRmGIqXUwmi/AUKYklhThiiOdL95DT3P0Y7v4spozGlFKpIggSkahiMk1EYkrILCmZLiawJUSOlMQWEzkSEkdCYouJXCnEl9Mkfgwff7qnnOouIXuISZ5CooeA6C4geYrIIhll4wbm9s89dm3l7fzCM2CjZ/CnwqMBm9Jj9mUdDG5I2H+z9OKzHzNn75caH5XB7eXgURX8qM70qMH4oGHi/lfDrb+0/fLj47t3xu7fnbhxw/jvH16VVMG1jabc0tlkzWS6znj1q6lbrf9IK0/+4mRpTErX1e/G7/758vad0Zs3Z2/9Nv7vxi5dcrcqvkd3okd3rFt7rDvzeLfmaI/6SI/qcI/qYK/mSF/miV7did6s031ZJ59kHh9SHRpKj32cFD54IXjwzN7HJwOenNj68sy2iQs7jUmBcJr5QmjoQgvffD9PEwa04bAmDGjCgSpsUdsn7P+ansOBNgK2GKRokBkDdLFAFwMyo4AuFs6KhbNiQVYcyIz9S8XMcwJro4E2Bmhj5gRkETOWr/9oWBVjUkSZFJFAFb1gkFQRQBUFVFGwMgqoooEqEigjzHl6MQ+zqSEzaaHTaWEzaSEz6cHTacHTqSGzaeHPzu3Ol0GbkMskNh9+7rp6B3FNINFuF87mM5c1Hzvb+GJXCVe+tWXVO4dRq0NXLN2z1Oo48qPLrjYpBNs0onU60eYyhI7nuEVz3YI9ifvciVsJqB1EVBBkG+9LtypnIuaQsBinag6qmoOq5qBr3TG17phqLrqai6pxR1dxUOVsVDHNroBqm0exzaHYZZHssoj2GgIqA8Ke5awLFrj5yQgevkSuH8SRUxlyKiQmUwRkjozJktIYUgpDBLGEJJaISBMS6FKIKaJwxBSOiMyVUtx9mWw5nSmjseUMhoRKl1LpIogppbrL6VwZlSEhM8QEtojoLoVYIgJbTGQK8UwhnisheUhJfBkklNEEUqq3lOohhTxkZC855CEiePjgfUQkmYz62Ub3XduEgVuFuz71DtjAD94kPrlroyJse07UzuqjoTd1F0a/KYZ/rwH/qzXeqZ/o+na87+bU0CPT2JOXve03v/3nnz983X37d9OzJ3Bnu/Gf30ynZ4PLGlOS4lVWLvzjL4PfXC8/o/yjrGXi1r1Xt26N3rgxcevmxA//0hcqHylOd2tO9+hO6LOOd2uOdqqPdKsPd6sOdSsP6lWHejVHejNPGDJP9mWd7Ncef6I+8jRj/1Bq9OPL4QPn9g2c3DV0csezU1vH4rdNJ+yCU/ZZbgRZ7vyEAuXcxE0TbuFBben5WGrh638RDIsXlrLogIUHXYyZB5AdZ0FCFwd0cZZ3tGYYFkmHedOsIXM8wAvBOhpWRcGqKKCaJyQSVoUDVaQ5als+UkUBZcSCU0pblBzSwmbSwmbTw2bSQ2fSQ40ZYZPJITWfue9wWCFFLPvYYfUuyH4XxSYAb/PFutWfOa/Z5LJql9uaaBfrg+jVx9G2u5a/t3PFO4eRH11YtyYZZ5uEs07B2yQREfE0x3AIu8nFxh+7eg/dZb+QHsFcd9SLaFXGsC9j2JthqGAhKliIKgsSyBouqtYdXcNB13DQtVxMLRddy0VXc1BVHGQZG1lMt8+n2OeSEToiIodkl0uy0dKQZ7mOwUK3jb4EH38izx9y96MzZXSGhMaUUhkyiCoj0UREpoDIFlNZEhpTTOPKGWwxhSOhsiVUjozu7svmyljuvmy2jMaR0Xn+bK6MzpXRWTIqUwK5SykcCcQWkzgSkpkHmo8rVeDKFhO5IqKnmMyXQN5SSOxHl/jRvKQQX0L2EpIEPmSJkLpRxgra6HVwq9+FXZvT9m4vCA/6+szx22kpbSlpw5lZkyXFr0qKR8rKX/7wLRh/bjJOTY8+f9r1sO/PG23Xf7j9/de/fnW17fdf+lpvz3R1Tv3rm0mFDiSmG9OUk0VlMz/+2vef/w7/fH3s9s2RWzde3box+euPA2W57RmnulTHO9THurXHejRHu5SHu9WH9KpDPaqDPcqDesUBvfqIIfOEQXu8X3vssebYkOLAs9SY4eTIxxfDBs4E9h8PeHpi+2j89qkLO42Je+C0feCv97fVYeZ+0V8Gz+FAPZcHXkvSr8flhZrnIdYMgykrxiIR2XEgy7IPMmOAzgyDhSILD5mxFpVYZJmAOgaooucwMF/3WJQfVG+mCKCKBKpIWBkJK8JNGeGmjDBjWthsWuhMWthMWthMethsRpgxI9yYETFyYU/DJk6qiHDEHRNKtQmkIXYSbXY4rtrmvHaLm/WOdSvTJPTij3lH3Oy22i7faP3BLsTyaNRHZ5zWJDhbX1i35uK6NZdxducg1AGq4zZnuw2Y1VFe0In1HodFrBCGo4WH+VRdyUbO8WBfzbGv4SLrueg6NqqOja7nYhrckQ1cZL0HqtYdVcVBl7ORpVREEWSXQ7HOoqzNgWxzIISG4ZDg7hQtct4hxfn5Qd6+NHcJxV1G48ppXDmdI6GxhVSOiM6W0FkyOltGd5fTuXIGU0zhSGkcKYMjYXBlTI6U6unL4vmxuFIa1/yaL9NTTufOIcGVkrlSMlOIZwhxTBGBKSYwJUS2mOglJArFkFTOkMnoIglFICB9KmIc2CjR7dv972PHHqQqhrMKpwor4St1oLwelNaB0npwpRYUVs4WV/deqe747rvRJ49fDD42jY+P9PYOPWobavtz4O7/2n789ubXX9398T8j+g4wPDheUz+brIGT1BO6vKlvvpm8+cfYH7+P3vx95M6NyZu/PWksb1ec70k/2qU61KE+3KU63K061K2wYNCTEdeTEderOmRQHzFoj/VqjgyqjzxVHBpKiRlOjh5KCB84GzRwas+TEwHPT217dXaH8dIekLoPZCy6wm3WAU04PG+H3ry7akkLizqtcxlaGwlrI+F5NnR/wwPIigVzMMDZcQu6MZ+zddFAFwPP8zDfX3otQphHFjFAEz2HaBSsigSqyEVa8ZdsrY6CVZEmRYRJEWHMiJhJD59JCzOmRxgzIowZEbPp4caMiKmUsPFLQaMpoQ/jAxRychiE2uVmvxW9fCvmo20Oqzbbf7AD+eEX9u/52b7DX/uWwHrJbhebaGfro+vWHseuPIFdeQq76pzzmrMEu+NUpyAc5nNHm1CO2zE587gfO4yzzsocHv6OB0Q1B1HDRTa4o+s5yDoOqoGLbuSiGriIBndkgzuy3gNd74mt5qIr2IhSul0hxT4XQuRREPkU+wKyXS4Vlc50OOHpFi4ify6FJFKSt4zsJad5+jE4vkymjMaS0jhyGldGdZfT3OU0dxmdI6ayxFSWmMqR0rgyuoeM4SlncsU0roTGlTM8fBkecjrPj8GRQCwRyeyauGKSu4DAF5J4IhJHTORISVwh3ktIlAipnwjp4RvF2sh9/718cSAnd6asGlRfBdVXQVmDqagGLq6Fi+tAbq0pt2Y2v8KYVzpeVvHil+96b//6pP3e875ueHZyauzlzPjIzPMn/X/+3nfrl+6bP3fd/EV/4/fhtnugu3uqrHE8LXuysmbm+s9jd/54efuPsRu/T13/9cW1xs6s5Pb0E90Zhzsy4jpUB7uUh7oyDvSkH+jJ2G/IiNOnxegzYvvVh/rUR/o1RwZUhx5n7H+aGvssJWY4MWroYtjg6T2Pj+94dmr72Jnt0xd2wsl7QXrQ/A96LDnB3ELNNMcGy3Vui1YsygywJgLWRABtFNBGA2000EQBbTSsjYLNj/Pf94tO+WtSoIuBs+Y5iVl4zQJGrEUiLDDELErVMfM1P5ewtJvMkKij36ACVs87qyhYGWVSRJrLqIgwKiKNykijImJWETmriJpJjzQpIoFmf1f83lQhcR/O9jPEsg1r39qwxmr9R2/5Ln/H530r3gor77VvCde+LbRestlpdQwJfdDNNhr1YRxq2SHMqhMOK0+52BwhoCOJ2J1udhFs57P+nISPufEyqiU/LHRd5/xSFdvezEMtF1nrjqrlIus80I0e2AZ3dKMHutED2eiJavJEN/KwdTxslQe2goW+QkMWU+zzKDb5FJtCyC6fisiiINV0h1QeLl5CiZJDW+RkiS/JcwON8wmT40fnSClsCcQWkz186e4yKkcMscUUhojMklA4UipHSvGQ0ThiiC2GOGIqWwy5y6juMipHAjGFRJo3jikkMgV4lpcb34fIFxA9RSS+kCTk4z8X0w9tkTUePaBXZ86W14C6FlDZAEpq4JI6UFIHimqMeVVwYR0oagF5tabsK7PaAqOucKio5Mmv/x1qvz81/OTVyLDJNAmDmZnJ8ZeDhomnhhftfw7e+u3BL9+1/frDYOudl31d03fuTlRfNTX/0/Tzr1O//j712x+z138dqa/rVqa0p5/qVBzrVB7uyDjQmXGwW3GgO31/d9r+nrRYfWqUPjWqNyO2X3WwX3V4QHXoifLgUHrM06TIp4mRTy5FDl0MfXJ659NTO0bP7pi6sNOYZO4pBS/8wtN84jPDQWaEZZJg1gRtONCGw5mvT6DnY67Fz8S8aXIs4ThqgYf5j8w7WdEgOxZkxc0nCjgrGs6a5yd2Th8W8xADNDFAGwu0sYs35wYXMQvrBR7mxheqaFhp4cG8MCoijcooozLKqIw2KqNnFVGziiiTMnpWeeB69KcJXs5h+NXbbJd8tvbt9Wvekn9kJVnxtmDZO14fvuX90dvCNUsE1kv8kEuD8Lb7IWSow7IQ+/ejEMv3o1cedFi939nmENUhjrXuuA+U4MdJkLMOcl2srtDtzHl6Xh+qOagartkvIWq4yBoustYdVeeBrvNA13lgGzywjR6oRg9Ukye6yRPV7Ilp9nRs5DvW8hxqPLCVLGQx3a6AZldItc+n2uZTbAsodvlUVA4dq+O6pAmIR6XkAH+q/6csn40sjh+NaZk6UzgSiCulcKQUtpTKklJZIhJLTGaJSFwJ5CmjcqUUtoTMEhPZEjJXAjEEBLoPnuaNo3njGAI8S0Bg++A9+fgtQkbq7q3fx5/sVypm8opA3hU4vxwurgHFdaCozlRQA7IrQGYZ0JWD3FqQ3wgK6kFeOVAXG7NKB6truv7384tnTwAMm0wwDJtg47RpZuJ5X9fgo9bOP37tv/u/2//5R9v//vvwj5962+6axl/OXL85U9YEV38F1/3b1PyN8auvX1VWvMjRDGoTutWn2xXHHqUd7kg92JW+vzstric1tic5Wp8SYUiN7MuI6VMe6FceeqI4NJQR9zQlcuhy2OOL4QMXIgbiA5+c2vbizI7J8wHGy7vhNHN3NXhxWphDIgJkRli0QhMOMiPgzHBYG7ZomDA3U7O0gOZP/yIRsDwu0ofMWJAZY1JFmNTh5k3YnCUsMJhrzj6Z/3wegEWysFDaWAuK2liLXMx/tIDE3Kb6NSpgZbTJQkKMSRVjRsKojDapokwZ0b0nA36O9P02WFqz2TsaZ7fJ5j3/NUtEa5f4rF3CX27l+YGVx7K3PZZbyWzeCSHbH3VfF4FbuxfxwT6b98MQy2Mc1hzGIY7SHQ6y1x3l4c+JaIc9iTvdbK3KFulDFRtZyULMY1DDRda6I+o8kHUeyDpPZIMnutED0+iBbvJEN3mim3joZj6qmY9s4qGbPNGNnug6T1S9B7rOE1PJQZYzkcVU22IaooiKKKQgCyiIQqp9IQ2Rw0Snebse9iVv20AV+1O5vmR3fwpXTuPIqGwJmSMje/jS2BKILSKxxWS6gMAQErkSMs+XyvOluEtJHhKyu4DgLiQxfQg0HzzDh8Dh4wXe5D3r+UkBn3135PBThWZWlz+rzh1L1bxK141n5LxS5Bt15SbdlVltEZxVBrLK4cwyWFs+qyyZziiYURUaVSVTmVf6mpoHu1oBMMEmk3F2GsDANDttNI5Pjjx58vDBi46HD375pvXHf3Xd/PnhH7/Mjr4EsNE0NDxe9aUxtwaUNJpKmmYrWkD1NVB/Fa5tmCwrHynMf56nfZqrGMi63KM83ZN6pDvpQE9SrCEltjd9f6/iQF/GwafpB4eSo54mhT++GDp4LnTwTNDjk7uen97x6ux2Y8IOkLoHKEKAIgQozeO2kMVSYNGH+QmaZb4230Gaw2Cui2ppj84zYI7F85lBFwuy4kBWHNDFAF2UURViUoXNw/Daa7rF8XpuYUEudkEWtLEgMxbWLtKKvwcm+jVC/sIVrI4xqd6sWVUUUMQAxf5ZbQzQxr5Kic6UQp+i3pXZviO3eVe09l2v1Us8V7zjteJdr2XvyFe/HUWxvyAmHqBjttot3bTqre0274ZiV8W4IiJc7GIomDiOSzCE2eZmt5WAtCplIM15uoKFrGIjq9jIGi66hosy81Dnga7zQJmRaPBEN3liGz0wTZ6oJk90Mw/TxEM28VDNfHQzD9PkiW7kYRp56EYepoGHrfPAVnPRFSxUKR1RTEMU0+yL6IgCGrKAhiigobIZjsl8fIyUsEmG95FD7n5Uth+N60vh+VHdfSlMGZntC3EkJJaQSPPB03zwXAHBSwyJ/FliX6aXmOIhhNg+BA8ByVdEj9soKY0KvZ9w6UWGeiJDO5aS8fxSymhixvDZxKGzSdPawums0ilt8Xha9suLGeOJmun0HFhdZNIUT6RlD59PG76QPpaoe5aYaSirHOntmJ2ZhGdmZqdfTb0an5p4NTE5Pj01/rxf/6T94dOHbX23fu+79dtA259jw49heAYA2HjzoamkBZTUmYpq4IJ6uLQFLm8BVddA9Veg+itQ9w/Q/G/Q/M+puoaxiivPi3KHcpSPtUkDivj+tBMDaQcHU6MeJ0U9TogcOBfxOD546MSu4ZPbx84FTCfshJN3w+nBsDIcVoTN3eKe666+OVSez8pz3dXFNukNHhYOdIzF8CyCAc6a348CuiigiwZZc5xYaJmv2Delxjyny4xbOP3zPCxG4q/1V21ZeIyF1bGwOnaxOBiVMUZ1NKyINmbETKuigCoaVh74KlC6zWm51OY9qc17orXvCta+J1jznmDVu14r3pZbvx3DRFyUEY96un5u977sQ6tPVr61w355AGLlXkfrPa42H6M+WI9dEUDBhPGIViV0ZBkLUWGWCBbCPI+r5qDmbVK9J3oxD82eWIs+eJr1AdXCwzTzMM08TAsf2+SJaeZhWrwcmvjYJr5DnSe2xh1TwUKUMexKaXYlVFQJHVlMR5ZQkQU0VCYHm8BzihK4fSHBSfyJ/PVk/gY635/NldMZviSGL0QVk6jeeIaASBORGGKSl5QuWc+RbOCK5Yztvu6J2z77Kjb27vFTvfEXZxWZQJdvysydTlW9PJf04nzii/hLLy4kw9nF4EotuFJrzCmfSNKMnE8bv5BhTNUBTT6sK5hRZk+lZ88oCiYVBXp1Tu/vPw0P9wOTcfzlsyd9hj69wWSEYaPp6WDPQPeDx+1tfff+GDU8GB/qGXk2ODUxNgubTEMvJ2r+CZc1gJJ6kN9gKqifzamcyiqZyi6bLawHVf+Ca7+F674DLT+Cf/wE/vETuPof0HBttqJiIj/7pTLhZdrJ4cRDvWfDDfEhvSf3PD6x4+WZ7ZMXdpiSdoOMYJMy3KSKNCnDYVUoPP+T6AUezCnitXnzXH5Y3GONXmiqLj7EWbGLAkPMfKd10RQiBuhiQNZ8vzUO6OJA1n6QtX+Bisy5/cy4OU2Ie+2sZ75+6P8WBo2FInOogNXRc5oQCzRx8zwsLqM6GlbFwMq4WXUMrIwCmkMPTu6KoaCkdu8LbZcKbJaKrZfKbN73Qy2T2L/36boPjwpcz0kJR7zctmA/EnxgJfrgLflH7220Xfk5YpV8zZLNrtbB7rggD7cQHsGqmIYoZSDKWOYIgapkIas4KLM+1Hmga91RdR6Yek90nQe6kYdp8sQ2eWKbeZgWHraZN8cDH9PCx1z1wl7zwrbw0Ff5mKt8TIsXpsXLodnLsYmHbfTENLijKznIEjayjIGopCNK6fZFDPsiGqKIZp/LQGRwHU/4uO7yJcj9SQJ/hpcvw0NO4fpSGTIaRQRRBES2GHKXQO4CokBI3rOerwvZ/dvp0wMJyY/PXOo5cmrwzIUXCSnjyUqQXQiyimcydKOXU1+eSxy7lDqVrp3R5sN5FaCkHs6rNKmLZtOyp5K1E0nqV6nqiTTtq2TtRGr2ZEr2YJLmXmXFT/+++uzxgHF6cuzlcGdb69TYq/Hh5xMjT2dfDRse3H7Z1/W8r2f06RMAwMTTgVfDA2Bi7NW3P05faQQlTXBRPZxfDWuLpxRZI8makfRsuLAWVF4zVnw5XXbVVP1P0PID+Md18OXP4MvvQfM/QWUjXFYzU5g3nH6u71xU3/E9z4/vfBUfMHtpB0jbCxRBJlWYSRUOlCFAFQJUr+XmuYqwkGBxSpFAFwnmIjWsmbuPZLmCEfNaWfqnfwkVC3YoFmTGwLoYeJ6EN3h4bWgd939TgDd4eIONhTgRA6tjgSbWpDLXIgBUMSZ1rEkdYzJrhToGVseaVHGz6hhYFQMyD3eeCjhORX5i/74f6kMp4gN/5LLPHFdvclm1hbhqv4/L5Y2Myxuox4S4T7HLeB9aMd+14nywRLR6Oe+9t+Sr3g2hOB0RsfYwHDcT7a2KafYldEQpA1HKsC+3pGpUNdeiD3MSgan3xDbyMM08h2YetpmHbuFjzX6pmY9q8cI0e6GueqGvemO+9MZe5aOueWGuemOuemOueWOvemOvemNb+JgmHqbeE9PARdWyUWUsZAkTWUJDllOR5TREMR2dT3fQcNad93ELkeM2rieK/Ck+coq3H4MjpXOkNE8JlS+mSESUw5/Jvz927Gli+sjltMGzF/uOnxk5c/lFQsrTi0n9p84PnU2a1RWBooppTfbY5YyJxIyxRMVYknoqPXc264qppA6UNMA5FTPK/MnUrFcp2lcpmhcJiuGLGc/OpnUePteq1nX+9P2d6z+NDj8dHx7SP3pgePhg7MkQPDmj7xqqKP86P/9fuuxvrlT89sMPbV1tnSP6Hnj8panXMFPzD1NJk7GoFs4rA9oiY0bedErOVFoerCsDJQ2gvMVYUD2TdWUiu2KioH6q9Jqx6l9w3Teg8XtQ/y2o/hKU18GFBRMZ58bOhU9eDDalBIP0IKDYB1TBc6O3ReKwGAZzbNDOCUVmFNAtvqUXBbSRr2flxUf/db+ki/07UxS36IW/EwdzWdZzO///wVgoc/srFlYvaAKsjjUpY42quFllrFEVO6uMNS9M6jiTOg7W7DdpDsxq4kzq/bDm4EhqeNMO72jXlbsclm1zWhngsnaH65pN2A+CaDYJ66mpH9MT/cjnN1D2UBH8lW8Tl1hRly2hL33b68MlW5GrglzsD3KIgTTsFoK9VRENWUxDlNKRpUxEuUUl0FVz84cFHniYBh7WzIM5PDTzMC18dIsXptkLc9Ubc80Ha2bgKh91zRtt4cEHba4vfbBfemG+5GOu8jFNPGyjh0MdF1vBRl1hoUqYqGIGpoSOLqEhCpgoHdchycdlv4y0y5e8wZ8mXs8W+XF8JIwt2+WqhMM3sjRDysz+s5d7T50bvpD48mLyWGLq6KWUsYTk52cuPT1zeVqZDYoqQUmVKavIqMoxqnNM2cVwThlcUG0qqQUl9aC4DhRUwtmlJk3BrCp3MkM3kqwZOpXYEXvi1tH4Zz/8985P/2n747ee1vsvB3r1bX92t3X+/OPDgyfKd0VU7AovC4yqDjlYF3Oy7mLGV9983To9MQMAmP32R7ikFs4tM+mKQFYxrC42KYtA5hWjpnhKU2IsqJ3NrR5NzRu8oG4/lnjvcMKj0+ld59X6RN2wpnhEU/o0OW84I9d0pdxUmjWpPj2bHgcUEeaBA6wKs/xwbF4cLLFhfqAWCXQRQBcBdJEgMwo2h+zMhasZsDZqbqL8hgj8TX5YdDsjbuG20nxCsLyz/+/B0C6Si/lv/b9NCNpYoI0D2v1/U5o487+wOg5W7Tcp44zKOKPqtZpVxhqVsSb1/lnNfqPmoFFzaFa9H8488DIt8nrUJ0XrmYdJdvtc1ux0WLEd+f4Bmn2iCJ/kg7skcD3vTzy+nirDLicutcK9/xZxqZXc7qMA7Nq9DmtC8Ih9EHoXBWuVR0UVUe1LGIhSBrKMjapko6o46Co2uoqNqOYga9yRc51WdIMnponn0MTDNvEwzXxsMx971QvT4o1uxZAtJAAAIABJREFU9sY0+2BafDDXfLAtXuir3qhrXqir3tgvBdhrPugvBZhrPuivfBy+8sF+KcB8KcB+6eP4pbfTVW+nBj62ygNVyUWWMxFlTGQpC1nCQJQyMMVMhzyuS7oP6aSUEeLrvtnPc+/2j8tyFa3Xv+n85svRlpaes5efn7o0c1k1fjljNDFl4mLS+LnLIxeSxtNUpqyC6cxCY345KKiAdUUgpxSUVIErtaCkHhTWwAVVcFEVKKiA864Ys4qNmvxpRfZYkrrv6LmOmGO/BcV+dz6h6/oP9379YaCj3TQ58nSg63/Xb+8/WrBpd/HWoOotAcqt2y5u25EQsE8TefSrYxe/qbp6Y/jlOHjwwFhcBjTZQFNgyi6bUBdMK3PHk9WGExeeXlaZimpA1Vdw1b9Bzdemqq+mSuoniuvGi+ue5l55nF04rCvsvqS4ffh810XFq6JqUF1hyk0yqY/AykjL/2Rh+TXZgjjAmrkf65gBsCBh5iFyUXKIsvRY53ujrzWFzKH5LzbJcsr3LyDx187SX2Xkrzy8YYfefJzjIfPAwr+Ld9QHYNV+WBlnVMaZ1PtN6v1mfbCUIm5GtX9GvX9WfXBWfXhWe8ikiQOZcSD72J2oz07j1u60WbLVesleu/dPQHYXWZgLDMx5LuakN+b0BkqQt+v/R9hbRkW9fv/fnJ8ekQbFltLjCRVszzEppbu7YTro7o7pIQRbke6YIqSkwe5CFASkm5n5XPeDAdRzvv91r7XXrItZLH1yvdhx7f3ep7cL/7ZJ6JCI0OVtolZ7pez3Srj8ttXriIKzsoIQ7fCeKyq7rh3be+vEntsnduee3JN3Sq7gb7mCv/cW/rOn6Mye4jO7S8/sLj+7p+zs3rLzCuXnFcrOK5Sfl6+8IHAIe6ou7q1Slau6qFB1QaH6okK1qny1qny1qsI6DwxVudpVk69VVahVU2SoKdaqKdSqKlRdlC+7IF96ZnfB37vvntqTe1zu9km5O6fk75zcl3P6txz1U0UIFwY9pfwGnV1wu5NV87KzdbqrYzCOuBRLglLSF1Ops/Gp42GxX4MiBv1DJxMIICeXl3GLT7vGpV6bT8uCsnOhnFxe1m1+xh2QcQdKvwVl3gLZt0FOLpSdu0y7upBKn4xK/ugT9NAV9sDKqcTYojEt+UNfx4u+noXFmfnxkbaGdksngr59rqnTHSv7FCdLX0dDd0sjlCs6DxnW6hfXUFjevTI8vlzG/ppMeR1Hb8altWJiX/tGDfmHTccRVtJvQTcKQG4ZVFALFbJAWSOobALVLaC6GTBbQGMn4LSC6np+BWvmbunntJyZ7AJQXMO/mcWl+682gVKRgAr/YdxZ8ND7QzMpHf3/HnAT5Ljo1R6N732sP5dN//so8RMeP375YxwlAAYP0r2/I/EjFelYQMVAFNQPLeJrVVTa/+InHQfS8YDuDeh4iIYXYLDmFvBLJNwSCbdMxi+T8EtknyWy7zLZZ4nks0z2XibjVyh4iObNp3i32Gv47txstVnISuwXV5kNwb9tSTi0O/7grugjO2POykVc+i3K9m/TE/J/iQgdERVS3yJsvEvCTk7a68B21GF510PyQqQ/Fah/yWUqy109Knfz2J67p/bknt6T//fegn/2Fp3ZU3Rmd8m5XWXndpWf311xfk/VBXlBHanynACGvVVroVHVRfk1GORq1OSqVeVr1ORr1ORq1eQZavICHmou7q1VlWeoKTDUFGtVFRhqiiz1fbWqSuWqCqUX5IvPyOf/o3Dvb8W7pxTunlK8fnJfU6DXt07G18ftLdVFxTezi2/feNDUMNTT/TaWOOwXPRwQMRYSPRuTPBUR/wHr2+vo8Qrjt5J+HVzL49OuzSZTx6JSFpKoE5HJH71DP2JDBrChX/wix8MTJ6OSZuOJK6QsKOPaMu3KfDJpNCz6lQfqoaVTnb7ZTT3D5pyMR22NIx/fL46P3byaZ2ARf9nqqoHjXSuHLBe7GFdrXwf7aGdssUvQfVR0J+1a78Djj5N1nZVBpKuYxFvOoe3o6PE4MkTIBPRb0JUC/tVicKcc5FdBedVQPhMU1YHyJqiimV/RBFW1gKoWUNUEapsB6wGobFnJZy3drly6dhfKTgY0PKCsTd5QEf++6+sdEPR/NXIjVqd/BMUl2noHHuqnrPpfPNDRPyGx+v1/eVj3GLjvaUMGfu3XsICOheiY77dc0JfxQ+/G6mvDv7ChYX9yGnQ8RMP9AAOOR8Etk3DLZPwKxXuJhFsieS+RfJZI3ksk7yUSfomEXSRiVyjec6nYcv1TKJlfLYWFLIR/cZXehNslGq4oE3tgW9zBbSkndidcPIBXO3BeXkxZ8v+OiwmpSm8y2C5qs0fCY99W5J+74cqKQql/7if9tZ96SClDWf6Kyp7rx3bfPLHr9qldef/sKTyzt/jsnpJzu8rP76o4v6vi/O7KC3srzu+tOC9XdVG+6qJc5YW9qySoyteoKdSoKVSrCYIiuVp1RYaGYq2aXK2afK2qHGPtk6Emz1BTYKorrfKgqsS6qFSpoVSpplitqlR2cX/J2d+r1Y8xDdU5bnY9V4iP6iramRXdLEZbbUVLTUkrs/pjZ/u7ROp7V+/XrshXTrC3Xtgv3kEfML4vvLCvkN5fgqNWyFkg8/psImE0JHrYN+w9DP/WFfXODfPWDf3GDfXKDfHKHfHCHfEWhhsJipxPTFtJpSwmpo4Hhb9xgXVZ2lVp6d+2t2XeSH9czx542Hf9Wi4Sl6VulKJld93IIc8LeZeYXJ5Fvx8U0+wU0OgV0X6r9N3b90O82emOa0V12JRGXGp/BG2SfINLvwml3+FfyeNdLwa3SsGtEv7NUnC3GuSzoMI6UNIIyppAWQtUcp9f1sSvaoFq2kD1A1DZzM3jzOeU8q5f419J4KcHQjTM907p1X6k1ecFiIqAfhz7TEetT0ivPdihAB39vUPp393dPziH1SIs7qdv0jE/Djz8/PtrmXTGD5kGfY0HwVM0DQ0JWlzXjYoFVAyg4gAd95/cGgdoWEDDrRoVv5o/rOUMXDJ+mYRbIuKWiNhFAm6Z5L1IxC2RcItE7CIRu0jELJO8x6Jh18/96SWxwVr4FyuRDbCt4pjtYvjtwmGKkgkHZAh/bYs7pmCxT+YvESFlsV9OiAipSW4w2ylus0vUaY+Y176tnr/vEko8uC/lr33EQ/voykqZKgrZR+Rzjuy9fmzv7ZN7752WLzgjX3xWvvT83rJzcuXn5SrP7xEwIMieq1Xlqy/KV32PkeRqVPfWqskx1OQZ6koMdUXGmnMQHJjqCgw1eaa6PFNdiaGmyFBTZKopMtWUajWUqjUUGOr7ai7+wdE58wyPGLx6Za6z7XFtZUPB3aaqoprc672cmhct9/sZzCf3G0fuFQ94+n5G4D56IV84eT2yc3vmAh/EBQ75hQ7gAj5i/L76h39A+bz2QH2A4T4h8J8R+C9I/BDKdxCB+4TAfsHix/wCBzHeHxG4QYTvkHfwWFD4ZFj0Fx//J24eDyxs87R1mPHhLxsYHVWljVXVxNQbGup4PbNMQ5dCZ2zB7Zv3H/UM0G/02fkwfJO72Q++Ts0s8yH+0tOnQ+QbfVEZnXEZb5IzR1MzJ5Mz+PSbUOZtKOsuyM4H14rArXJwp5qfy+Dnc6DiBqisCZQ3gcoWXkUTt6IJqm5dzGNwC+tATRdUUQ8VlfCv0wHNG1BgAjmwVWUXQexEQwIaUnCGaAiIBv8uoiHIuTMEb3OI71Wm/848/DDGAK27iH/zsJ5/Y3+GBPtTMr3+Pp2OA1RB8fRnGChoQMECCg5QcRAFA6jrr9qrOfR6Ms2nYPlk/Ho+zSXjVki4FRJ2mYhZSkMtpqEW01DLRPQSAbNExCwSMPNpmEUidoXk897fkXBwt4fo/7lKCjtLbELJSqK2iiC2bAyQE487IJP2x7aQ33dckNjw169CJ0WEzooI6UpttNst7rhLxH23GFJBxlNxq1Din4pJB5XSDimRDyvSlRWzVBSvHFW6emzfzeMKt08q3D0ln/e3fOFZhdLzSuUXlCoE1SS1VQBWfYKqfI2aQrXa3pqLe2su7l27/YoMNcHtV6hVlWOqKwhsjQoFhpoiU12Joa7EUFdiqirVqivVaOyvVj/c5GTRm5bQV1Xw5XHPq/bm++X3WlmFr7oaeuurK25kNOXd6amr/NbAmIhLnguNnAwMHvX2/Yr3/4IL/Ij2f+WB7jKzbbxk8MTK+Rs+aBjtN4Tx+4r3H8L5DuP9vvkFj/kFjfoFzEdF85OSF2Pjx4PCRv1DvwaGjQZFjodGjQSFfsH7vnCBMXSMcq0sH5fmdZbl1efeuEYimxt46BkF+Ybm23pcN3O96uida+ddae/HTMjsr2K/mp5cgPh87sTQSm3tUta92Yy7k4Sc6ZSsyXjabFLmCuUmj3oDot8EAipulIJ7DFBUD8rv88rrobIGUNkMqlqgiiZQ0QTKG6GK+1DNAz6rE2J2gvxyKCMCUBHQ6hQBYrV3mv5dMgz8V0vm+yPd+jMFSuBGoO/OBP1TIPQvKv7rBAQPdgJvk46C6CiIvt7895/smfqDUdBrQ3BoQMEACgYir7YnrX6z5hPWy6w8MpZHwvLJOB4JyyXilgnY5TTMYhpyMQ25kIqYT4EvJMMXUxALqcjFVPRCKmYuFbNAwC2k4e/bXgreJe4httFLRtRLejN+h5Sn5K8eEhvwu8XCD8ikKu8NOLBDa8uvp4WFLkls0JfcYCG90Ul2k6usMHKPJF5xK1Zpm1DM74qxf8gnHVQgHlakqyhlqCheObrv6rF9N0/uu3VK8fZJhbt/yxecVSxV/a1C/fdKtf0VakoVagqVavLV32GQr1WXr9WQY2iseQNVeYaa0ioPago/eAYFlobiGhuKAhdRq67EUNvPVNtfo36gyvxCY4R/fnJ0fentp011LVVlrOK7j1vYA08edzW1NFSWF+VceVBTMtrTuFyYy0tM4UXFLEVGTASFvkf6PHdFPrZzf2Rh36lvVq+m894VAcWlTQVHjvmHTgRHToZGfQsM++of+C04bDkhkZ+SxktKnQyL+uwXNBIaORkS+80/chAf+AmBe2brxtEyzjl7sSTQv6+8sP72lfp7t1gF+dkECh4eZGgUrGVCMXC4BguspFxpLihqKyvnzEyOQ8tc/vIit7+fm30HZNxYJuUsp2WvpGYtJKZzidd5pGt8UhZEvwau5IIbRSCvFpQ2Cm4/KG0AZfdBdQuobgUVzaCyCZQ3QWVN/KpWqLYDVDbwb1/hpQdANBT0g0Tkmq+A/1x3Wu/3Rq0lFWs9Hemo72GVoB3jX4HTGhvfeVideVhtu4C+T8ahVgtZq9nITzBA/+pXXZ+fJv9k4Pt59SkaouDW36F5JKzAuETMchpmKRW9kIyYT4LNJcHmkmFzybC5JNh8EmwuCT6bhJhNRM0kouZSMS/w1oTDe5HSIs5iwi6Sm2HSIvjt0jDpzcgtouhtIv7yEokqciG/bXfYJmIqJWwhucla/P9cpDfCtm5GyIp475UJUJIN2LddKOSP/TG/Kyb+oZh2SJGirJh+RP7KEcVrJ/ZfP6F085RS7pn9xaq/l2n8UXX5r2qtgzVaf1Vf/qNa87cqDaVqdcXvMKjLsTQVGBryDHV5ppo8U02Bqa7EVFdkqiswNRRYGt+dg4AHloaiwJjqSrXq+2rU9zPV9ldc/K0rzLO/9GbNveuv2hs62LVNLCa7ujb/TimBeBfnn+Htdx0fkEkn3H7U1DhZV8mjUfix0TNB/m+9YI8d3Z+7IF45I945wV7auDzQNa49p/7eE7UckzQdFjMRGjMWFCEIiibDo+djE6A08kxU3FefoK8+gSOBYV8wQa9cUN3Wzm1Glk1aRmVn1NMPH6Nq67NpZPaNjPbie9Pvnq58edddz7xz/U5GZmnWFebd26y2hs6n/c9GvwxCy3PLS1w+ANDn4cXrBRD9+hLl6gIha4WQtZRMXSak80gZPEI6RMkGWXegG4UgvxqUN0AVjaC8ESpp4Bc38EubQHUbqG4FlfdBRQsobQFlDaDqPmC0QJVM7rVUiI6BaIgfROoRPwmwrvEAaOuj0oLSE/KnZ+zVVwtBJ9/6Ff85PfjOxvd8F6KjBb8M0dHQ+r+w+r+svyfgvk+KUpCALJCTEcwAofhkBERZHWmAyEhARgESkkdE8EkoHhnFJaG5xLX2JBKKS0SvENAraailVNRCMnI+CT6b4DkT5z4V5zYV7z4d7zYV6zod6zYZ6z4R7f4tym082utTsPNdDRXvHeJOYpvsxEXcZCQ9pURRWyTRsmK+O6V9dkp67xTz3y0WtEcKs00CuVvWSWqzu+RGlIwwXlbUf5dUwF6ZEKVtofu3C2GPHQv668/o35US/tpHUN6ffkQu+6h8zvH9N07tyzv3e5nGwWqtQ1VaB6suH6q6fKhGW7lG+1Ct9mGG1p81l36r0VSq1VRiqMkz1OVYGgosDQWWuhxLXY6lLs/SUGRpKrA05VmacixNBZamwnoK8SMSTA1FpsY+prpirYZihdqfLLzz08bKJ62NHx92sQoKOFXsmKTrJs4pmmYpakZp501I563TnWG3iu5WT/Q0LmfnzAcFjKDgHz08X9q7Pbf1eO0Ae2Xv9cLG5bm1Y6+JVYuO4StXz2HvwMnQ2NGAsEF8wGfvoPcY37do38VEwnIS4RPOdxDj/QXn+w6Gfu2BeOUOf+7i/tDOucXUinHZ8O75S7edXUviophXqBOv+3njgyNvns5+/fysp/vTq9fPu3snhobA8tL4l49Lk2PchXkI8LlfhubvlvGoN5bTry2SMpYImYtJ1MU0KpdAX06m8lMzQcZtcKsYFNWCsnqorB5U3QdVTVBpIyiqB8X1oLIRVN4Hla38qjaoqhVUtoDKZsBoA4X3oIxgQBNISiLXer8RP0///CtS+l9SGusdTevt3z9l1YKo6V9/8rGAhvq3VsBq/fSHHwXToWTUmqb36o1f/SQhICJ8bUIaARHhPCKCS0RyCXAuAb6SBltO9eIS4CsE5AoRuZKGWE6FL6XAF5PhC8nw+UTP2TjXqWjn8UgHgX2LsBsLsx0JtRsKsRsKshoKMP8caHff7lLUgd1eWyTMNglZiwnDd8h6SoogpEX8tkuG7dkSpbg9ZLe0z1bRgB1SvtulAuR3ekgKw6Q3Y6Q3B24VjdgjHSYnGaawJVJpm5CrvqGXuhru9MmQIyrxyn/RVBSyju299s++QvU/yi8fqtI+XK1zuFrnUKXW4Wpt5WqtQ7XayrXah5k6h1g6f7F0/mRpHWBq7GNo7Fv1BpqrJuCBfUmAhAJLU4G55iXWPIPCGg+KLHWFWo19leqHGCjHR5zSRy11A097KgtLffAkXaOIk+pY5fPYwxcDj2slnNSjX7K4QiaVDPQ2z+ffmfT3/gqHDXrBn9k4P7VyfWHr8czG7Y2z1zs3+Ht3xAsH124Ty2Ydwy5jq4fWjv02Ts+dYa/cUa+9sMO+oROh0cN+IbOxSdwUEj+NspJMXEpInomMGcD4PnLwaDO2rr5kkKOuXYr3YVJJg33t4x9eTH35yJufmf02Mj8xOvll8OuHd9zZyYWJ4bnxoYWpcT5/af7zJ25LJzfrHo9yfYWQsZKasZREn08gzyeQ5hJJs/Gk6ST6cs49UFkHqpv4RRx+SR2obQOVLaCsCSqs4wseKKrboNp2iNEBah7wyxqhyiZQxYSuEyE6HhK8N1PhgIaAaMj/Hx5+io4QP9Sg1gb/fxyRWzOIjoIEv/B9pO5nsZmfJGd+GHAjo3+AAbl29REQESFQzVgzBE8wEp0GE5CwkgbjpsG4abDlVK/FZM/FFK/FZM/FJI/5BLfZBNfpaOfJcIdvobZjITajwdYjgZbDARZDfmaf/cw/+Zh/wpl8QBk8RRjdVDvsvVPKWWqz0QYhKzFh5K5tmB3SCBkR3+3i4btlohV3BO+UCtohFbR7i98Oab/dsh7im9zFNyKlhP1lxcN3S4XLSUXslYmUlxaysrKzt7LxMDFDXtbx+ed0wlGla//sK72sUq2nUqOvwtBVqdVTrtVVrtE9zNBTqdU5zFi1QwztgyzdQyydv1haB1naB9laf7IuHWBe2s/QVGKuhkMKLE0BFYrsS4psTcWfPMN61KQuz9ZQYGgcqNI82hXm/b65treR0f/gPoly+5xG4F+HEfL7Lu3dr7FfxUlFLfyIZsIl66w4IrO2uPrb3bvfvL2/wuHvXT1e2Lm8coZ98MC8cYF98MJ8hGE/o32GMD5v3WAPLezadIzq1C636Bg9sXN55uTx1MnrrRd2AOW3lEAAtCweOZ1PzlhMJs7EJo6FRH7E+D93gnea2rG0jQrPXy6wcWLRKB96OyYH3o19ejc7OQbxl7mLszOjQ++e9L152DH67vnTvrYPL58sTX4bH/yw8Prl/J0SiHSNn5bJTUpfSqLPx1FmE4lTCWmT8Wmj8cQp6lWonANqW/gFTH4eA9S0QswOqLoNlN6H8jlQcT2obgPMTsDuAswuqKKZX94Ialqg/AIoMxzQUbx0FJ+OWisorSYMEH09cxBw8q+x6f+HKOUqMKucQGsD1v82GgrQ0NC6xNi60dCCeWiIihRkCIKFJutXn0+A8QmCM4xPgPPSYKuW6sVNg62keq2kei0nfxcaW0x0W0h0nU90nU9wnY93mY11mo52mAi3/RZqMxJkOeRvMeRv/tnXdNDH9JO38Qes0Xu08Tsv/RduOk026kmH98K3S9pLbjbeKGQvLQrbKYPaIQXfstl3m1jwDsnQ3TL+smI+W8W8ZcV9tktjZaXg0qJe0pthkptQksIB28Qi90hH7ZIK3yUhZGVpb2XjaGvtYG9l46SlGqV19J7x6TL90zWGp9kmf7MMj7MNjnIMjrL1VTj6ymyDIwxdZaauMlNXuVb7EFNPmamnzNRRZmursHWUObqHWNp/Mi//wbx0gKmpxNJQYmkosjQV2ZqKa0go/ZA5KDA1FNmrPOyrVf+LY6DaFYD72Fj9trelprhC29h33xGEvKKp0u6jSrsPKu3XOXIxROVSzFljggv+LiH66pO4lC/uHp89PF45Oo97B4zgA4ew/l8wfp9QPp9Qvl99gseDwj5hfAYx3mN+gWO+AUNo/DsPxDs45rUX+j3SezoiHiKmcylZK6SMpVTqdFzyt9CYYb/QD2i/Zw6wTlM7jq4xQ12n2ta5v7jg7aPu0fevRwbejg1/AoAHoKWZieG5b4Mjrx8PPet787Cjs57Rx2Z8fP6Itzi93Ni6QrnOTUlfSCDPp9CXUzMXCOlzadS5VOoiNZt7NY+fXwNVNPCL2FARm1/dDDX2gPoeqKoVFDdCxfVQTRvgdEOcHsDsBlVt/LJGUN3BL2ZCOQRAx0N0JC8dBegIsDpIDVs9rMoIrCnXr2cLNMT6+X9w8i9U1hVa110Ebc2ZrIoprYuLCUSLf5DWW1WL8eITvPiEVVkxiAhf0xTz4qZ6raR4rqR4rqR4LSd7LCW5LSa5LSa6LSe5LcS7LMa7zMc5zcc7zcc5zcU6zsY4zETbT0XaTYTZjIVYfg0w/+JrOuhj8glvOoAz/oA2eA3Xe+mm88ROo8tKtVj7ZKCSrOs2SQuxX41+FbKTFnHeKuoqI+wpI+yzXSJwh1TgTmnvraLe2yQwW8WxslJoGXGUjDhcWtRDYqObyC94mc0Ru2WidkuF7xIXMre2s7ZxtLZxsLC0sDdQv+1v+yDGnQU3rrS6WG56psb0DNvs73qTk/VGR+uNjtYZn2AbHmPqq7AMjrD0VFh6Kiy9I0xdFbbeEbauCkdXmaV9mK2jzNE5yNb6g33pAEvzN5bmvnUw/pVMszQU2RqKbE0ltvrvHK2TnXbmTV5ezVlkZsENakrWsX+QSkdgu+XVFHccUtpx8LfftY6eDz6qlvSPYYaT57WC7MIP2ZmvHa3fOTtM+HgvhkeO+wcP4fwHMb6DGL9hn5Av3kGD3oHfQiInwqKmIqImQsKeO7k+snMaDQydjU1cTiGtpNH4xCw++coKIWMhiTwdlTQWGDXsEzqA8Xvq6Nll4dhoaN6gZcAwtx5rbuAvz8yMfB7/8uHb0MDK4jQAy3zewtL0CHdyGMx8A9NjQy/6XzfXf3zUzeXN8T98WL6ev5hImYknLJOzIPp1Lv3qMiVzKok0m0rjZd0GuZVQMRsqrQPljYuV9yfKG/gNPVBNGyht5JfUQ9WtgNMDcXoAqxvUtPPL7vMrWkFVK3TvLj89FNDQEB2xRsKPO00EDbDfN5usntd3ndCQPwjZI3/Uu/+Zh7WCKWVt8J+KXpNbRayJECPAukA3BQYoq9t9IAIMInjyVze+efFSvXgpntwfpCaXk92Xkz2Wkz2WElwXE1wX4l3WSHCcj3WYi7WfjbGbi7WfjbabjrCdDreZDLOeCLEaCzT/6mvyGW/0CWPwEWX4Dq7/2kPnqcvlPlv1B8ZnOXqnM08dQO2Wtt8qYbJ5g9EGITupzfYymx2lhJ0lNnlvlwzcJeO3QworI+KzQwq9VRwmLYLdJonZKo6Q2ozaKuIpscFHVixsh2TkLsnwPZJC5jYOVtYONpa25gZ6SItL7FT44yx8PxXXEevGwhiX2quWmv1Ta3amzvxMg9nfjWan601OcoyOsw2PsvRVWLoqAl/B0lNh66qwdZRZ2gIkDrO0D3K0D9XpHOJo/cm5dICluU/Aw7qLWD8wNX9jahx+YHr5sZtrvYNLVWRIXeHNyMDEw8cRSkdRew4Y7pVTk5PX+fOEyzG1MC2zDD2bqzhMRl72tane7rchvlN+GCg2ajEy8ltA0Ihf4JC3/xd84GfvoPco32H/8MnwuMmwmAGMz309o3Zj8zce8GH/4OmYxIVk4kIydTk1g0vIWk5NX0iizMSkTITFjQSEf/YOfOmB6LdxazexbdY2rLms25YYy5saBvz56ZFP75/1j35+z1+vV6RoAAAgAElEQVSZB4DLXZqe+fYZrMzzJkeHXvS9auUM9LZPfR0A3IWVKiY3mbqURuVTsyH6NS4lZ5mYNZ9GXyCkL5NyoKsFUF4NVFIPqlpWalpG85nLVW2gth1U3OeX1kNVrYDdw+N089ndoLYLVLZCZU1QTTuoquddJUA0PKCjIcHlXh+e/l53+nkt4veyLBxQ17YxfJfXhkP/bgNZdwU/SCTRUGu69oJ/QbC0Fw4EZ4HwBwn2w+JD91VLcReI1K8kuy4nui4muAgwWIx3WYhzXohzWYh1WohzXIh1mI+xn4u2m42ymYm0nom0no6wngy1mgy1Gg+2+BZkPhZoNuRt9Amj/x6h88ZT56Wb1lMHjV5r1Wajs2ydk0UXDyX+udtzu5S1jLjx5g2mm4RsJDbZbxWzldxsJ/qr984t/jukvbdJIKSEsdskYdIiTqIbYTKb0VtEcFvEvLdJIqU2BeySDN4mFrlLMmqvpJCNlZO1tYOVuaWFtka0q8EDGvJhOqwvHdObiXtIx3YneDZ4W1Q5aJSZnasyPcs2/afB/Eyj6d8cw+N1hsfq9Y9y9I+w9JRZ+socfRWOngpbR5mldYilLci2D3F0let0D9fpHORo/c7R+o1zeR/70r4foyaWhlKt5u9NBuceO9n22rvUmljfT4obf/coKSr18FG3/Sd8lY4jFVXcFY+i/roQfuRSrLEz3cYxJdg3jllWOjf0bfTWndkA3GQAbsIPP+br+9U3YMg36Kt/2GhI1ER4/HRU0kRo3ADKr07ToFnb6JWL52sP+Ge8/2Rk/FwCYSGJtpyauZSasZhKX0imzsSnTkTGjwRHjgSGfcD4PHOE9Zo6PNA1blTXKTQxGelp5i5+W5kZnR35PD8+sjg7CfFX+NwF7vIsb3Fm+dvQtw9PnrUwXjaznnW0zI9+mS+pAJRsiJYJqNmAfpVHvbaYlrlEyFwmZnJJ2bzMXCi3ClTcB7UPAKMDMLtATSeofgBV3OeX1oGqFlDXx2/ohdjdgNEJqtr4Zff51Q8AqxMUF0BZ4XyaQFEY9Z9Nof8ThtXK7I9rpCEK8vuZCoeo8NVOkPU3Pgrip4Umq+c1KTSSx5pGoGCtuodgy5vgU7C7RLDFZynReTHBSfC5EO+4mOC8EOs0H+M4H+u4EOs0F2s/H2s3F2U7F2kzE2E9FWY5GWoxGWoxEWI5EWI5HmT+LcBsxN/kq5/xF5zhR5Tea4/Lz5w1H9qpdpufbTX8h6l9vEzt8PVTSpH7t7lvk7KQEjXc/Iu5yEZ7aVF7WQlzkV9tRYXR26WxW8UwW0RQMiIw6c1uksL2ohs8pYXRWzb7bpf03iqOkRYO3iMVukMiYpdEzG4JIVtrR2tzW1NzE3udCzfwFl0ZyC46rJ+K6aWh+9PRjzPxT+i4vhREg791ufOlErOz5Ub/MI3/qTf5p8HoRJ3BEY6BClv/KEf/KMfwCFtfmaV7iKWzygNb9xBHV5mto8LWUWbrHuLoHqzT/ZOt/Sdb6w/W5f1MTUWmphJTYz9bW6XfxuyJo3u3rTPb1LIuKvTrq967GVdV1VwVjyMUTvsrngrYdz70d404Zc2E45re5hao2oKSr++fTL189i3nxoQP6qu32zeM65SP9wDabzg8fiaeNB6ZOBwUPYANeuGMqj57qU5D750H8q0X8qmr1xe/4PHwuPlE0lIKfYWQxSVe4ZGu8EhZC8mkyejE8Yi48dCYT97BL9wQj6wcOw1Nu7WMKrW1X5TcXBh5M/357cLEGOBzlxfmpsdHuPNTsyNfFkcHl0YGxt8/GXnZ+7m37V1322R3D1RQAWVe5WVlQelZIP0GlHF7mZS1QEznkq/wKddW0u/wcytB9X1Q0wpq2kBtO6h+ACqaofL7UBEbVNwH9X3gfj/gdIHaDlDZxi9t5Ve1QpwHgNUG5V3nZ3oLAhuItroGDqJ5QjSYQOJOAMbaVYb/axcEWN+9S4PxqV58qtdP+sf/3VHy0/5cT0DyAEQPiOD+o/HT3NaNl+rKTXFZSXYWLPIRkLCY4LQg4CHWYSHGfj7aTmCzkdYzkZYzERbToeaTwWbjgWbfAszG/E2/BaweRn1NvnobDHvrf8bov4fpPHO61Gt18YHJufv6p1mXjlWqKxecPZChvCdYYYuzrLixhLDaRiFd0V8dZKXtZSTMRDa4SIshtkkiZEQw0iI+26WQW0Q9ZESdJYWRW0UwW0V8dsigpEUxW0VCdkuH75IJ3y4esVNMyNrKztrK1szcxMPwQlW0cxcN3kFB9FIxvTRMbzq6Lx39MAP3JMP7Gd3nYQqyNci+2k272OyfEv3jNYYn2EYnOUYnOAZHOQYqdQYqHANllt5hQcLN1jlYp3e4Tk+Fo3uEo6vC0TvM0TvM0T1cp6tSr3ekXu8gW+t31qXfazV+r9M/3Wdv3Wfn2u/i0WhuxfbBzb552FBVEhaWckLNS+kk4s9zAQcvhhzXDL1wGa+l7xofEfv4fuPIm2cTzx8N5+QshQeuhPtOB2MnQ4OmYpPmU8lLSeSpiKR+B8/KC5dLT19o0NJ95+k55u8/Fhj8GoYa9PH/GhwxE5e6nEbnkq/wqFe55JxlYuYygb6QTJqMThgPjRkJCH+LwD5zcO21tOkxsmh1dmqgxo++e7g8Nbw8NwWgFQhamZ4anp/8svD149zg2/mhD0ujn7ljQ7yvn1c+vJuoqOZl3QZZ13hXr0E5N0HWXZCVy0+/sUzJ5lJyIPot3pV70L1qUNUEalqhqhZQ1QpVNkFlDaCsASpkQaX1gNMD7j8EnC7A6AS1HVBVG1TTDDE7AKMHVLL4N1L4dOzq33IKAlDhEM0Tonn+oHe/luZSvjPw3/WK37e8kb1W9/2Q14wk2FvlCRHX16T/DxIggjs/1XXdeMku3GQXbrIzN9l5JclpOdFpKcF5Md5xMd5xIc5hIcZuPtp2LspmThAXRVhNhVlMhZpPhpqPB5qO+Zt89TEa9jYcwht89TEa8TEe8TEe8TYaxht8xup+gGu/dNXst1VtMf6nTvtEjYZyueqh4vN/3jquQPxjW6CctKushL6kyEkhoQu/bjCTFDUR3mAtvhG5Uwq+VQwhLYLfKu6/Swa/Uwq2RdRDejN6uxhqi6iXpIjTpl8wsuLBe7eE7doStl08bLuokLWNva29k4WxUbD95WaCZwcZ3k5GdZIRPVR0Nw3dTUf1paP76ZhH6binGfin6d4Piej2SBcm3KDE4myRwckKg5NMo+Mco+P1hscaDI7Wr+bZynW6ynV6KnW6KnW6Av9wmKOrXK9/hK1zhKOrUqd3mK17iK19mHFZhWNwod3Kos/B/YmrV5OxOcPO/untq02ld8vu3omLIGjpep4856h2ycvRMdDF1ishNIRVdLux8N7g8ydfXzwerSmfS0rghoVORYQspaWC7OuAmjkbEddv516tql13Wf+5i+tYgP9MZOhCbPRcdOxbJOYNAvPRO2A8OmGJSONTc7jk7GVi1jIxa5mYsZRKmY5OnAqLnQyL+ewT+NLVs9fGocvU+hEG25dDfdHKhubHV5ZnFxZmIP4Sb3F64dvnbx+eTg68Wh79sjTymTfyhf/5wwSrdpJMWSHSofQrUNZVkJMLrhWCq/ngyh1++i0e/RY/8y64UQLlVoOSOqiyCVQ2Q4LGjbJ6UMLh3qvhF3EAoxPi9ECsbsDoADUdgNEGmK2A2QOY/YDVBZWV8LIjIDoS0FY9AESDQzQviL6qSbO6yJAMW4v1fzJAEQxkr+/GFcQ/Hqs3nugOiB6A6AEI7oDgDqWtmxsguIO0NUt1ExiU4spPdoGSXaBkF16SMy/JmZvoxE10WklwXI53WI5zWIq1X4ixXYixnYu2no20mo20mgm3mA6znA6zmA4znwoxHw80G/UzGcYbDWL0BlA6A0jtQYzuMM5gCKs/hNX/gtH7ANd66ar+2F610/xcne7Jas0j5WqHis79kXt6f/bhPUlKWwL3SrttFTeQlji18f/O/fp/JpKbjYV/cdyyGbdHBrFFFCEt4i0r4btDCiMr6iW1CSUritom5i65yUn0VyeRDfidUkF7ZYN3yYTtkIjYISZk5+BiY2NvZ6CX4W3VRffqJCMfULAdZFg3CdlNQvVQUD0UVA8V2UdD9tFQfXRMfzr+Ic37IQnfFePJwZgXW6sWGpwq0T1Ra3CqzvB0o8HxBv2j9fpH6vSP1usdrdc7IjC2jgpbV5mte4ite7hOT4Wjd4ite4ito8LROdVkrNtpY9tn59pv69JtalOrZVDs7My5QnvIqWosyE+LjvPB+kQHBJJjounxMQ+qS5srCporCscG38yPD0+8ejp+59ZUUMRMZOxMdOJQUOQjJw+m+uVGPaM3MNR4cNh8bNxSQuJCQuJiQtJCbNIgPuA1HPMWiR8OjOCTM3nkrCVC5grlCp92dYWctZRGXUwkzMUkTkXGToRGDWJ8H9q59FjaN1nYNvn59FzPftNcNzPxdXxydH5uCizML46PjAy8HPv0ZnF4YKS7bbAk/xOVPBQWuhwZCUhkHjV9IYXMJ2eDa/nQjQKQncvNuL1Mv8XLyYNulYHcGn4BCypvBFXNoLIZVDaC8npQzOTlVvIL2aC6DWJ0AkYnqG2HqtuhmjbAaAe1PRCrh8vpBcxWKPcqL90X0GCA6gmonoCKgGgIaH15nCDQp64vhPZcvfoUD0BZ3ckLSO6A6A6I7oDkKbj9UJobtH7jf7z6P9x+kOIKpbhCKa4CEgTGS/o3CSsJjkvx9otxdgsxtvPRNgKbi7Sai7CaCbOYDjWfDjWfCjGbCjabDDb7FmD61cf4M8ZgAKnzHnb5PezyAEJ7EKX7Ga07iNL5ANN65ab5xF611/J8q+Fp1uXjFaqHi8//kffPbzePK6X/uStWTipgt5TbFlFTSTGNzb/qiG2ykZGwFt8El5P1VdiJ3CKOlBbx2Sbhv1MaLbMZKSMcKCeL3CrqILrBQVzYTUrUZ/eWIDnZgJ3SobskI3dJCNk7uthaWqKtjErjPLrSEZ1UTDsV10GGd5MQXUREFxHZTUJ2k5A9FEQPBdFDQfZQ0L00bC8N94iGf0TGd8V5NeCsS2w18g1OleqdYBicrDc6WWd4km1wnK1/tE7/aKPBsQb9o/X6R9m6hzl6h+r0lTl6h+v0D9fpKdfpHmvQPd9kZNhj5/jM0fOls9cTK6c2XbNCfeOKxJi3XY2vWupaayuamFWNZYWcors9dbWv21tfdrU+eVA/8Lp/8ttnaGVhorHujU/IANL3lTOy6KRq0akLfTb2Q74BU+FRkxGRw0Ghn/1DvgSGT4THT4XHf8L6D/sEDeL8P6J9FxPSADULpF+FaNlc6hUu9coKKX05hTIfnzoZFT8eFj3iF/reC/vC0avL0pFhbFEHR7PjYh4U53378GZhdBiamQHj38Yf9Y82N4+UlX+9cuVLePg4Dr8cEADi40EagU8gLyST5lNpK9RsfnYuL+ceL+suNysXulkCcitBXg2Uz4DK6kFVC7TaxlcPFdbycstBfi0obQTV7aC6DapuAZVtvMoHUE0nYHRBdR3chl6org9UsnjXU7h0DKDCV3lY3Q8tWJLiAaiegOKxeia5r9r65nbBedXcAdFtDQOPHxlYv/ogzV1w5ie78JJcoBQXKNWZl+wkMG6SIzfRYSXBfiXBfiXeYTnWfinWfinWbjHGdiHKZj7SWkDCXITVbLjlTJjFVIjZVIjZZLDpZLDpRJDptwCTEW+jz2iDD3Cdt56X3nhovvW49N5L6yNM573n5Veul546qvdZXeg0OdOsf5J96Wil6qGis7/lnt537Yg85fft0bvF/baLecqIWIpvMhL/1WqLmIO0uI3oJs8dW1A7tsKlRRHSwn47pIL3bsVsEcFtE48+IIeRlbQX2WArtslJYrPfHtlQ+e0Bu2RCdklH7JEWsndwtrMwjYfbNFJwHXRUBw3XQcN20pBdFGQnCdlJQnYSkZ0ERBcR0U2Cd5PhPWRkLwXdS0b2khH9FGQ/BfWQiOqK96z3typ3uVxg8neh3vEqg1Mso5Mcw+N1Bkcb9I826h+t1z9ap6dSp6tcp3ekTk+lTk+lQf9Yne6pZqPLHD2DVivbt56YjwjcYxvnDl3zGgOzm1j41bSY9qrSF+2Nj9o4vZzapqqKpvKSPk7N2/62Nz2tvU2s0U+vVqZGl54/eR4aPYQPGETg+y0cP6G9J4PDR/xDP+F8R4NChwODP3n7f8T5jQZHfg0Mf+WJHPULHPMPeO8J+4TCjgaGcIlUkHmVn57Dp2fzqVl8UsZSCnk6OmkkKOKLT/AnjP87OO6FG7zXyrFW26Ta3oXh7fcgIbWHSO8gUzvSyE0B4a8jk5aImdxE4kpM4mJEJJScAkhUKJXMTSUvE+kLlMxF8hVe1p2lrDv87DxeTj7vVgnIrwL3aqB7tVAxB1Q2Q1Wt/IomUN4Ailj8u2XQnQqQxwKl90FFM6hsBmVNvNImXmUrYHaBhm7ofh+o7wfMdlBwl5sZxqNh1tIGBKB6rQKwuoFXcPAAJI9VEr4z8B8juII0N0BwAwRXQHAFaS4g1QVKdYZSnKFUF37yd+MlO3NTnHjJjrwkB16SAzfRnptov5JgtxxnuxxnuxxruxRjtxRjtxRttxi1ysN8pLXAMwhsOsRsMth0IshkIshkItDkm7/JqLfRZ7Tee5jOG/fLr1wvvXLRfOWi+cbt8isXzWeOGg+tVbtNzzwwPN2sd6Je62itxqGyc7/fO6V0VWUv+cCO6N3ifttFPWU224hvMpPYZC0jai8pYi8h7LlDGikrCZPYhJAS9t0u5bdTCrtN3H/P1oh9e3Hbpe1FN5j/KuS2RTxYYUe43LbA3TIhe7aE75ERsrVzdLY0zQnxeJDp156Ob0/37qRhOmnoDiqqg4LqIKE6iegOIqKTgOgkwDuIXl1EWA8R3kOA9xK9+kievSSPHrJnLwXeT0Z1J8Obgx2r3HULTf8p0TtaoXeMZXCs3vB4g8Gxev0jjYZHG/SPNOgdq9c7ytE9Uqd7nKNzpsVUn6FnUGdk+sYT9R6BfWjv2mlsc9/UOg/pmZUQXnUju7Ui731P/fuuhm5ObV1JQVt1fl9j2dMmZl9d7fjAi6nB14svn7X7BQ77Boz4+b928xoLCBr29v+CDxj2C54IjZyKiJoMDx8JDB4PjZwMjx7EYN+6uX6CeQwgPL54Ywa9sZ99fBaTUwHtCkTN5pEzuQT6QnzqVHj8RFjsaGDER7TPaxj6hQfijTui19qZrWd238zhvpE9U8uMqWfBMrRus3QZwAXzkimAksUlpq+kpYOsmyDnFjc9Z4lAm08iz6dlrGTcWr5yZzn7Hv9aIe96Ie9OGf9eJbhXCd2t5OczoNIGqKoFEnS2ltZBeVXQnQqQywT5HKikAZQ1QsUN/OIGqKoFsLtA40OosR809gNOFyivhW5QeTQ/iOoJUT0AxR1Q3FcBILsDspvgR4j0v0gguQHSGgbfeXCB0lwggsvqOdWZn+LET3HiJzvzkpz5SS6CiGglyXElyZGb6MCNt+fG263E263E2S3H2S7F2ghsMcZmIUpg1gtRqzDMCmAINZ8KNp0SkBBk/C3AaMzPcNTb8CveYBCp885L+7Wr1ksnzRdOGs8c1J45qD61v/jQ+mKP+fl2o9Nt+iebdI/d1znCuXS48uIfBX/vu64iTzmwI3q3hN82EeRWETsJYTNJEQtpEVspEdgOGcyeLQiZzV4SG7Gy4n47pbFbxNBbxQLktvvukkVIizqJ/2oh/IvnVvGgvdsi5LaF7t0Srrg9dLeMkJ2tA9LerCwZ230loCPTryPDpytd4CIw7RRUBxnVQUZ1kBAdREQHAdaRtmqdafBuAryHCOshwrqJnr1Erz4ivJ+M6iehetIQLZHODKRJgdXFfN3j5brH2YbH642ONxodaTQ60mh4okH/GFv3MEv3KFvvYpulxX1TK46u0WsPxAAK98Id1mfj9MDC7kF89A1STHE27UVz/eOG2qftnBdN7PrC209aah41ljcW3Hj1oPFtd8tgf+dUR3s72qfVzOYj3nsI7zvmGzDs5z8aEDwWFP4tOHIsJGIkKHQkMGQkMGQAjX1hZ//KyuyDs80gzmORmghupo+F+Azj0RNBYVMRieMRiRNhseOh0RPhsTPRCeOhEQMY/DsE+q0X8q0X4j0S+9zVs9/G6ZGNy1NHj1duyLcw7ADa71tI7FIKHcq8Da4Xgpsl/Jsl/Bv54MY9Hj17Ppk8k0RdTr/By8mDbpTwb5dBuRXgXhW4VwnuVYC7lVBuNShkQWUNoKYZVDdBZQ1QCQfKZ0J5LOgeE+RzQGEdKK7jF9WByhaI1Q7V9YC6PsDqAcwOUNsGikuhrFg+Fc2nu0NU17U8wR2Q3QDZDZDdAdENIrgBovvqX32iGyQ4rP343RukuYBUF8EBSnUWGD/FiZfsyE9y5iU48xKcuPGO3HjHlXhHbrwjN95hJd5uJX7VLaySEGu7FGO3GG07H2m9EGUzH2U9F2kxF24xF245G2YxE2o+HWI2GWQyEWj0zc9wzM9wxNtgGGfwBWPwCaH3Eab7zkP7pbPGc0eNZ/Yaj23UHlpd7LM812N2ptP47zb9E616x5u0jzReOlyneahW9Y+ys/tzjytk/rkzdo+kv6wIbquok+RGU/GNBmKbjMWEMXu3ee+QgksJe0n9itshjtsuCZcWxe7cGqi0G7lF3FNC2FlS2Fpsg+c2icA9sjHyO6Lkt0Qqbg/Zu1XIxtIqDG5Xnx7QneXXmenXkenTlYHrpOM6aZgOKrqDgu6koDvIqHZB7ESAt6fB2lNhnanwrjR4NwHWTfDqJnj2pnn1EmB9REQfEdFLRPQREA9TUd3R7vVo0zLri0X6J0v1TzKMT9ebnKw3OtGgf6zB4Eid3vEWU61+J+cHVo51usaPHT0+obzfeqJeusHbTG2aAvwKyQmMu1c/P+zs4VS97G763Nf+rL7qbQvjQwenpfxefz3jfXtL1717z6iZ733CX7vAn7l4DCLxX9D4YR//j0jvAbTPR5TPANpnAO3zzgv9wtWjz9LioYnhK3Oj97amH9ysP2M9vgaih3CwESx81Md7NiZxOi51IYG4lESeS0hbTCTMxSWOBIZ8wvl8RGHfI7EfMD6DON93CNx7JH4A6//FJ3g0KHI0LGYmnsCj5oDsXHCjENwug26XQbdLoJsFvIzrS4SMhbSMeVI272oeuFPGz6uECqtBERPk10L3KqHcSpDHgIpY/BIOVNEIqptARSMorQeFbCiPucpDARsUcaACNlTIAWUNoKKFX9K6eIO1cpPJu8OAihgg7zY/MwyQ4YC0umERIrkJbC1ncAdEd4jgum5rt9959bAOQ7IzP9kJEviEFCd+shMvyZGX7MhLcuQlOHLjHbjxDivx9itx9iuCwxoP3z1D9LpnsFl1CxGWs+EWs2EW0yFmU8GmE4Em3/yNRn0NvnobDOP0h7B6gyidAbjOe0/tt+6XX7teeu6o/sRO9ZG1ap/F+R6zs12mpzuMTz0wPNWqd7xF91iT9pF6zUN16n8xVf+oOvdb0Smlq4f2JMpJBWwVxm/d7CmzyVz0F32RjYaiv3rskEbKSnhJCntJbkTLimBkxT0lNyO2S3vL73SX2OQmLuwoIWyySchti2jAHtmw3VvC9kiFym313SYp5GBpSg3xeJAT3HPFpyvbvyvLtysT35GB76BjOumYDiq6nYJuJ6HaSagOErKTgOhIg3ekwTtTYF2p8K5UWFcqrDvVqzvNq4fg1UOA9RJhvURYL8GrjwB7SEQ+TEP3xHk1+dhUOF3ON/6nRPd4tcFJttGJeqPjDYZnOq1Nu+2cG42tWNrG9w0tnjl7PXX06DazadI1KTY1z8J4VeXQ+utqHrArPjzq+PSo43FzzeDTtuHnXc/bm0puXXva1vKlrr7bJ3QqPGkyMGLIL/gj2mcAjfsWFPzWE/HE3uWhjdNDa4ends6Prezb9Qw69bQfGem+MNF/Z2n43srog73FByebAVf7r3DXCT/cUlIilJ7Np+YA2lU+5QqXlLGYQpqLSxoLCh/E+Q5gfUeDI74GhH3E+A3g/D/7hYyHx80nEudTSPOpVB79GsjOha7mg+uF4E4ZyK/m3iico+bMp2XMp2ZMp6Tzcu6B/CqouBYqZkGFLCifAfKqobxqqJAFFXGgkjp+aR0obwDljaC4jl/I5uezQB4b5LFAARsq4nBvVUxTbvFvV4CieqjwPq+oGSpv499jLt+q4pfUgjuZgBIAiChA8gBkwV5qN2g1LlorIhHdANGN/+PtX3MFq9+kOEPJTlCSI5TsBCU78ZMc+UmOvESHdeMm2HMTBAzY/g/PEGO9GGO9EGUzH/k9YZgNt5wNt/zuFgJMxnyNRvAGwzj9LxjdQZTuJ4TOBy+tdx6X37hpvnRWe+6o+tRe7aH1hR7zc92mZzpN/u4wOdluePKB/vFW3WP3tY40Xlau1zzEUf+LefFA1bl9JacVbyrvIShtCdq6yXvrJrSsqL3ERiPRDfpiGywkNrnKiLpJbvaQ2IjaKuK9c4unlJjt5v9zkRZ1EtvoISNuKyZstknIWXKz906ZwJ0yATulgvfI4rZKCHnZGhelYHtuBPXk+HTlBHRl+XRl4jszfDrTsR10TAcN007FtJMxHWRMOxHdRUJ3EZFdBEQnAd6ZCu9KWUWiKw3WTYD1EGHdBK8eIqyX6NVH8OwlwntIiF4S6iER3Z/k1RpgV+uiX2R6tlDvWKXeCY6JZrOFeaOxFVvfjKVjwtY2bjK0fOro1WNm12lsXaVjlKKvmx3m115d9Lynqae+ZuBR55uHrQMveyfevZz7/PnTm1fMW3cZgZEVBhZT4fEzEXHDwWFffAPfITFTYWGTQcEfEMjXbh5PbO27jIwb1TXqz53r0br0SF/nmbHeKzPDtxbG76xMP9hYfuh+DGoAACAASURBVHK0GXK1H8MjJqMieOmZPNo1HuXaCjl7hZzJJaVzCbTZmKSvAaFffIPGw+OGA8M/+4WMhcZMx6YsJJMW06iLRPoiKX2FmgNl3ALZeXxB+aiIybtTspJzj5t+az4tczKRspJxC9wrB8VMqITDL2BB9xggtxLk14CSOlBaD0o4UHEdVMQBZY1QcR0/nwkKOVAei5/L5OczQWkDdKdyKiVrkX576XoJqGoF9x9BLY8gZgc/j8PLrQGFpVBOGkTGA5InIAnqp/87aYb+ExqtIiGAIdkJpDjzkxwFPPyIwToMq0nzzxgsxdosRFvNR1kuRFnNR1nNRVquB0gzoeZTwSYTASbf/IxHfQy/4g2+YPQGUbqfkDofYTrvPbXeul9+7ar50ln9mcPFJ7YXHlmf7zc/12Nyptv47y7j053GJzsMjj/QO9qme6RZS7nx0qE6jYMs1T8YFw5UnVUqPa1wV2UP7YBs2LZNPls2esuKwreKmott0Bf7P51fhWylRJ2kRdwkNmF2SGJ2yDiIbjLf+Iut6EZnqc2e26QtN29wkBD2kBFDbZH037UlYKe03w4ZrKyUULCXZX2mf9+NwJ6r/p05QV3Z/l1ZPp1Zfp2Z3p3puA46roOG7aBiOyjYDjKmk4jpJKK6yKguQdGJgOgiIAROoysN1kOEdxNgPWlevWlefQRYLxHeR0b2khF9JNhDoudjAuJREq491IXpZVBseqHSWIttZMbRN683tODom9frmXdY2D939uy3cmjTN6vXMb1jZpmOQ7xu47zpb6m9e+3Ls77FscGR989nP7z/+uYNd266N/t2sZZlm4XDINZvOjTyE9Z3IihizCdo1MdvMjRkIjh4KjR0zNfvg6fHQ3OzZg21Tg21x4a6j430nhjpPzcxfGlm/M7KYtDe+rOz7Wekx3RsDC8zB+TkQvRbS8SsuVQal5LJo2TMxqeOhkZ9DY74Ghw5Gho9GZUwE586m5A2l0xaSKMuEtJ51Bwe7RqPfgPKuLNCuc7PyYdyK6F7FSCvkp+Tt0DImkuhLVJyoJtFoKAWKuZARXUgjwHuVoKCWlBaB0rrQAkHFHGgQjZUzIGK2FAeA+SzQAEbKqyHiutAVRNUULtAvb6SfmuaehOU3wf1vVDTI6iuF5Q1QrfLQUEtyM/jZkbxyZjV7aNEd2g9USa6QQRXfprLdxj+hUSqy488rPuHdR4E3uC/0dF3txBtNR9lOR9tOR9lORdhPhduPhtmLnALU8Gm4wHGoz6GI94GX/EGXzD6n5A6A3CtD17ab921XrtqvnLRfO6o9tj2wiObC4+szj+0ONdndrbX9Ey38d9dRqc6DU+06x9r0z3SpnukWevw/UsH6zX+4qgeYJz/rfrsvvLTCnnH9mb/tSN2l2jAlg3+spux20TtJTcYivyiu3mjiaiwtYSw5zZJzJ5tbjLiJr8IWW7eaC8h7LlVzFlGzHSjkIesFHaXLEZWCr9DGr9NHLNFHLNNSogS5N5xM6zvRmD39aDOa6FdV/x7rvh1XgnozPTpzPDuTMd3puO76PhOGq6Tiu0gozv+Pzru863J+48bPu69WldbrW3tUNtq7bTWupkJOwkhCXvvPVSQTfZe7A0h7C0C4mRlh+VEnEwVZENynt/7QdBfr+u47uP4PDj/AF7H+zO+geUjYflIWN4S1oeFLNO7k+HVRfeU0j1lNE8ZzVNO81TQvOR0LwXDW8HwUjA85Aw3Od1NTvdS0LzUZF/pJfcmAqrBxPQGwroVgbplhrllhpFiHQc8/R87uSvR+C4ru3JLLM0R15jDv1NVUF+Q9vq+cnygb3Lgwfzg06d375XHJtXaed13Dnjq4ffE02c4JPxN+JX5BMp8PPG5f9ATX78XAcHvrlydjol9GxHx0ttbZmF65/w/KjNjtZlJj6lJrynigaX5AMb6OQ79zA773NN9icHWcDM03GyImw0E2TAvA/DSIU7KPI09mUCejCdNxCZPJ1JmkqjTybQpIn2WwpqhcZa46SAtH07N0wpytYJciJ8DZ4qg/HJYVA1ENUspBbP0lHkaf44hXBDkAlE9XNYCKm6C0hYgblj+j32l10HJNbjkGiy+NpdfvZBXBYrqQXEjEDdBpS1w9W3Q2AFXNM8LczXCgveMDEh8HW7oAC1q0KIA9Xe0hdVQUT0oa4QLczT8qzDTGzDdAcPtvxiWJfx3dKb9Hxh0DD5+/P950GHQGdAxmIvDfPyYiUXN6jBcsZy6sizhQywghgN0yWA06GH41E3/sbP+A4fzfYSzvfizPbgzauxppc0/KtQppfU/CquTunzoRP7egTjebvLLPaOjdw1/1nloPX+o+cx3104drDv5TfVfX5X+uj/7p8/pB7Zf2bE6/JN1QTvXu32y1nrjKsSG9cZr11psWuP2+aduu3Zg1q2yWKmH3byOsGWdz+6tdtvWW65Z4bVre8i+Pf67tgXu2Ra0Z1vQ3h0Bez/RE5GDZXkxsuxIafblrqwoaXqELC1CkhYpSQ3rSgntEgRLBEFSfrCUHyThBUg4/l1s3y6OTxfHp4vtI2H7drF8O1m+nSxfCctXyvSV0r1lNE8ZzUtO95TRPeV0bzndW6dCznCXM11lTDcV3UeV4HfN1roJaXHPwqYVibpljrllhlHbub30C3nq5tWNtZNY4+stcSyCLTXIvSqN1VFdPPGw+7W0o7+i4loikWlkyTl+Rm7nMRp2eSQ0YiQscjgk4u2VuPGrCa8vR72OvPw6/PJDLz85zuGhm89ISPgrv0CJpdn10793o03vY8x7TI36TU0eWZg+RVs+xaKe4m2GAwJgYfpoEvVFeNxwRNybq8QZEnOBxgHCLMBLW6Rx5kmMmUTKRGzym6sJY9HxozGJb+KJ44nkBV4GyCjQCLI0ghw4NR+kF2qzRHBRJSiuAQWVUHrREidTw05bZKXOsjOA+Bqovg1q7oKqm6D0OixugIsbocI6bUGVtqgaLm+Ca25qRbVQQQ0oaQLiZm3ZDVDfBpokoO7WYkbREjdngpwCl1yHqu/CzXLQqgCN7VpxoyavBohbQNk1kJ8Kc0MBwx3QlwcGmPGfAfrDIvX/wPDBw38w2OmGB4hk95+Z4f/AoAPwsWZj0bOx6On/JYPlRKTF23Dz8VDTsUDTkQDEkL/JK19dj2Qw4KL/2PnifbtzfYQzvbgzPbjT3djTKsxpBeqUwloXDickZn92mf7RifytA3G83eTYPaOjdw1/+q+HxlMH605+U/PXV+W/fVlw9Av+d7tjd60P274mZOd6310bCNvWm65fZ7JuncXm9Xa7d9hsXm++Ug+1YTVu2wbC5jXu29fbbFiFXr/K/ZPNAXt2hHz+acT+XRH7doZ9udtv73a968IrsvwYaU6ULOeKNPuyNPOSLP2yNO2SNC28Ky1MkhrWJQyTCsKlgjApP0TCC+ji+XfxfGWCIEVahCrjikwY2c4K7OSGyFMiFamXVMIwKdNHRveSMTxlDA853VNO85DTPeV0TwXDU85wkzHdlAxveYx3lQWiGWl1z8L2loXNDVPrJiPzXge3Fz5BT919evD2MivMXStclZsnzdeNFOxdz2fc4nPvkBjlTt7kn/+kf/Njqxmqy8Wl3c35SXDQy4CQZx6B/c7eamevx96BI6GXJ6LjB30CJda4NjO0wsZOaeN029i0/I9jbaYGI/5u3eaGfUjjh2bIR1ZmTzFWL/C4197eM3yupqBwhsycjqOOXUoYjYwbCo9+F0uciCO9jUl+E53wNir+7dXEd7GJb2Lix67Gj8cmjScQJylsDScV4qVD/CytMAfKLILzy4G4FhTXgPxykFkMC3IhfraGm77ASYdE9aC+Daq/C1XfhEuuw6J6IKqHi+rh4gZtST1c1QzqbsIljXDhNVDaCpffgmvaQFMXaO6AG+8u5pbOkAXvSAJQ1gxKboK6drhVBjdLQEWrJrMKLrwGyptASTVIY8JMX91xDaY7Q0w7ePnbAaI7wAwHmOEI6B8kLJNwAFQHQLGHyXYw2Q4iEbREvJaI1xIJ/882aTEeOx+LWYjDzMei52JQ87Ho2auo2auomWjU1BWUbnR+G2Y2HmI2GmQ2HGD22hfx0sf4uafRoLvhgLPBgJP+Y4eLDwjn+3Fne7Fnemz+7cb8q0b/q0KdkludlFv+LbP4S2L2e5fpb53IXztMfrlrfOyO0dE7Bkdu6x++eeHQjXM/XD/z3bV/vq3/+0DNn/srf98nPrYv/fDepC+2hG1bHbpjbdDOjR47N2I2rbbYuMZqy2b0jm1m69Ya6emZrl9pu2Wt67b1jtvXm63Ww2xai9u01nnb+oA9O0L2fhK6Z3vwF5947dqk154bK8+PkeddledFyXIuSzMvSTMuS9MvSTMiJWkRktRIaWqkIu2yLCVSKgiX8sO6+KEd3EB5WmRfQYI6O16WGt3Bj+gUXpalX1VlxfXlJXRnRMk4gVK6t4zhLWN4yeiecrqXnO6loHsqGR4yppuK4a2O82lAmzeZmN+zsL1nadtiYnntIvK+s+dL3+BnXv4Pnd0VKHyHqW09xiEnwFd4OaQgMqLcw6/CksD/5R/qwR9Fv/3Ta+d8w8uJZ33xjqdzv59/n6uXHOfcgbFTElz6HN2f+Qa98AvuJTjL0fguS2yHBbbdEnv93MXi4780nf2n7eIZueEFtYnBA5TZE5z1M3v8eHDwLJ0BcgpAWj7gZ0PMFC1DME9mvo0jvosjvosnTSZSZkmMGRJjhkSfo7BmKcwFOneawn5HpM9QOVpOqpaXuSTIgbJEoLgGiOu1RVVQXjnIKgFpRUCYC/EyNNxMKK8K1NzW1t7RVLaC0mZtUT1UXA+KG0BxA1RcD4kbQHE9KKoHoka4pAWuvguaJKBVBpo7QXO7tqhqPI4+QRWC6huwuBUqb4Wud8HNMlB/T5tbo82sAqIGUFwD8vJgQQLM8AN0d5jhBLPsAE13eHaE6Q4w3f7/7YFiDyj2gGIHKHaAbA+RCJpk3Mdm6b8D9GI8diHOZj4WMx+L1nnQ1XSUla5Hmoi0GA9FjoUgRwN1twXEC2+j515Ggx6GAy76A076TxwvPrK/8NDu3H382T7s6W7MKTX6HzV6eXKQWZyQmv/VZfqHzkO7yS/3jI/dNfz5jv7h2xcP3Tz/w41zP1w//W3jPwcbTn5V+9f+qt/3lxzfl/PTF4yvP4nYvipw88rgHev9dm5y3LbecsMq843rTDatMVyjZ7BKz2i1HnrDCs9PNzt/sgm9YRV601r0hlXYjStdtm/w27U15LNPQr741HfnJj1FYZysYJmELCdKln1ZmnVFknmlK+NSV1qkNP2SLOOKMvOqPD26kx/ZJYyUCC+188I7hZGyjBhJWqwkNaYzNaorLUaamaDISerJJ/YWJinTr0jZARKmr5ThI2N86KBongqah5zhpqJ7dcd6N9lYtCDNO6zw7Za46/qmTfqmD1y8hwPDX/oGPfXw67V16TDBNJug69w8sj1ccwiONSiHkjNG/MO/ZP/yR4sB8r6T62DM5duB7r1hQYPBoQ+dvVU2TlK0XRcKL8faq3GOr3yDBt191FiC0oYgReO7UAQZxuH6BcPcw4eLjxxq/P23W6dOKsyRA25Ok9FXIA4fpOXCKblwehGcmg/zMyBempaTssTkL9C5Swz+EkuoYacsMPkLDN4SS7DA4M8z+bN03nsya4rM0nDTIEEWnFEEcsuAuBaUNECiWii/EmSXgTQREOQCfvYiK31BWABKr0PVt+DaO6DyJlTcAInqgKgBLqqHi+rgglo4rxbOqoByq2BxI1x7G2rqhG9IQGMXaGyDi2tGY6kTFAGouQGXtEDFjaC+HW6WwdfbYXHjUkopyKuBRbVwcQ3IzYH5cTDDB2Y4A4b98h893QnQHQDdHtB1zZLTBw8OH/MBUAgwBf8xIjTED5NDou1Cgs18vM1CvM1CnC4Zlj3Mx6Jnr1rPRFtNXbF8f9lyItJSd14YDUTqeqSXPsbPvQwHPQ2eul8ccLk44HzhieP5R/bnHxDO9uNO99r802NzqhtzSo0+qbT+W+fhY7PUaXK83fhYm9HRe4Y/3tE/fEf/8M3z3984+13zv99d/+ebhpNf1fy5r+q3fSW/fJH30xeC73fF7tkQvHlF6I51wTs3ee3YgN2w0nz9StMtqy0/2Wi5bT1y3Qrs5tVuOzfZblhls2E1fttGwqebnfds8/r8E//PPgn9fGf4F7sDdm/Tk+XHSnJjpPmx8vw4RX6cPDdGmhMjzboqzYyWZF7pTL8kyYxSZMXKM+M6U6K7Uq9I06M7Uy63CS/dE1zuSLsqz06UZ8V3pkZLMuLkOUndBSRVXoI8I0rCDelkBXUy/SUMXwndR0b3ltO85FQvGc1DRfNWx3g32VjcNLfuQhFuI9GN5xE3jCykGPsnHn7PfIIGPfzv493kKIIMRbiLweddNEr/+2zlaUTVv/plv59qPm/cZoHpwtm9CouYIVHeJxOf+wb3oB2eOfo+svfoxjmqcI4Sa6waa/fQwbUHZ9+Dc5Ci8e2WWAXOWW3v0mFp3Xz2fOPf/zafOnvTADkYFAFE5UBUAeeI4QwRnFoEUgqAMBsWZEC8VA1buMjkLdD58zTeAlO4xE5dYqcssgRzdN4MlTtL481QOTNUzhI7ZYmXoU3NhzPFcH4FLKoD4mugqBbkVICUIi0nc4bMfRtPn6KnwMW14No9UHcPLm0GhXVwfiUoqAWierioDi6sAwUNIKcKyiqDC2tB9U244S58rQ2uaQM1t6GCipEo0rskNqhugcXX4fw6UH4TbpZqWzpA1U1tRgWcXwuXNUPi60BUDTJ4EDtMy/TQMl0A3RnQPk7S9oDmAGj/ucR99EC1B1QCTMHDFDxMxmuJeE0yTpuM1yTilhJtFxNsFuIxi/GYDx7QczHL+TAdZTkdZTl1xWp5Zgg2Gw1axvDK2+ill+FzT4NBd/1n7vqDrhcGnM8POJ9/7Hjukf3ZB4TT/bjTPTb/qDEn1aiTKqsTCsu/lz0gfus0Od5pfLzD6Jc2o5/vGR65o3/o1oXvb57/rvXcdy2nlz3U/rW/+o/9Fcf3FR3dl354D/XAjojtq0K3rorYuTFk1xbXbetsNq/E79pi88kmi01rLdetxG9Z47hjA2qdHmbDKsL2jfgdGz327fTbv8tvz/awvTvD9u/y2r1Jrz07rjM3Xl5EVBQT1WKSspAoyY3vzIqT5STKcuK7MqO7MqO7i0jd+eSu9NjO9GhFbrwkM6Y9Laot9UpHerQiN7GngCTNiJNmxMmzE9T5Saq8eFVOjDztikQQIRdEyHlhSl6oghMsZwTIaT5SuqeS5iOPdr9pbyO1d+5C27UYmNWdMWzSN72FsJZjHR+7+w24+d13cO+xd+4lOCmtcdfPGTWcMbpjiu60xkmNUVJTjBxDkFhhpTb23Z4+bxKT+jy8Jda2o/7hI74hz939Bt39Btx81Vj7HqzdAwdXNd6x0xrXaY2X2zr0OLo89fF75Rf8yidkNPDySFjcJEUISurgikatuA7kVYA0MRAWQNzM5RevbOEiU7BA589SuFMk9hydt8AUzNK4szTuLI03S+HPULnzDP4CUzDHEC5yMzXCXCijGBRUgeI6UFijSRcvcLLn6CmTRPYshTdN5WiyikHdbajq1lJBnTa7As4s1WaUQrlVoLgBlDSComsgvxbKKtNmlcKFdaDyBqi9A1ffhStbQUHV26u08SgKqGyCS65DWZWgoAE0dmhudMGN7UB0HcqvAxU3IHETXFQP8vKglGQ49QpIvQxxAyGGG0x3hmlOHw5wHz38JxyodoBmB38goSXhNEk4TaLtUgJ2MQG7GK+r/+YDZi4GPXvVejrK8v1li8lL5m/CTMeCkSOBiKEAxGs/k1feRi89DV94GLzw0H/urv/cXX/Q9cKg64WnLheeOJ174nTuof2Z+4TTvdhTPZiTatQJpdWfCou/pKZ/SE1/70L82mlyvMP4l3ajo21GP901OHL74g+3L35/68J3ree+u3Hm4PV/vq7/+0DdiQM1f35Z/dv+0l/25f30meC7XQl7N4Ru1QvbvvbSrq1Bu7e679qI/3Sj4Wo95PpV2E1r7betI2xdY7txFX7LWuddW3Bb1jrt2uL86UaX7esCP9/h+dlWu09X6XXkEKVFVLmIpiimKYqpsgKyrIAiL6DIcoiKfFK3iNJdRO4uIivzSZKsBGl2Qm8xTZ6T1J4W0556tSM1RpIRJ81MlGUly7OJipxkdV6yKi9BnR/fl5+gyopRZ15Vp13pyYhWp16Wc8OkjIAuupeC5quI9mq1w7bjHe5Y2bYYW1y7iGjURzYZmN41w/Q6eDx293/g4tlv79ZLcFVgHO6ZWClQ+PuuXvddPfttHfrtnJ66ez9z8pRa425aYx4HBvd5+nS7uL8OjhgODH/lFzIcFDEWenk4IPyZu999e7duvJPMxkGOdZRjHdT2LgM+/sMhkWPhV8cvxb2No7xnpgFxHShrhCuaQXEDyKkAqYUQN3ORlbLA4M/ReHNU7jyZM0tiTyWzpojMRYZgkSWco/Pm6Lx5unCRlbrITF1gCJZYqVpe5hIvc5GTCaUVwXnl2uyy9+zsGWYmnJIH8bOWmKmzFPZiSi4obwLVtyHRNTi7HGSUaNPEmuwyIGoAJY1Qfh1cUAcXVC+lipZSRHB+Lai6CeruwTV3gKhuKpH7OigeEteDihua7AooswxUt2paJFCTFFTfWRI1QGVNsLgRLqgF+WUgPxMq4sMiPsgnaXkBEN0NorsCmpPuYRKgOcBUe5hmvzw5fAgHQMXDFDxEwWmJtpokW02irSbRdinBVudhIc5GV/OxmLlYzOxV3dhgMXnJ/G2E6XgociTIZDgAMeSPGPJDDPmYvPIyeuVl+NLT8JXXso3n7vrP3C4+dTk/4HzhseO5hw5nHhBO92FP6TzIzf+Qmf4hQR7vQv7Sifilw+Rom9FPbYY/3jU4dEv/+1v639+8+N2Nc9+2fPBQ89f+6j/2V//2ZdmxL4p+/iz78F721zsuf7IqZOvKy59uuvTZ9tD9n9ru3nxqtd6FtSttt250/nST7ZZVdlvWuH66yW3XZsft69z2bHXYuYGwa73trrWoT1fa7F6hdys1XlJIU5awlKUsSRFVUkhRlrB6yrnSPLK8gNJXxrxfweopoatEVGkeUZZPVosYkhxiV2ZiV0ZiZ1p8V0ZCV2aSJDNZlkVU5JCkmQnynARVbrw6N643P0GdHatMj5ILI6W8cAU/Us4JkzD95Qx/VZL/Nbz1dUvUXWvcDYRlwwVEoz6y0cD0pomVzMZBSXBV4p17ME5ylEMHxr4VYdVhje21dxl093nu6fvSP/B1SOhYWOQzT99+O5d+O9d+J/fn/iFDoZdeB0cMh0YOBV96FRD+3CfouVfAExfvXjtXJc5ZjXNR27ooCC49Th4D3oGvQiJeBEcOBEcMhEW9I3E1aUVA3AAqmoG4HuSUAWGelp2+xBAs0vjzZPYCmTNH4s4R2e8TaFNE5gKdv8AULDJTtJxMLTdTy8lYYqVpORkwLwviZS2w0ha4GVB2CSyuh3IrQVYpSC+ChblaTvoCnbvAy4SLG0DtXVDaAvKr4OwSOLscyimHCqqhwlq4QHd5aIDzKiHdfwIXX4drb4PGNlDZvMjMeO4bPZsqAtU3IVHDUm6FtqoFvqUAt9Vws3SpulVb1gLEjVB+Nciv0hYWzYtyF0vzoPJ0KCdOy/HT0t1hmvPy4lXXNVE/eKDYL3dKumaJhIOIOG2y7XI+LIcDdiHOZiHWZj4WM3cVrcMwfcVyMtJsIsLsTZjpWDBiJFD3izbEsC9i2Bcx5GM87Gs85GM87Gsy5GM85GP80tPgufvFZ24XnrldfOpy4YnjuYeE0/22//Rg/lZZ/yW3+F1m/pvE9HgX8lgX4li78dE2wx/vGRy6o//DMobzB5vPftNy5mDTv99cO/lV7Ykvq//YX/3bvorj+4qPfl7w42dpP+xK+Hxj6NYV4dvXXvls+6UDO9G7Nv6+Ru/UGj3UlvUOOzbZblzhun2D/94dbjs2uu3e5L5/q8OXG1H715p9sdrii9WoL1boNQuutuWQFCXs7gqeXMyUFTPkYpaihK0UM1VihryIpCwmdZfQlEU0RSFVIaLKCiiduURJDlmRR5NkJHemJ3RlJUqykiWZSYockjQzUZYVr8pNUGbHKbNjFRlRyvQouSCikxUs5YYphZcUwgiFIEzNDG0Lcm1Coe9Z4W6ZWDUZmF43MmtBWN1EotvMsTK0gxRtJ7UitJliWo0t688b37Ow6bC0VeKcHnv6D3gHvAwMHY+IGgmJeOruo7bBP3Rxf+4f9MTb73VwxEjY5Rd+oYM+IUOBEcOBoYOe/r0EVxXWpRvv2o1zlWOdJSgHNd7tuU/woLf/fSe3Bw5ugy7eEyFXpqKTZojsRU4GyBKDrFIgzJ1JZo5eip1Lpmno3EUqd57EmUqkTyZQpoj0JVbKEittkZWm5WVCvCwNNxPi58CC3EVW+jwzZVGQDeWVgfJGUNoI5ZaDzBJYkLfIEMzTuFpOFlxYC+ruwFW3IVEDlFcJ8qpAfiWUV6EtrAHiRiBuAsUNoLQBFtVAuRVwUT2obIHr7oLaO5oM0VAUaSalANzoBB0qSNEH9z8Bj56BJ8/hpy/hvqdQWw9UexcqrIFyxFC+SCsu1lSVLtUUa0qF2sxYmOkLqE6A7gDTlx8sAYqdbs0KKPaAbAdIdoBkBxMJUDJem4TTfuiXdKXzsBiLWbiKno9GzUZZTV+2mIq0mAw3fxdq/ibYdDwIORKAHAowHfZHjvghRvwQI34mowEmowHGowHGI/7GowFGQ76Gr7wNXnkavPTQf+5+YdDl/IDj2YeEU/22J3swfymtfpNbHFdZ/KY0Oy5DHus0PnrP8Me7Bkfu6H9slg7eOHuw5czBpn+/bjz5lasVTQAAIABJREFUVf2JAzV/fln1+76K3/aXHt9X9NNnWYd3s77ecXn7qogda2K+3Bm6fztm1/pzm1Zc3LTSYut6m83rcOtX+uzd6rNni/uuje5fbXE5vMXu5w3on9aaH1pt/tUK1Jcr9G6kxt7JSuzIJ0tFdEUJW1XGU5VxVeW8ngpudzlHXkSWFhKVYqpSRFeKGMoSpryI1plDlOSQFAU0RR5Fmk2UZCV1ZiR0ZiYqcpOVucnqAqIiJ16Zm9BTkKzOjpOmXOrkhnVxwjrZocqUy92Z0XJBhIoZJonwbkFj2qxwdxDWLUbmjQamTYbmrSbWd5CYNjNsu4Vth5nNHRPrZgOz+vMmd80wEivCLYR1hzW+E01Q4p0fu/sOBYQ9dvXud3B56R/c5+ze5+zxKjBiKCjydWDEcPCld5HRb8IuDQeGPnLxUmAcVLbOclsnKcZBbuOowDgM+QQ9dXRTmVr0GBs/tjAfxuFeY21H7R1HnVzHvANmE2ggLWcymfY6LAqm8iFOyiyNM5PMmEqizRBp00T6Ip2vYabM0wVLrDSIm7lcvIx5hkDLTV/iZWjSCoCoBhTXwXmVILcCTilYYApnKBwtJxMU1YD626DuLihrBsW1y+9h86vgonq4sAEqqIWKakFJA6hohKuboOoWqLpVW3db03hvsa556doNWN4NDw5qX78Cr1+D58+X+u5r++/DTx6DgWdw/xNwQwpnV0IpBVBaPigsAZXVcG0NJM4BWXSYGwHo7oDmAGj2yx50Ej5cHv7jgaDzACXjdS3T4ofl0mIsev6q9Vy05cxl8+lL5pPhZu9CzN6GmI0HIceDEGNB5qOB5mP+yLEA5FggYjwI8SYY+SYY+SYY8SbYeCzQaCzQeCzAZMTHaMjH4LWPwSsv/RduF546nX1kd6of93c3+g+l1W9qyz/Ulr8rzI53mRxtM9J5OHTrwnc3z3/7Hw/fNJ78qv7vA7V/Haj+fX/Fr1+U/vpF8c+f5R3em/LDnsTPNoVtXxu6e6vrtrX4XRutdm5AbF+D3LLGfN0K7KbVHns2O2xb5bx7rfv3m51+2oD9eRXqp5Xmh1eYH1yB+nqF3u2spLvZSW05xPY8kqyY2V3O76lM6a4QqErZPZW8/hq+qpShLKYrixnKYoZURJMUUCR5ZGkeRZpHVhRQ5fkUWW6yLJcoz02W5yYpchN7iyndRaTeIrIqL0mZk6DMiJUIrshTrypSohVp0f35ier0KAUttD3I7ZqF+S1T1F0kqsXIvFEf2XgReV3f7J6FbbslrtMK12aKvm1k1WJocV3frNUYpbRx6rC07bC07bTEtVlgO61w9508Hzh7PfUMGAqK7Hf26nPy6LF3Hwm8/Dbs6nhE1NvIqDehkeMhkc+9A6RofIcVTolzUdu53nd0f+rk8crJ7b6F9X0k8qEZ8j7S+LEZ4gXaahSHfYPDjtnajji5LCQlAUEqYKfCjBQtJ3WRJVikcWaI9HkK630SZY7C1DIEGoZwni5cYKQsMISLTKGWk6phCzVs4TSZOUsXQKmFILsc5FaAgkqQJdZw0mao7HlmCiisAnU3Qd0dUN4MimtBYRWcUwryKoCoAc6p1WZWQDkVsKgWVDaC+lugpR2+I9FKVNDDx+D5C/DqNTw6ph0f0w69hp8MwIpubWs7aG6Da1qWimvnskuX0kpgfiHg5GrZWXBGMShtgMvqljLyoFQhSKdArABAcwYUO0B2ABQHQLUDVDsdBphkBxMJMIkAk/AQEQcl47TJtpok7FKizVKizWI8Zj4OPR+LXohBzUVbzVyxmIo0nww3fReKfBOsw4AcC0SMBSHHg8zGAhHjQci3Ich3oR8LMRFm8jbU5G2I8dsgk3F/4xF/oxF/oxFfw2Efg1ee+gPOpx/anerDnuhG/9Ft/XuP9R9qy9+lyGPtxrphWrdc+vbG2YMtZ75tOX2w+d9vG09+3XDyq7oTX9X88WXFr/tKjn9e8vPewh8/Sz+0h7R/e/C2tc4bV1mt1rP7ZL3dnq0W29cht6xGrNfD7djgtnuzzRY9hy/WuBzZSPh5NfonPYsf9Ux/0DM/qGf9jZ5eRyG9o5DSnk9uzydLRAxFKUdVLlSV8aXFDHkJU13BUVewlaVMhZihKGFKCuntOaSufLKiiKYqZigKabI8siSPKM1NkucR5flEWV6SqoikKiJ3iyjy3ERFbmJfIaU7J1mZkdCdlaTKSujJTVSnRSvpEW0BrvVI5A0Ty9sI61ZjyxZjiyYD82sXkDcRqE4UQY5x6LTAtiFQt42tWwwtbhhad1kSFGh7mTWh08K23RzbbomTYux7HTye+YW+8A9/6OqnsHVSYp0eO/u+8AkZCg57eynqbcSVd+GXhgKC+5zcujB4Fd7lvpPHE2e3QQfnAQz2kan5M0vrpxbo+wjzPmPEIAo1Yot7g8e/I+DHCNh33l6AzgL8tCV2ipaVCrGFizT2LIk+T2HNEulzJMYChTVLZL5PZEwm0KaTGfNUzgKNs0TnzZKZkwmkyQTqHIW/yM6EUgvhnFKQU6rlZc5Q2dNUHpxXAepvwdU34eJrcGE1yC0H6cVwmkibJtYKxDC/WMsvgDNLQFEtVNYI3+wAfQ/AwDP45UvN8Aj09h08OQG/HQcvnoPufk3jTY24Ds6thARFECdvgZq2RM8E7ByInKKlpWl4eXBBDVRQvZhSNEMXLglYEDca0D0B2R6QdWM0QVcwhaDzAMgEmISDSbbaZKw2GatJsllKRC8moBcSULrt6myU5cxli6lI84kw07chyDfByxJGA0zGApGjASbjQSZvghE6DBNhiMlw5HJFICfDEROhiHchJm8CTUb9DUf8DUb8DEZ8DIa89V+4n3/ieOoB/mSvzV+9mD/7MH/1ov5SWvzWidAtWw/fuvDdzfMHW88dbDlzsPnfg02nDjae/Praya/rTnxV8+eXlb/vKz3+ecmxzwp/3pt5eA/1wCeB29fartKzXrvC+ZMNzrs32ezcaL59rfmWNYRPN9tv22i1dQV2/2rC4TXYn1eij66y+mml6fd6Ft/q2fywQq9LxJCKGVIxQ1LM6CyiS8UseSlXXsqVl7IUpSy5mKkoZavKOPJihkzEkBWxOvLIHXkkeTG9u4wjFdG6cold2cmdWYnSfKK8gCTNS5LmJ8sLiIpCkjyfqC6i9Bcz+opoqpzk3jxST26yLO2qhBepZly67eNchzC9YWJ1C2F9G2HdamLZYmzZaGDWaGB22wwjRRE6zbH3TKxvGVm1Glu1GlnfNUGpbByUGDupFV5qhZdi7LvQdnKcU7+L90M334fO3t04l4fOPk/cAx66+Qz6BoxHXJm4HP0m4vJIaMQzX//7Lu73Hd0fObj0Y2wfoTEv8YTXePxLG9vnKOxDU8teE9NHFpbP0KhRO/wbe/wbgu0bO/u58MtAkAKlpEOcVIjBW6JzNAzuIpUzR2TMJFKfBUW+Co2aSmSMRyePRSW9T6BMJ9Omk2kT8aTxq4mT8ZRZIus9kTXLSNUIckGGCBbmztK40xQenFcB6m7ClTeAqAHOq4RTi7XcvEVWloaVrWHmQNw8wMuHOLmLqUVL1U2wXA09eqR59GhpcHBpdAx+N6Edfg1eDoIH98HNe1BpLcgth3h5EC0DMLK1tHQtLQ2mpc3F0pdIfA0vF86vBqXXgahekyqaY/IhDhGwQwDFcXnB+sEDoBIAZRkDRLSFiLY6DLpaTEDPx6HmY9Gz0VYzly2nIs3fR5i9CzV9E4wcD0SOBSBH/ZEj/iajASZjgSbjQSZvQxDvQpGT4aaT4abvI0zfR5q+jzSdjEBORZhOhiEmQk3ehZiMBRqO+OuP+uuP+BoMeeu/9Lgw4PTvffzf/bZ/38eeuI890W/zl9rqty7k0TajH3WXuJvnv209913LmYPNpw82nTp4/Z9vrp38Wrdyrfpjf9mvn4uP7y36eU/ukT2c73aF71yHX6lnv3GN185NHns22e3ZZL51jeW2ddhPt1hsWIPYsgJ1YDX2yCr0zyusflppeXiV1aEV6MMr8D+u1pOVcuSlHHkpR1bClopZijKurtQV3J4qfncFT1HCUpay5cV0aRFdVsTsKqB25pMVYoayhCkponblk+V5FFkeRVpAkhYQpQUkaR5JXkjtLmV2lzCUBeTuQkp3IVmeFS9Nj1VmxktSojq5kT2sqFs+TrUIZIuh+U1jq1sI61YTy1YTqyZDi2v6pi0mVu0W2DuGlrf1Le4YW7UaW7YYmHWY29y3d+2xdVTbOqpxjmqCaxfWXmnn0uPk0efk2W/vqbJxeuDkNegT9MjD95lf0EjopTcRUWPhl4ZDwp/7Bz7x9H7k6NaPse23sBq0sRl3cXnr6TXk6vLMjvDA2robYaoyMulBIJ6grYbs8eP2hFE8fsTZWUskAp4A8FK1DN4ihbVIYc8RmW+ikx/7hva5+76JTpojMt/FkMajkkYvJwxHxr2LIU4n0iYTqLMk1gKN8z6ZPkViLrJSIG6Wlpc9T+fN0QRwfjlcfQOubAHFjXBuJUgXw/zcJUY6xM0GgnwgyAeC3Dl2xmR2EdTZCd3vm1Or3kolc8+ewqPj4PlrSKlaam1dKK6cTcmfE+Qu8HKAoFBLy9BS0gErB7BzNZTUuVgGzMgA2eWgrAlU3QAV10FB9SIjQ0ulwMxwiO4KqA6A8j8PMJUAk5cl/McDdikRs5SIWYhfPr3NRFnNXLZ6H2HxLtRMN0CPBpgM+5roRucRf+OxQOPxIJN3oaY6D+8jTKciTCcjkJMRyPfhyI8Y3gYbjwcajgYYjPrrD/voD3nrv/bSf+527rHDqfu4vx/Y/n0fe6IP84fa+leJ6dE2o5/u6B+5deGH1nM6D9+2nP5Olw+N/3ytGyE+ehAd3V344+70Q3tIB7b7bV7puWFlwCcbfPdscfl8m8X2dQYbVxlsWff3mhXnt+ihv11j8+NKqyN6VkdWoA6vwhxegT28wvbwKj1ZKUdexpGWsGUlbFkJW1XBV1Xyu6uEvTXC/tq0vupUdTlfVcqVihjSQoZcxJSJ6JJCiryYriplyUR0WSFVUUiTF1JlhWR5IVlWQFEU0dQlrN5K3v1KXl8562E5+34JvSv9alfqVVV2oiI9TiaM6ePF3fZxbkCYtZpY3TKxuo20vm2GvmWKbjGxum5kcc3Q9DYS1XzW5K6hRRvS+qaxxS0TSxma8NDR44GDe5+9m8zGTmJj14bG97l633fzUdu5qW2dVVinfkf3xx4+A97+LwJDR0Mvj4ZeGgoOfx0UOujj/8jNvc8W32eFGsRgRx0d3/v7T4WFTYSGDnl5DeDt71tiVIZmyouIHmOzAWvMsJ3diL3DawfH98EhgM6AWRwNg7tIZk3Ekt5cJU7GU0cuxY9ciptNpk8n0t7FEN/FEEcvJ4xeSZxJYsxTuNNk7gJDCHPT5qisaRJ9gcpZpAkWGSkLNP5UMmspvQhUNoGqG0B8DeRXgaxSICzQsjM0rHSYlwWzM2YZwql8EdTVvqSWL6hVb+7eG+tonxl4oh18AZS9mqr66ZTM0aukV37RE2HJ2mQBoGUuEVMXKKkwJw/wCrS0DE2yAGJkgcwyuKheU9IIVTRChVWLzCyYIYC5CVqmN0xzAJSPzZJuzYqDSTiIiIeS8VAyXpuM0ybhlhKWb3BzMSjdo4ypS5b/wYAY8UMM+5oM+5oM+xqP+BuPBZq8CUZMhJlNhptNhCHfh5u+D0e+j0C+/394MBoNMBjxMxj2uTjkffG1l/5LjwuDLuce2Z96iDv5AHuiF/2H0uKXLuTPuny4ffHQzfPft577tuXMdy2nv9flQ+M/3zT8faD+xIGq3/eV//p56fHPxEd3Fx/ZnXtoN+/bnbG7NwRt0AvevjZg72av/Tts9mz+Z92KIyv0flipd3rbCtvDa3G/rEIf00P/tAJ9aJXN9yvQB/VsflipJyvjKiu58nKOREyXFDMVZVx1paC3Nq27Nk1dndJTndZbk9FTmaos5StKOLJiRmcBpSOf3JlPlhczFCKGvIgqFZEUxVSViKoqokvzyIpCmrqEqSql91dxH1bzHpSx+8V0WWacNCNWlZOkyiYqskgqduINZ4dGE/M7Zuh75ug75qi7FpjbFpibpugWJKrR2LLF0PzGeUS7iVU7EnXb2KrTwrYb59Ln4Nlj5y7HOnWh7LrQdu3W+B5Hz15HD7WdmwrvosK7PHDxeuzl/cTH55l/4FBI+GjYpeHQyJcBwQOung8IDn0YmycozLCd/Zi310RE+Ex0zNSlqMnQ8Fce3o9w9vetsSojc4UBUmmEfIRCDdk7vXFzH/Py1CbFAzpDQ6a/jydOxJEXaSkQO2OByptKpM8mM9/HUyfjKG+uEkevJL6Np2hZKfM0/jSFBwmytfyMRRZ/kcldoDLmyYw5EmueyJ6Mp8+xU4G4Bq6+AZU1wvnlcFYJSBNp2VlzFIGGnrJA479lCuaari/2K+fVimmJZKS1de7+/anBQc3jR4s3bi1kF8C8tLl48guP4HdBsdoEzlICb4mYCtGzYGY2zMiCqGkwLV1DS4M5uXBWuSa/Giq9DotqNSmFsEAEhGlLjDANzQlQ7T7cHwiAZAvIWJiMg8l4+GM+LB8fbObjULMx1jPRVu8vm09EmL4NQY4HIcYCkDoMQz7Gw75Gw35GI/4mHz1MhJlOhptOfmiW3keafvQwEWryLsT4TZDhWIDBiN/FYd8LQ94XX3tdeOV5/oX7+adOZx4R/rmPPdGD+l1hdlyKONpu9NMdgyO3Lhy6ef6H1rPf3TjzXcvpb3Uerv/zTcOJA/V/fVnzx77K3z6rPP5Z6dG9op/2FhzZm/HDTvqX2yK2rgratjpoz8ag/Vvdv9x+bvvGL/X0Dq7WO7d7Bfbndba/rsb+usLm51WYH1ajvlqBOqCHP7RaT1nJ76kRqit5shKmpJix3DJVCuSVfFWVsKcu/X59Zl9Nem91ak+VUFHK6iygtOeROgsoCjGzu4KrEDOlRRRFMU0loitFdEWR7oOmFNP7ytlqMUNdRFUXUNT5ZHU+SZGTIM9OVuVQFfS4ZgLhhqn1PQube+boVhOL22bou5bYGwjrZmPLVlNUi4FZ0xmju4bmd0wsbhlbSdH2/U7evQ6eKryrBG2vqy60vYrgpia49dp7qgiuClunHnvXfhf3x14+Az7+z3wCXweED4VEPPfxf+Lk+gCLf2CFfoa2HXNxmwwOmbwSNROTOHU59v2V6MnIyyO+AU8dXPotMb1mVmoTU4WxyWOUzaiz62tXp5lLEUuJSRNRV99dTVgksyFmKsRKnSexp5PoEzGkyXjqDJE1ncycJrHmqFyIm7bISlnipMPp+dr0HDg7XytMW2Jy5mmMGRJzJpk5GU+bJLO0OcWgogmUX4eKqqDccjhLDAtyZync93HU8XjyZHaetuvebLdkXil7c7P1zZ1bmqePlwYH5to6xnIKtRn5WqZAS2TOx9Fm4plaWpqWmQ24+YBXCPiFEC1DS0wBjEwNLX2JkQGlFQNRHShpAAXVUGoxSC2BhZkQjwixgwDdCdDwsG6KIOMBGQ/IdjCZoMOg86ALh/lY9Ey01dQVi8lI84lQ07chyLEghC4chnyMX3vrMBiPBpiMByHehiA/eEBORiJ1zdJkBHIyDPFfD2+DjcYDDUf99Yd8/ufhpcf5Z67nBuxP3cf+pbb6VW56XGpyrMP4p7sGhz8+Xrpx9tuWMwebTn1z/eQ3jSe/vvb3V/V/fVn35/7qP76oOP5Z2bHPRT/vLfpxb97h3YJvdybs2RS2ZVXIJxtCP9/me2CH+WfbD61edWitHvKbNbhjazHHVqKO6aF/Won5YSXqKz3sN3r2R1brSUuZqgquspyjKGMry7nKcp6igiev4EsreOqaFHV1irJSoK4UKCv48lK2ooQpFzMlRbTOQopczOytEihKWTIRXSlmykV0eRFNWkiRFzMUIrq8kCovpMnyyMpCurKA1lPM6i/hKHKSZNnJ3Tk0KTGqGWvbboXvsrZrs7C5hbS+a2Fzz8K2FYlqMrK4iUS1GJjX/H3+lqHZTSPzVhPLNktbha1zt71Hj71Ht527EufcaYW/i0Sr8a7ddu7ddu5yrJPC1rnX0aPH0f2Bm/cjN59Hrt5PvQIGfQIGPbwG7J0forGPzCyeWqOHnV0nw8JnYhNnYpLfRydMxsTOXI19GxI26OT6CIt/hMb2Ii2UhoheU8tnWPxTrM0zB4dX3j5PvbwH/YNmEyhzSfSZBOr7OOJkDHEilvw+iT5DZi/Q+XM07iyVM0vjLrFTQWoOlJUPF4mBSKxNz1xgcxdZ3CUmb5HOnyGxJoiMGW4aKKwEpddAcZ02v0KbJdIKsubJnPHI2OdRcQsNtfPytvfytvftd8euNcx03J3tk2uU0qf8tBfJTJBRoGEIJy4lAEYayCwBacVAUAQEIohbAPOLlihpmuQUmJ4JMbMhXp6GkzNPS9fwcmFhoZZfDDJK4fQCkJ4JhGSY4QWoeF3BFPzy5YGI02HQJmM1idjlp3tXdT/xMZ8IN38TbDoeiBz1153bEEM+xkO+yxh0BwfdZmky3PR9hNlkBPLjMP1/YXgTZDQeaDgeaDjid3FouWW68NLj3Av3c8+cTj/C/91r/bvC9FeJ8bE2wyN3DQ7dvqibp79tOfNNy5lv/rdi+vurhhMH6v76subPfVW/fl527DPx0c9EP+8pOLI38/s9zAOfRG1fG7p1fciuzQFfbMXv235yy5p/PlmJ/Xm97S+rrH7SszyiZ/mDnvV3etjv9XDf6eF/0NOTlNAVZWxFGVtZzumtSemuTlVVC9XVqcrKFEWFQFbGkZVxe6pTVBV8WQm7u4LfWyVUlLA7C2hSEVNdzleI2XIRS1pI78qndhXQugqpnQUUaRFVXkDtyiF15RA7s5MVhbS+Mm5/OV9dSJPnkmVpxHtRITcwtl0oe4Wtswzj0GGN03m4Y45tMbFqRVhfO2dcc/LCXRPr2wjrGyaWt5CoNkvcPUucFGPf5+jxwMVHhXVsQ6KVGMd+B89uO7cuFEFFcO1z8Vbbu/U4uj909Xns5jfgGTjg5T/g6j5gZ//E2vqxKWLAyvKVo8O74KCZqzEzMfGTV2LeXbn6/nL0WEDwM0eXJ1j8YxS2z9Si19jsoZn1oDXmqZX1Y2tUH8ZWjSf0urq/DI58F5UwHUeaiiNOXk2eTWLMUDjzNJ6GlTJL4UyRmNNk1iyVq+GlgZwCUFwCxKUgN3+JJ9RyBFquUMtOXWQIpimsKRp7UZgNCqtAYTWUV6ZNL4B5WYtk9kh49Csieba18V1n67v2m2PN1943XddKO2aVbWPl4odRCbM0AcTPhtkZi/GsJUoKlCYGaWIgFAGhGHALAa8QomdBpDTAzIHZOTAvD+Jkzydy5xJYC+QUWFgCcsq16WKtsBDmC2B2JERxBGQ8IGMBBQeR8RDZFiL9b7m0GG+zGIteiEHNRltNX7F8H2HxLtT0gwfk/yaH/4TDh00rYiIMORGOfB9pOnVpWcX/5eFtsLGOxKi//rDvxSHvi688z7/0PPfC/exzl7NP7E71Yf5SmB3vMj760YPuPt18+quWM19/XDHpSNT9tb/6zy8qf/28/JfPxcc+F/28R/Tj7txDe1MO7k7auyVky7rgTzcG7t3ktn+rxWfrrQ+ssTu21uboStSRVagjayy/X4n+fgXuyArbH/RsvtPTk5UxdR4UZeye6pT+uozu6lRVVYqqKlVRLpCXcmSlHFUFX1nOUVfw+2vSeiqFUhGzs4CmI9FVQO/Mp3UV0BVijrKEKy9myYoYsiK6WsxUFzOVIoasgKoooveUch9UCnvE7I5MYocg8XZ44E20rdTGUWHvqiK4SG0cOqwJXWj7exa2TYYWLUaWVSfPXz9r3GFmc8/M5pYp6q6ZzR0kutXY8rYpus/R84lHQL+Du8waJ7MmqG2dpRj7Tmu82t71vqtPv4tPv5P3Yzf/Qe+Q535hL/xCnrt7PrNzeIayfmaBHERZvHYgjPt4ToaFTF26NBN9dSYqZiIscswvYMjNYwCLf2SN7kOaPUBaPkVhX2Bsn6PQT6zRD3F2Y2ERE7EJY1diJ64mTsYkTsUlzSZS5pIZs2TmIo2zSOfOUVizJOY8hT1NpM9Q2UvCdG1GDpyVB2fkQII0iJeq4Qo17BQNK2WJyZ+nc2aoXDglH2SXgqxikFYAuBmzJObrK7FvMzOm7zaP3Wocu3l9/EbjYtsdWN650N46kpk+QWIDQe4chT+fyF5M5MwR+VpWDhAUAX6hlpmtpWZqyekwPRvQswAzB3ByYX4eEObPxjHeRSTOJXBBSjHILteml0PCEjg1F2RwNOwIiOICSLaAbAuRcRDZFiJhdR6WEjFLcZhlD1FW7yPM3oeb/V8ehnxMdJPDx0cZb4KXl60TYchlBv/plz56+BARhuOBBqP+BrqIeOV5/qXHuRfuZ1+4nH3q8O8D279Vlr9KTH5uMzx8R/+Hj/fp5tNfNZ/+qvnfg02nvtV5aDhxoO6v/TV/7qv67YuK41+U/PK5+Ohe8c+7C47syfx+D+PAjvDt64K2rw/ctd5r30aHrzc7/rAB/e0K84N61t+vtfp+reV3K22PrCEcWW3z/Qrs9yv1VLV8ZSVXVcFRVXB7qoX9dend1UJVpUBZLlSU8hVlPGU5T1HKlokZijK2qoKvKON2iRgd+ZS2XHJ7HqU9j6KDoSjlKcsEqjKBUsxTiFhqMfNxTcrDmtTuUo6yhKUUc7pLuMpCljSXIU2j3I0IuoXByfCOCid3lZ2bwtZFauPYZom7iUDdMLZqNrSoOnn+rom1zArfaYm7Z24jsSS0ITG3EajbSJQUY//Q1fuRi1cfwaXb1rEb5yRB4e6Yo7odXAe8gwZ9w174hT/3DXvhFz4cGjUafvm1j89zO8JTS4unFqbPUVbDBNyos9Oou+u4n8/0pcjKba5pAAAgAElEQVT56Jip8Mg3/gFjXj7P7B2e2GDvm1s+MLd8hLZ5ZoN7hsYMYLDDvgGAJwD8FA2du0RmzSaS5pJI8yTaTDJtJpk+R2TMJtNnk+nTidTZZNociTFDYkyTWfMM/hI3dYmTMs/kzTO4c3TuIjN1iZmyQOfOUplTSbRFuhCk5oP0fCDMXaTyXkcnvkgkztdXv7vTNNJybejGtTlVF3ig0ig6Flqvv01Nn6MKtJwsLTtzIZ41G8eYSeYBTj7MzlukpC+SUxeSBYtJPC01DTCzATUDsHOBsACkFs4lsifCkyFqCsTPgTPKQVolSBXDaYWgrBoqzl5kh0Bke0DCQyQCRMJDRFtNks1SImYxAb0Ui16MRc9FW81ctngfYTYRZvYmGDGumxx8EUM+xq99jIZ8DXX5MOJvPBZk/CYY8S4UocuHDx4Q73VTRPj/VkwfMYwHLk/VQz4XdCReeZ5/5XbuufOZR/i/u61/k5j82Ga4HA43z3/7sWVq+vdg06mDTf8c1HloOHGg7sSXtX/sr/p1X8kvn4mP7RUf3V3w4+6cw3uF334au3tj8La1gZ+u9v58vesPW+0Pr7f6eoXZV6tN9q02/kLP/Gs9m0OrbQ+txn67yubrVXr9jRndtcLuGmF3taCvNrW/Nq2nSqiuFKjLBYoSnqqM110pVJVxFSUseQlLVZXSU50qL+FIi1ldhYzOArqkiCkVMTsLaZ1FDEUJT12eqixNkYk46lL2o9qU3kq+UszqLucqxWxlEUuWz1AUclTZrPaosDtYgsTWTm7vLMU43LOwvWNmc8cUc9sUc9sU02xocf2CSYeZjRzjIMfYt5vZyCzxEgtcu5nNPTNMmwVWiXN64ubzyMmzj+Dcb+8qs8G3IsxumVqp7FwHfUNeBUTq6nXw5ZeBYYMeHgME26coy0Ery9c47GscbphAGHJweu3sPO7rOxkcMhUWOhES8sbfb9jL47Wb63MH+6cE3KCd3SsHh5cEwgtHx/GIiEUGS8vkL1I5CyTmbAJ5Nok8nUx9n0SZSaZOJVIm45Kn4ohTccTpePJ0InU2mT6bzJhOYkwnM6eTGFOJ1Ml40kQCeZrImiWzJ+LJ7+KSpxIocyTWAo03T+NpWSkaVuo4lfUmM2P61vWhG/WvG2tetl5betijHexbVHTM11S9ZfEXaMI3MVQNMwMwMrUk/hJFCNOzYFYOxMjS0jO15NQlIl9DSQHMTJiUpqGkwdxcwMuZjKa+DUlcTObM0YVwRiWcVQOlixaFudraFnD7tiaTpqG4QSQ8nIyHkwnaZFvdAw1N/MdwsJy69PFpBmIs0GQ0wGTEz3jYx2TY13jYz/hDv2Q8HmTyNvgDhvCPyfDBw4d5WpcPHyNiLMBw1F9/2O/CsO/F114XXnmce7ns4WS39a8ShM7DD7cufK8bpnXV9O83zf9+e/2fr6/9faDhxJf1J76sO/Flze/7qn7bX3b8c/GxvcVHdxf8uCv38N7MQ7tp+7eFbV/r/8lqt8/W4A9uRH2/xvKb1WZfrjXYvcJwzwrzAyvM9+tZ7l+B+mKF9U49vUdNuf0NWT21ad3Vgu4qnrqSpy7nqiq4ykqeopyrKOMqy3jKMq6qjNNdIeivzequSpOX8hSlPHkpTyLiSEVsWTG7q5DeWUBXlPBUZcLuinRlacr/R9dZBrd5Zm8/bdN2C0lpw2mT0nYLaZumFG7Y7JiZWWhmZrZsscx2jGIyx3EYzGLJELMtWbYss2Xped4PctLs7v+ducej8Wf95pzrOtc5GqAWDVLRfY0FfbX5/IbCwboCXn1hfy2qr7qAV1X0JDX2nqPLExvHx5b290ys75naPLxp/9Ta+bGV8z0zu6ZLRncMbz62cepx9ux39HpsZvfE3K7byumZlfPjnc0eD5knVOzqK3b1lnj4Djp5PLNx6jK2vGdmw3fzG/YPmkBEjMPDx6ChUm8Iz8mJZ2M5bGs1aW8z7+4id3dReLopvb1nXN2nXd2m3D2mfXwVcMRCUJACDp+FBEz7eM/4+MwHBMh9fWe83BeDEOq4mIXY+JXkjOW0LHVixnJc+kpCxlJS1lJy9npq7mpazmp6znpazkZqzkZq3mpa3npmwUZG4UpKgSopV52Su5ycvZyYrkpIX0xIX0zMUCVlqBIzVIkZy8lZizEpc2FxC4np6nz0XCFGzaTNd7VMt7Gec8gjzYzVgd5tmXDr3u0VfMlSSr42G7+SkLuejgYKy8C8EiC3FMwrA/PKgYJybX4pkF+mzcBvZxKBvDJdJkmbXQwUVmxl4icg0cqQJEVw0koqBixn6KqYYBllE1u10dQCCvlAY/1WVtBWljOQbg+kO2oy7bdT7bSpDtpk+60E2414q7XYm8tRZqowM1WY2XywiRxpJEcYzcINZqAGM1C9fjCaQxrJkYbzSMOFYJPFUOOXMKgjTJfCTZfCTdRhxkthxq+SoH/6+qDQD+bgV2Yhl2b8/5ryvTjmcWHI+Szf+tenRt8/uP6tPt965/JOmK/j4pftF77ouPhl67ljLWc/bTr9KfePT7l/HGPrs987JeJA7YkD1d8dLPtmX9HnH0fv+4f/h7ud/7nbYt9rxgdeu7Z/18UPd114b9elj167vv/1yx/sur73dfMPdtu+/9quoY5KSXPpIBPHY2IH6egBGnqQjuYx8YNMUj8d10/HDdCwvWRULxk1QEXr2yc+E89j4PqpmJ5GdF8jtp+C623E9NSjByg4HpXQTybyqEQRkyBhk/g0bH99YV9t4UBtkaARO1CH6q7I7a9EPcuIv+fk+szBrcfe9ZmNS4+dW5+DR4+d2xNrl7br5sxz155YOT2zd3vm4N7n6PnkpsNjM7unlk5PrZ27bV2f2boMOHgKnL35jh5Sdz+hmw/fxYvn4vPEyqnLxLrb1k3sDR/yD5L6IEahIePIkGG/AJ6dncjactbZYd7DZdHLfdHLQ+npofDwnHFzn3RxmfH2mYcj5hFBsxD4hIfvpLvPlJevPAAy6+87G+C1Hh2+Hhe3GBO3EJ+sTEiWxyQuxiQvx6WuJmZupOZupuZtZKLWsws3c4o0OUVbWaj17MKNHIwmG72ZjlpOzlWl5Cyl5alTc5aTs9XJWUspWctpOcupOYsJ6cr41MX45NnQKJkffDAAPlWIUrewZtrZMy3MSS51hE1d636sHehepjYsZqOWEnJUMZnbGdjtbMJ2LgksKAdRlSCqGiioAIuqAHSVrqBsO4OgySCAhRVgfrkuv0xXVKUtrBiHxS5EZ66lotWpWLCCCVazwRLaSkHpWksrOCYDbjdv4dK2snyANAcgzXEr3UGTaqtJttUk2W7Gv2yWTFVhZspgE0WgkRxhPAczmoHf0O8zzMAMd8wlpLESaaQM3klqqMKNVeH68JLpUvjfxWEh2OAlD/oRhB4GOeLaLGyHh2m/v8Y8LsiczvCsTj0z/uHh3zzo861fdVz8qv3CF+0Xvmg9d6z13LGWM8ea/jzO+f0Y5/fPWL8eZfxylPrz4YafDtT9eKDm+0Okf/0z79iHcfvfh+5902PvGy6f7HY++M7N/e+efuu13998/ey7uy+8+8bZN3edfeM1g7des3vvzV2ytjIxh8hjYHh0NI+B4TGwPCZOwCYJueVCbimPTRJyiPrpxCAd009F95JRemz05mw/BTugVxpk9CAFx6fh+xox/Q1FQgZeximRcUpEDAKfih9sxPAa0L01ec8qcweqCntyku44uQx6+Ao9fAecPHrt3Xrt3Xvs3R9bO1NPX26+bNxt6/bU1u2RtctjS5dHpvZPzOwfmds9sXLqsXPrs/cYdPDotXUWOHnKvAIEbr5Cd3+xJ6Tb1rXLxPbBTUeee4DEBy71RUwGRc6ER08GhYo9vAYsLEftrKcd7OSODvOOjnOODnI3V7m7h9zDcz4gYB6BmEMip2GIST/IlF/AtD9kKiBgGua3EAJfjY1SxSYsxKUsJ2er03KWM/KW03OXU3PW0vNWswuXUThtaY22tG6rqGwzH7+Zj9nIQ2/mYjVZRevpeWtpOSupOZsZhZsZqLX0vLXM/PWsgrWs/PWs/NW03IX4lNnI6JXklAl4YJ+P32wpcaGDM93Gmm1mTLEpijaOtvshcPe2upi4loXSZuOVEWlLsbkgqlybX6ZDVYDYWhBXD2JqQPQtEHMLRFfp8kq1uSUg5haIqwPQ1SChFiQ1rKSil9MxIKFOnYbbxNSC1VywhLZFqNnmtun6ngHd9wFO43pB6Ga603aaoybFYSvFRpNss5VosxFnvRZj+TLHOh9krAg0liNMZmFGM9Abs3CD2R0YdszWhSDThWDTl2JaFW6sjjBVR5ipw01f7ZRewjAfeH0+cIeHOfjVGT0Pfn9N+lx8yUOP6Y8Pb/y9/6DXD52XvtJXibbzn7eeO9585njz6eNNfx7n/P4Z+7fPmKc+pZ080vjTgfqfDt767gD2y4+zjuxN2Pd+0Adv++/Z7fvRW/7793ge+uT6nrd/ffO1s++9fXXve1fe/cfZN1+/9vpr9u/9Y5ektUTMIQjZOD4Ty2dieQzMABMr4BaLmyvFzeUCLknEJQrZ+D4KaoBaxGdg+iioPnJBT0NeT0PBAFXfTWH6KEV9ZFQfGdXfiOprKOiuzelvLBDQMWIWXszCy7gkEZMwSC7qq8vvqckfqEH3FaS22Tt0O3uIvPwHnT177d16bN36nbw6ja0of/z14KbDU2vXB5bODy1dHt90emRq99jU7qGp7VNLpx4b1wF7T76zZ6+tk9jNZ9gXKvWGynwQQnf/blu3B+b2jyyceK5+Qi+I2Bs6ERiuiEqYComQekMEDi48c/NxO7sZO7spC4sJS4tJO5tZV1eFp5fSP2DO32/K31cOh85CIbMB/nP+/rMBkMWwkOWEGHVG2kIhZqW8RtNA1TSQQRYXYHG2yVRtPXmrrmGDwQAfPQKfPNXdvrfRwNgqrdnCl28Wkjazi9bTczcz8rayCjbT89fT81Yz8tYy8/V/17Py1zLyluJTJwJDFmJjZ0JCppMTFshVE83UqRbaLIc6Qa1TtXN1Dzs3yPWL2bkryblgQZkum7iRitHlluoKKnSFlSChAcA3gJhaEFsHEupBQp2uoEKbXwZga8ESCkBsBAh1IL52K79EgyoHsTVr6YTFNKKORAVLqZpyMtB6V/fkMdD7WNtEXSuIXM9w0qQ6bCc7bKZYbyVabSXarMdZrUZbLkfeXArfUdKKFwGNGaiRXkn/LaYDjZWBJgvBO8OHHQEdsRPZ+B+z9e/6oIfhxaD60rTfxUmfi8/dL8gcz/CsTnWbnPgfHr68/dcXHRc/b7/wxQ4Pp3d44P7xGef3Y+zfjjFOHaWcPNTw08Hq7w5gP/846/De5P17Iz55D7pnt9+e3X4fvuN3YK/t/vf+fHvXH++8fuOjvUaffHj27devvvaa/bvv7pK0lEqaikUcgphLFHEIAhaOx8AK2HgBp0TIKRaw8UIOXsjGD1AKexryB6iFfY35feT8fgpqgFI4QCkaIKP7yYV9FFQfOb+3Mbe3IbevIbevIW+QghIy0Dxq4SClQMhAi9lYMRPLIxf21uYP1qG781Oabe3uWNlLfGFCN58BJ49+J89+Zy/WxettN8ye2bg9snS6Z27/0NLpqYXTUzO7Z+Z2D02sn1k69Vi79Fo7P7O077NzGfKBDvvBh3xhMh+YxAs66OzdbeP6xNJ50MVH6Bkg9oSMI8LkkfHToVFj0CCpm++gpR3P7OaEre2EpcWYufmElcWMk+Osq5vCy0vh7TXqYD/r6aWAQOahsCkodCYsbA2Vt11VCjYxgLu3t+936R7e3WzhrjPp6wz6al3dckWFHI1ZqanR3b+n6+8FpWJweAiQSIDBAe2Dh9sMzhapcjUHvZaBWkvLW07NUadmL6VmqVOzltOyl1OyllOyNlKyJmBIgbvbXFTITFbcCDFbXIkep1ZOUWtnaQ3qNu5aB1ddVrqcUaDJxAG5pbq8Ek02CcgrB1FVOlSltqgKwNWB2DoQWw8S6kF8LYi+pUNX6zA1QAkFLKMB+HoQV7eVX7aVXwYW3dpMI61kkLSYWoDYqK2kgQ+eAVIRONi9UUncygjUpjnrUhy3kx22km23Eq03E6zXYy1XoiyWws2Xws1fOksv0kpGMzCDV3mQI42UgUYveNhJd6vDTJbCTJbCXg0vGb5smV7lYRZ2ZQ5+dSbg0pTvhQnvC6Nu56WOpwctf+k2PvHwhj6/9LfF9IKHz9svfNF27osXU7nPOH98+qJEHKWdPNT486FbPxwifPFJzuEP0g9+GLdvb+AHb/ntfcPnw7d9P37P89BH1/a++csbu06/9fb5t/9x5o3Xrr/xus07/9glba0Qt5SIm0ukLSWylhIRh8Bn4oRsAo+B4zNxIg5exMEJWJhBmr4C5Pc25vWR8weoRTwaepCKHaRieTTMIBXd21jQS84foBYOUooGyEUD5EIetYhPKxLQMTwqik8rFNKKBhoKumty+2sLewpSm2ztOsxtBF4BMh+I0N1H6Ol/x8SKeeFaj4N7j737YyunBxYODy0cn9506L1p32tp98jE8rGZ3YCdG9/BfcDOVeYVIPOFSnwCxF7+Qz5QqTdU4ObXa+/xzMa118GD5+or9QwYgwTOhcXMhkSNQQKl7n4iJ69BC1uR+c0JG6tZW+tZa8sZG6spO5spe9s5Vxeprf2Qj99KVtZcWqoiL3ebTN7msJYp9Qu1lRuUxo26muUSkjIndz4pZSYqdjIsfCYkbDI0TJ1fsEUqXSqpWKIytgcHwUW5bnUBXFGBc7O6Qf5Wa+dyaY0qG72ckrucnKVKylAlZyzEpyrjkpeT0rfSs9Zi4/rtLUbDfMbSg/pj/AeSgoYJudOU6iUOc7WjZYFLUxWXrGVhwaJqEHNLW1S1mVO8kY4Hcsp0eeXb+WUgulpXUKEtKAdxtSChAcDVAdhaAN+oK6aApXQQ1wCgqoGiKm1R9VZO6XIieiGpUIOqAAmN2uJG7e0H4NS4rvvRRlGqJs1bm+qgTbHXpDhsJdltJtpsxFutxVqsRN1UR5i/cFr/HsNNQwynoQavDuMUgYbKQL2/ZKIK23FX1eEv68N/8LAQbLAQeGMx8IYScV0BuyaHXpmDXJ6FXJ7d4eH8qNs5icOfg5a/dBv/oOeh68o3+uLQeenLjouft1843nb+8/bzX7Se/bLlzJfNpz/n/vEZ54+jnN8/Zf/2GevUp/RfDpNPHqr54RDh809yD+1N3783cf/eiE/egex5w3fPm34fvO1zYI/Fvnd/f+v1X956648337qwe/f1t96weufNXdL2KmlbxXBH1UhHxVBrqbSZJG0iDTWXiDgEAQsrZKNFbLSAiRYwMDwaeoBaMEDJ76cU8BkYEYsgYOIFDLyQjhfQ8YMUNI+GkXCKB6mYfnJRv37plI7l07E8KlrExInoWB6laKCxcLCuqBeT0erm0mXjKPDyl/pApN6QfmdPxvmrDyzs+xw9ehzcn1g7P7R0eGrl2H3TnmfjNGjt8NjE4v4N825zu0F71347l35Hd767j8jLX+YPk/lARR5+g85evfbuz2xcuu3chR7+Mm/IBCxwAh48GoAUufmI3PylHtBhd98hB2epxc1JOxu5o/20tdWkhcWYxU2pne1YaIi6tARobVnnMNapZHVl7WRG4Uh04lh07Epe3mp+zmJK0kpi4kZ8gjI8TB0XNReKmIsJ11WVbJXgt6ortc3NIG8QnJvSLiqBZTW4ugquroCqRfD5882795cra9Q5hUspOar4dHlUgjwqbjEmcTU5ZSs1cRLpvZAWpMgNGYr1F0b4yvIT5PTatfbm5faWOUajAkvUFFVqUFU6TC1YRgOIjatpBE0aQZdTqskt1mSTtLmlOlQFgK0BCA0gsQEkUUESDSilg6V0EN+4nVe5lVO6kkXcyC3TFd1aySBs5JaApMZtdPUmowUcHwN7n2mLs9ezvNYzHDRpdlspry6FWi5HmS2Fm+idVmWwsRxhMgs30meWpiEG+rDGLNxAjjBQBBoogwwWQox2/NYw4//k4X/0Q+CNhcAbSsQ1BeyqAnZVj8Qc5PK038UJ7/OjbmclDn/q+yV9nu/u1X93Xfm689Lf/VLb+c/1kb6WM1+2nPmi6c/jnD8/5f7xGef3z9i/fkY/daTx5OHq7w+hj3+cdXBP+v69yfs/iPvn+4F7d/u/94bfB7u9P37T6cA7Vz5869c9b/3x7u4r77xh8s4b9nvf3jXUUTnUUfG8s3qkvXykvXy4tVjaRBhtLx1uLZZw8UImWsTGClkYIQsjYKIFDBSfhhqkoAZpRUIWTsjC8ehoHg3Np2MFDLyIRZQ1lYjZhH4Kqo9c0NdYwKdjBynoQQpawiaO364WsYt5ZIywAcuvRt8JgXfZOgk8A6TeAUIP/7YbZreNLPqdvHrsXPod3Xsd3J5aOTwys35sajNg4yRy9uiztHtw3fjuNaOuG6adBmb3zW17HN0HnL1l3rAhX5jY03/Q2bPb1vmJlUOPnZvQ3U/qEzAKhUl8fAZd3QfdvMWe0FE/5HM/+KQffMzdZ8jWadjGYcjKbtTCZszWYQTiv1pTrrnbttnRoq6snEnNnIpNWUnPW8vKX0hMWklPWUtLVsfHL8VEq6MiFMGIWXiAIhAyhYBMBiEnwkKWCnLXa6q32lq1PU8BqRCcmgAUc1vzc1uL88CqClxWAlNj2p7u1ZrG+dSc+cgERXjMfGTMamLyakrcXHzgOjpBVRg3lR01lhf3nJQzRalW325abOXKyQ2zhYTt4oYtbI2m8BZQxQZvcQECZSuzeCMVs5VB0GaVaPNKdOhKEF8LEhvAYgpQTAfLWGAVByylg4SG7aJbm/nl2+hbYBkTrGBuY+rWM4qBwurtvNKtRiY4Pgo+lwDN5K380PUs5+002+1k+41km61Ei80469Voi6Vo08Vw04UQY2WwwXyQoRxp9JKHGYjBLNRwDmaoQBgqEAbzSANl0I3FECNVqNErMOh5MF6OMNEnvRdDXuaXbiiDbiiQ1+SIq3LENTl8B4kZ/4uTPudH3c/InP7kW//WY/LzI4Mf7t/4Th/57rryzZ3L/9JH+vRb1K+kmD7n/PkZ5/dPOb9/yv7tCO3XT+t/OlL6zf78zz7MOLI3/dDe1AMfJu37MPLj9yDvv+6z5w3fj97y2feO1b53fn3vtZ/f2nX57Tds3n/La9+eXdKW0qH28qG2MmkzSdZSLGshSZvw0iaCrJko5uAETLSQhRGxsWIuXsLFSzg4MRvLo7/YFqJjeAy0gIUVMHEiFkHMJopYBBEbP0gtHCCj+hsLBimFg5TC/kaUgI4d4pYIGITBRrSAjJM0kp4lRbeYWNwzs+mxc75tYE47c7nP0ZPn7P3M2rnPzrXf0e2ZteMDI8tHRpaPTSwem1j0W9n13rR6amZ5z8C87YrRfVObZ1bOvfbuAjdfmQ9U4hUgdPcdcPLoc3B/auP81NZ5FI6cjYwUBwQIvH2HocjRgMARH9ioH3wSGjSHCJn2h8/4QGf8YFMBsMWQ0NXsjNXqUmV95XwxcS4zW5mcqk7J0OUUbWTkzkfFyiMj5yMjlBHhC+FhiiCEPBA2C/efgfnNBHhNubtM+XjNBQaqEpKXcvOXsbiV8vI1OnXr8b3NIeHGxLBucgyQybR8HijjgxKeprNDTSpWpmaoEpLUsfFbacnK1Mjl4nRVedYsLm2KlP28HDXZULHUyppjUOca6mZRhC1iPVjF0pIaNcVksLoJrGDpiqo2UjHrKRhtXoW2oBLA3AIIdSCRDBApWgIFrOCA1VywggUW08BiClhKA0ppQCUTvMUGK1naomptfoUWVb5Vz9BKxIBiChx4rCvL0aT7aVKcN5NcNpIcNhMsNmIsV/Q8hJkqg43ngwwVgUZzCL1+MJ6BGs5ADWZhRnMwQznCUIEwUCANlMGGCyGGemtV/5Yj9MXB6IWeNn7Jw0KwwXzgdQXymgJ57RUeLs0G/DXj/9e414VhlzMCm996TX96bHTi/o6E+HfXlW+6rnzzcjDXfuGLnUW508eb/jzG/fMY5/dPOb8dZf92lHbqaM2Jg8QvP8o/8n72kT0ZB/ekHfggef8Hsfv2Ij982+/dN3z2vun3yT+89r1/de9b372264/XX7P+4H3Pgx/vErIJkiaitJkkaSZIW4iyZuJQC1HahJdw8RIuXszBC5gYAQMt5uDEXJy0mShtIonZBB4NO0hF8+lYIRMrZuNFHJyYQ5BwSWIOUcjC8ekYPg0toGOEDKyAhh5oKBhsLBTRsAIafoCM5pFx/Drck7iIO5Z2jy0deu1d7hjdvH3D9K6RZZ+tO9/Ju9/Wrcfa8Ym57SMjy4dGN+/dMLlnYPrQ5OZ9Q5PWS9daLxvcN7V5ZuH02Mz+sblDj52r2NNf5gMVe/oL3X1FHv4DTp4DLp7jgSHyuLiR4OAhGGIUgnwegBz1gQ17Q5/7IcYgyHFY0ExQ+Gxs/Hx6mioxYSEhbjo5cQlbpCshreZkLycnqWPjVZFxipDIueCIOWTILDxwPjhwKTxUFRasDIIrkNBZuN+Un+tcgPssxGcODlOGhKmjY1biYlbiYlZSE9ZxRVpq4xaXreu6A3Z2bTIY8xUVqxQK2PcUEPVpOttUeMJ4RNRKbPw43F+BSlxtxM+S8iZJec/LisaqiAuMxunGGjm5fqG4cqOUAlLbt0spm7h6sIwBVrJAUoMut2QzgwDg6kBCow5bp8XWgcU0kETX4si6EjpYzQUqOWAVB6xgARVMbQVdW0kHq1lgJRPA12/nl2kKy7dukbcePdFNT4IjYrCVrsUmb6LCt3KRG0ku6/GWG7FWK9GWS5FmqjDThRDT+SBjRZBePBjPQI1noEbTEL1+0PutBopAw/kgw4VgQ319eFkilsKMl8JM9P980TL9nddQIK/tzB/gVxTQq3LoZT0Pk8uPs2QAACAASURBVD4XRt3Oiez+6L/581OjHx7d+O7h9e8f3ti5LfCyRLyqp7mnj3H1qY3fj7J+P0r/9WjdjwdLv/4Ye+yDwk8/yD2yN/PQ3tT9HyTs/yB83x7onrd9338T8sFb0I/ec/jk/VNvvvbDrl3X3n/H+uMPdom4OFETTtJMkLWS9G+ojSRrJUiaCZImgohDEDBxfCZWyMYI2BghByfiEkUcAp+O5dHQYhZexMQKGUVCVpGEix9qLZY2EUVsvIiNl7DwEjZBxMQJKIW8RpSIhhlikyQM4gAZ3VtXOFiNfhAW1Glm89jS8ZmtU7+DG9/J4/FNu3tGlg9MbHqtnQfsXPutnXpu2j80Mn9gaHbXwLT10rWmy1dvG5k+tXUccPEecPLqtnG9b2LzwNS6185F7Okv9vSXekNGA5DDvgiJh5/I028MGTwdFjESgBj2hsrc/YY8/KUuPhIXb4mH/zA8eC4tfYNEXCtEy6Ni5MGh8+FRq2np65kZqoS41YS4pYjIeWTwHCxwHhkyDw+ZDYApkLCFIORSWPBiCEIVipyD+89CveUwr+kA7wl/32kIdA4KVSKgq2Hw1QjEVmK0LitjOy9vsyB3E5W3XYpfJ2GWMrM3Sys0d26Dw0JgsFdRXTkaEXnnmoEsDLlOrZDXksbLMM9L0aPFmAVK/Sy5bo5OXrxVr6lja+kdQB1HV0IDS+lAJVNXSgZQFdq8coDYABZTwWIqSKICJLoOT9EU1elINLCKC1RywOomsJIDlDOBchpQTAGLqUApDSymbKMqNPhKTX2jpqNDJxaD42PAwDOQSwEbK3SE9I0Uz/V4y7UYi+VIy6UIs8VQ052LAQjjFzwYTUN2rozpLywpAo0UgYaKQMOFYMOlHU/J+H+o+I+whjLo7/qgQF5XIK4rYH/zMOV3cczjnNTxzwHLk8+MTzw1+P6p4YmnRj8+NtDvQnzTeelr/Uiu7fznree+bDpznHvmGOfPz9h/fMr6/VPGr0fpvx6l/HKk/qfDNT8crvj2EPFf+4uOfZx7+MO0g3tj9+8J/PhdyPtvQt9/M+DDtz3/ucdw7z++f2PXz7tfu/DOW7vETXhJM0FfHKQtRD0YQ22kobZiWWux3ooVsvFCNlbIwYi4OEkTQcTGC1k4AR0tYmLELIyQWShkFopYRbJmvLSJIOESJByijEuScogCOoZHKeRTiwR0jIiGFdOJPCqu+1ZBDymnzc+71ejmHWPrpzbOYk//ET+Y0NW739b5maXDE3O7Zxb2A3aufHvXB4ZmHVcM2i5d7zIweWpjy3P3lvhCJL4wkQ900M2n29b1qYXDEwu7fntXkYffsB98yA8+5A2TefhLPPwmESGTsKBhb4jUxUfo4CFy8RbYuw/YuQo9A5QpGZvFxWpU4WJCykJkzHxomDw4dDE8Wh4YPIcMXImOWgkPXwwMUiAQczC4PACqhELlMH85zH8OFjCPhC2GBKpCg5WBiHk4VAGDTQdAZqDQ6QB/BQyyEAxRRcI3kyK3UuO0GclAVvJWSvRqQth2brKmKGuLhNu4VQ0+fKATDgBS3jK1vtXGhhcZutZMmWHWyKoJsnLsbH3VejN7htoww6YuUehA091teoeuvhms5IBlTKCKqS2j6jC3dIVVQDEZLKEBRLIWT9ag67U4MkCggqVMoIIDVjeB1U1gOQsopoKlFJBABgkUsJQGllAAzC1taY2GRVtvb9L29oETk7ohKfjgAdjI0KCyV5N91hOt12ItVqIsX0zi/osHQ72YfsmD3l+aDzJeDDFWhRqrQv9G4iUP6nCTV3gw0vPwskQoENcV0Cty6OU5yKUZ/4vTfhfHPM9LHf/gWf3SZ/5jj+mPvWY/9Zr91G1y4onhDw+u/fvOCx5az3/ecu7z5rOfN505zj19jPPnZ3oeGL8epf96hHrqKOXk0cafjtb+eKTy24PFX+0vOv5J+uE9UQfeC9zzJuz93X4fv+3/z/c99n949r03v9m164fXdu0SNxNkLSQ9CeImnLiJIGslDbeXDLURh9pKpM3FIg5RzCWKuDghBy1kFYk5GDEbI2Ki+fQCAQMlYqKEzAI+I0/ILJA0oWXNuPHOirHblbImkpRDFLMJAjqGT0Pz6Wg+BS2kEoR0goiM78NnUW2smm+YthtZdJna9Nq7ybwChrwDpO4+Eg8fiYefxMNP7OYjdvF6YGzeec3osZlVr7V9j60939VL4g0RegYIPAN47r59jh4D9u49tk7dVo4CN59hf4TECzLshxz1Rzz3Q8zAQ0e9oDI3P4mbr9jJS+zkJXD3kcAQswlJq3koVXq2MjZ5NS55LT5hPjR0FhE4Cw2a8YNO+gXMwhBKROA8HK5AQOcDYfNQfyXUT4nwnw+EzMEhs3CYIhCpCglbCg1fCA6dhcImvL1nAvynAvymIf7KYNhSVKAmI2E7L30rOxXISQezUrYTIrUp0Zq8JLAEpSVhtVVVK2yGht8DivpnasuGSYVLHfRxTt0QuVxaWzzHpa12tE5QG6Y41AUyVUNtATn3QXI7WNsKlLOAKjZYydQSGrSYaoDUAJbStnH1OhxlG9OwVVQHkmhgORusaQZqmoBqLljB1JEagDIyUEIFS+hABVNHatQVVmpKqjfYDHVb08bDh+DIiHZ0SNvTC1CatIWolWT/lXjL1Ri902qyEGKsDDaRI43m4EYz0P8wl/SDCP2IWhFoqAw2Xgg2Wgz5u0S8rAz/VR8Wgg13+qXAl/rh2jz0bwkx7ffXuNd5mfOfIrvfBDa/8qxO8ax+4VmdGrA42WN64tGNf3Vd/lqf2mg9d7zl3PGWc19wTx97wcNnzN8+Zfx6lH7qCP3UEdrJw9SfDjX8fLDux0O3vj9Y9u8D2C8/zvn0w+hP3g3Y86bPh2/BP34XeeAjm0/e/3H361/t2rVL3EKUNROlLURxE17EwUmaSNLmYllLiayVJGkiCtkEAQsv4hLETXgBu4jPKNBjIGCiBIx8ASNfwMjj0/MHqTl8ep6EUyThYCa7qia7qmUtJbLmYmkTScImCBhYERMv5ZCEDKKAjpfRi8UlBUwba/YVo3Yjy7vmtvfNbQad3Ed8A4a8/Yd9AsYgiDFI0KgfYtgHynd077a0f2Zh221p3Wthw7NzFjp7Dzp58d39Bly8u+3cnlo59du7Cly8BM6eYncfmXfAsB9sxB86AQ2aQYRNQUOmAgKfByBHfKCjXtDRoNDF/LxNPGEpI3spJnk5OmkpNkEVGakMDlkIDF1Ahi0EhU9DEdMBMGVg8GJwsBwBXQiBq0MRqiDIYhB0PhCyEISYhcGmITAFPEgdFrkaEa1EBk75+MgDILMQ6HQARIGEK0Pgm6mJQH6uNjtzOzNtMzlekxKry4zfTI/W5iaBhEKglLhFImk7WsEJyRbv6WwzbeE2e5LTMEa9JSNXjnGpi7dbntPqJ1gUeUPjShV1u7YJqGsBG9p1t7jaSjZYwQZLGTpcHYCtBfWNEIEKEKjbhTU6bIOumAFUc4HaZrC2Gaxi6UrI22VkoJQGltB15QwtqVGHKt8urd5u4q60tS53dQIiETA+quXzwebObSxmOdF3Oc5iJcZ8OVzPg5H+vJIcoUfCcAZqMA29MQv7m4eXlzWUQYaL/9MyvTJ8uPGyWXrpL80jr80jrysQ1+Z3BhGX5iCXZgMuTXifH3U/I3M+LXX4U2z/u9j+d7Hd7wKbU33mPz4x+Obela87//qq4+KXree/aD3/RfPZz1/wcIz9x7EXSByhnzpE/+Uw7eThxp8P1P94oO7EgVvfHyj7Zh/+i3+mH/0I+fE/fN/fjfjw7aB9e3z3773+4Xvfv7ZrF4+F1jdCAjZWwMKLOEQxt1jaXCJtLhFziQIWjscs4jGL+KwiHhPFo6N49IKXT8AsELGKhAw0n4bi0woF9CIhEy3m4oZaiodaSqVNJAkXL20iSpuKJdwSWXO5mE0apONF9GIBKb/Jzp57zaTd0OKOmfVdM6uHFtZ8F/chb/8RX8hYAHIkIGg0IEjqDRM4+/Ac3AdsHPss7fjW9mJ7Z7Gzh8jVW+jh3+fk9cTGudvWud/BtdvS7qmZZY+FlczNfcTbe9w/YBqKnAgKm4CHT/ggxwOQI1DkGDJMnVOgIRSrcwpW07I3ktNWE5JUUTGL4RGKoKD50JCVuHhVePQsDDkLgS4Ghy6FRyyGR6giwlaiw9QRgaoQ+GIwdA7mP+HnPwtDKoKCVRHhazFxC0EhUwGQKX/IDAQ+6Q+Z9A+YhELUCbHbOZnbWelb6UmriZHriRHbmfGbGbFbWfHawmwdEbNZlL9WVwVKBoBx6RqvW3mvdbKJMkKpkdRVjbEaVZ3Nz2n14wyynExZb2QC1HZtTRNQ26JrbN2u5oAVbLCCBRApIK4ewDWApUyggg2UsQA8dSP/lgZdD5YxwVtNYH0LWNsMVHF0lUyghAbiKToSGSymaPJLtkqqgPa29bu3VV0dmv5+cHxMNyQFb9/X4NHqeK+VWEt1rPlShLkqzHghxHg+UB9r1U/iDP4ePkANZ6CGcwgjeaDRfJD+8pKRKtT4v/TD/y/prQy6oUReVyKuKRHX5uHX9FOI2YBLL0rEhXGvc6Pu50Zdz444/zns/IfM8XeR7anBmz93G33/8Oq/ui59dfuvr9ovft16/svms583nT3OPX2c8+dxzp/H9fWB8eth+qlDtJOHqT8fIZ883PDToboTB2u/P1D9732kr/ehvtyXdGgvcs9uyJ7d8E/eRR7Y477//b/eeX1XP72Qx0TzmRh9fknIxgvZBBGHIOISRBw8n4Xhs9GDDNQAI3+Q8TcJg7T8QVoen44SMTEiJlbIwAhoO54Sj47h0zFiFl7CwYvYWDEbJ+USZU3FYjZJyMALGEQxo5RHyOXY2nGvmXQYWnQYW9w1t7lvbv3opvWgo6vU03/EDzEMCXoOC5H5IgSuvmIXb5Gju8jJbcjNU+rmOezpO+TlJ3L36Xdy77Fx6rOx67Oy7Ta36LOw7LO0kLk6y1xdx7x8F4LCJmBBI77wcU/YqEeA0A8ylZS8hsYt5eRvZBVspmatp6StJSWtxsStREYvR0Qsx0RtJCUtRUTL4YFzEJgcjlwIDpUHBaoiQ9XRoapw5FI4YjkSuRCMmPQPmIYh54KCFCGhK9Gxy5FRcgRsyt9vKsBfjkQqQ8Lk4eFLCQmbmZmbGenbmem63Iy1lNj11BhtdpImK3kzK2U9K209O2MNg97ksLb4Pdoh4Wr3w+k21gijQdhQIaPcUnZwnjMax5iUKQploZ6u7XgIdD7RNbTpaprB+lagrnm7vllzi60tpQNlTKCKA9Y0A9VcXSlTiydrMA1bBIqmgr1RxQEa2sHaFqCcDhIaQVyDlkgGSeTN3OINbBnY3LJ5r1PZ2br08IF2WAaMjwCPnmirSteSIasx1ksxZksRpqpQo4VQk/kg05dJvldJmIEa6i8vKZBG84FGyiDjhWAjVaheQhi9lA3/l5i+oQy6Ph94fQF5XYm4toC8Pg+/KodenoNcng24JIdenvG/OO13Ycr3wrjXxTGPc8/dz4y6nRly/lNi/zvP8lSv6YlH1/995/LXt//6qu3CVy3nvmg+q7eYjnP+PP6f9eEw9eQhys+HKCcPN/58qP7Hg3UnDtb+cKDi2/3F3xwo+mJ/3D/fhb/3OvyDt5H73vPft8fqw3/sGmThBCwcn4kTsLACFk7IxgtYOD4Tw2dhhBwMn4XZqQwsFJ+J4jNQg7T8AWpePyVvgFrAo6J4VBSfXiSgo3nUQj61iE9D86jogcYCHjlPSC+UsNAiZpGIiRazsBI2QcYulnJKpcwyQXEBx96+6YZph8HNDmOrThOrTmOLLmOreybWTy0chG7eQ36wcUToGCxkxA8+6gsd9YY89/Yf9vYRubpLPbyHPH1FLu48B2eercOglU2vuUX/zZuD1pZD7s4LwfBxH8/n7p4KBHIMApH6+o5CEdIA2ERMzCoeq0ah1vMKNJl5y3HJ6pj45di45chodViEOjxMHRWpjo5RBofNI4MViMA5GGIOjpxBwBUhSGU4Yik6cDMpfCs5cjslVhEUPAVDykPClOFRixHRq7ExqogQZShcGYpYigxZSYxfTEpQJsSvpqYuJyRspqZq87IAbL42P2MrK1WXmwHkZWsyMzSZadqc3I3SktV77ZuigU1Bv/x+xwiHIiZXSRoqZ5vpYyzyKIsyTqfPk9naXh4gkuo4XdpqLkjuACidALVTR+vUkTuA+jawvg2sbwcb2sHaFrCcpSWQNSXMzapWdTlH19gJ1reB5TQQXw/iG8ASKoCv1+SUrOYQNqvrNtua1V0dC523V3v7wOcjQE+ftqFuMyNsPdZOHW2uDjddCDOaDzGeDzLV3x17ebZ+Bmo4CzWcgxnNwYzkcCMFwnAeYagMNNRP3PQ8vCob/q9l0WvzgdeUyGt6JBSwKwqYXk/rJfVf+uD3pM9fE94XxjzPPfc4M+x6Wur4h8Dm1z7znx4bft915V8dl75qu/Bly/kvW8590XLm86bTn+t5YP9x7KWEoP1ymHryEPnkocafDzb8dLD+x4N1Jw7UfPfP6n/vL/nXgfxjH0d88Cb8vdcRH70D/+f7nh+/t0vIJrx4eAELx2NgeEwMn4UWsNACFobPRPOZKCGrUMTBiDkYAbNwgJo3QM0foKJ49EI+rZBHLRAw8vn0fB4tn0cr4FELBykoHqWA15jDp+SK6PkiRoGUXSRjY4ebiaNNJRIGUUwvEVWgWz3c2kwtOgzMOgxvthuYdxpZ3jOx6TKyvGdk8dDMutfWSeLp+zwAPgENnIIFTUEDJyHw575+w54+Q+5eEmc3no09z9pOYGsnsreTODqJnZwkLs7PfTwXw4PH/bzHPN3GvNyk7k5zYciltMTZxLjl3JyV7BxVavpaZs5mRs5SXOJqbPxabJw6MmopNHQpPEwdFbkWH78SHbMQHDofGDwHR87CEPLAwMWI4MXIwPkI+GpS2HZGtCYtdjEifAoRqAiLVEbFquMS15OTNlLj15OjVhLDl+MjNjISN/LSVzOTV1IT5eEhqrjI9cxkDSoLwBZsZKdrcrKAgnxNduZ6espGZvp2afESm7rW+2h7WLzE6x5vZUgbqyR1FbNc2gSTMsaijtEZU/WMje5+cGISaH8E1LUAje0g/S5IuQtS7wLMewClC6zvBGrbgbo23a1moIIFVnG2K5s2q9tXqtt0jXeA2haglApiawF0DYCv12FrdPnl62nYFXTxVjN38+n9pXtdiw8eayUycIC/TWNs5ietRDsuRZqpw02VYUaKECMF0liONNL/ksMODPqzS1DDOZihHG6oQBgoEAbKoB0Ylv4jr/F/XJpZDDFUBl1XBl2bR1zVwzAP13/YaZlm/C/O+P817XdpyvfSpM/Fca/zzz3Ojridljn/IbL7bcDi5ydG33Vd+9ftS1/reWg990XLmeNNL/olfYlg/HqUcWoHicafDzb8fKDhp4P1Px6oO7G/7od9tT8cqPr2APGbA+lH9gbueR26Zzfi43cgn7y3S8gmiLkkEYco4hBeaZlwIjZWxMYKmGgBEy1gFglZaAkXL+bgBMwi/cSaz0DzqCg9DwJGHp+ex6fnCWkFQmoBj5zLI+fwyNkCaq6YkS9lFcpYhVJW0fNmkpSFF9OJww2kOzD/DnOrjhumLddM2gzMu4yt7ppY3TexfGhq+dD45hNTix4rm347e4GL27CP/3gAbBICn/ALGPPyHXL1FDk4821sRXY2Eid7qYuTxMVV6OgscHASODvPIOGjPp5DHk7jPq4THo4Tfm7PkQGr2ZmLyanzcUlLiSmrKRmrqZnLSSmrcYmbCYnq6OiVqOiN+ISVuLiVhISV+Pi1+ITV2HhFUKgiOFQRHLIYGbYcF6ZOCFMnhKwkhazEh6ljIueCQ6eDwuZCI5XRcWspKVsZqRtpCarYsJkwuDo5ci0zbjM3aTMrURUbNhsKX4gL0+SnawtztvKyN7KzN7JzNvNyNvOyV3IyN4pxS3XlCkajTtivHRUtProzQq2V1JVPMRsnGZRxJnWMThu51SCncYEHvTrWHaCmWVvbrKXf0VHv6Sh3QdZDkHofbOgCGu6A9bfBmlawpgWsa9XVtG1Utq5UNmsbbutqWnRldB2ubhtVBWDqtgurNVnFm0lFa7n4bS5nveeBqvuh8tHjdZEYHB7RtHeuY3LVse5LkRbqcDNlmNF8iIleP8zCDV/tlGZ26oPBHMxAAb+hQNxQBhm8SGQYvTKc3iHhv/J8erP1hXi4Og/Xp5guv9TT034Xp3wvTvn+NelzYcL73Jjn2VH300POf4jtfx+0/OWp8ff3rn/Tefnrjr++atXzcPaz5rP/2TL9+hn9l6O0k0doJ4+QTx7W71XX/3ig/sT+uh8P1J44eOv7A+XfHkB/vT92/zuw93dBP3gL8tE/dom5xZKmYkkTScQh6FPfkiaSpImo//YLWRgBE6NPbYg5ODGHIGLjJFyctIkgZuP4tEI+vVDALOQzUDv2Kx0lpBYIqHkCai6fksOn5IgZBTJ2kZSJEjLyh5owI01EIR03TCE9CEM0mZi1XTNqu2bUccP0jpHFfRPLJzdteqxs+yyteTZ2PDv7flubPlsbnpPTgL0Dz96JZ2s/YGU7YG3Ls7HttzQfsDKROFnzbCyfmZv1WFgO2NgJ7B3HfLzHfLxGvDym/LxmPF2kLrbDEcgVInYuJ3suKVURm6iOS1mOT11JTl1OTF5NTFLHxqqjozeTktdTUlZTktdTU9eSkjXpGavxiauxCero2KXoqMXo8PW0uI30mOXEMHVcyEpctCoyehIZPBoAm0QGz4dHLsfEqaKilOHB8+GIlcSw5aSwldSI1dSolaSI1YTwpbjwzczE7dyMtfTUtYzM5fQsVXrGSm72RkH+ahFqHps3hS9SNNYD/P5tUf90B1tUV/6cWjvBJI8wySN08kh9w0R5vY7VtVXH3SJRgFvNWnoXwHkC0B8AtLsg/T5IvQ9Qu7T1t3W3WsH6Dl3DbbDutqa6VVPTCjbeBhs6gEqWlti4XVSrK6zdyCzRZJHWEwqe+4erSaVbz+6t9T9TPXu2KhSCz0e1D55pykrUCX6qCOulMDNlqJEy2Gw+0HQOYTgL/7tfmoYYzEAM52BGszCDOZiBHH5DgbgxH3hjIfjvlumlntbz8F95vhc87LwXevrySxWh75emfP+a9Dk/4X12zPPMc4/Tw66nJQ6/86x+6TU78cjgu7tXv7l96ev2i1+2nv+i5dyxpjPHuKePc09/rtcPL3g4Sjt5hHJSL6kPNv58qP7HA7UnDtT+cKDm+/3V3x4o/fZQ7vFPwj7aDXl/N+TDt3eJuUQxlyji4PUwiLlEWUvJcFvZcGuxrJn4IsmHEbKwIjZexMbxGWgBEyNiY8VsrIBeJGAUCZhoPr2QRy0UMdASFlZILxLQUEJ6gZBWIKAWCOkFUlbhEActZOULablSRpGIgRthlDxLiKBevd5+3bjzunHHdaPbBqYPTC17rOwGbOwHbWwFdnYiR4chT/eZIOQYEtHt7PTYwf6Ro91je7tnjg7dzg5PHa0eWBv3Ot58Ym7wxMRAaG/Ld3AQ2tsPubqOeXmPeftM+XmPuNrz/VwV5UVqLllRXzmLRs3EJKqjk1biktVxSYsxCarY+JWE+NW4+OWYuOWERHViwkpK8lpK8mZ62mpS0lpCylp80mZKymZaii43XZOdsJQQOhcGVcdEqGPiZkJCJ+DISRhyFhGyEBKpDAlfioxYS4heT4hciglWxYWoEsNWkqJWk6JXk2LU8RHLCVGquJilhKTltKyVrJx1VL6msGgtL2+hIHM2J2M8L2+srGzl3u31nvsjzIZhSs0Yo2GIXi+l1Moa6kZLqjcamzWNzYs5ZVoSHaR0gezHIPORjnIHoN0DGfe05E5tw22wsRMgd+rId8HGLrDhNljXDtS1gg1tYG0TWMkCi2kgjryRWbyeglmJzOw3chb6BGpamrYHetb7+lYHeJsC4faTXl1jozoFsRhpvRhuoQw1UQaZzCNN5hCGO2tAL3iYhRnOQg1noAZy/TGBQANlsIGeB71++C8J8V/+kv4YmRJ5YwcG+NV5+DX5zkhuh4cZ/0tTvhcnfc5PeJ8b9zo75nlm1P2s1PF3gfWpfvOfnhn98OD6v+9c+Vf7xS9bz3/ecu64fiTH1R/B/+0zxqlPGac+pZ/6jPbLUfLJw3oe9CWi9oeDtT8cqfvuUM23Byu/PUj85mD6kb3IPbv99uzeJWnGS1sIIi5exCVIm4slTSQ9DyNt5aPt5WIOTsgqErEx+h5JyEILmIUCZqGAgeLTUQI6SkBH69NKQgZGxMSK2VgxCytkYAT0Ir0Dy6cVihiFI00YKatA0JgtaswR0zFDbFJffhL9umH7DbPb10w6rhrfvm583+TmUwvrPkubfkvrASsLsZPjJBKpSkuWZ6dPFWTPlmKUtwjKYvQCtmABXygnoqbw2eOFydK4wEFvZ56rHd/NUeTiJHZyGnZ1GXZxkrna811sn+ckrN7jLD++vXibO1tOmopNXIyKV0XHLsfEL4bHyMMiF6Oj1xOTl2PiVFExi9ExC9ExyuiYpbg4VWycKjJGHROnSc8A8vI2s1I1OYnLSRHqxPDV5BhVbNRcWOR0cNhccOgEBDGHCF0IjVqKjllPTdlIS1bHRSjCkYvRIcsJUaq4yK3MFE1G8mpi9HJi7FJC/FJKymp27mZh0XoBaiEtVZ2ZrkxPmslInszPmSLglptZ6vudY0zKMKVuhForbawS1laNllXNYyqBW2wNgawhUIByLtB4G2Tc19Hugoz7IP0+QOnSkTsByh2A1gVS74LUu2B9p+5WG1DbCta3gfWtYDUHLGeDpYzN3NKV2HwlJEZ8003i4LdAKNns714RDK7y+JtC8WbfgLaZq84MXYy0UoZbzoeYeaipKgAAIABJREFUzwcZyZFGc4gXN2b0ZivMYBZ2Yw5mOAczlsMN5XDDeaR+683wZcT1VR7+T7/15bLoy6eAX1XArr5SHy5O+V6Y8r0w6XN+3OvsuNfZ5x6nZU5/SOx+41n90mv24yPDb+9e/VfHX1+1Xfiy5dwXOzyc/g9JTT11hPLLEcovf7dMdSf21/1woO77IzXfH7n17cGqf+8r+3Yf9qtPoj95y++9XbukLSRZa4leQkiaimUtpUOtZbKW0pH28qG2ElkzUczGiDlYMQcv5uBEbJyAhRWzsWIOVsjC8OlFfHoRj44RsnBiFk7KwQ01kaQcooRNELOwfFqRkIEWMosEtHwpq3CEWyik5Aw2ZosoqFEWiY9JZRoZdxiYt10zbrtqdPu68V0D02cW1kJnV6mbx5C7x7CHl8zLu9fdrSfAT56fs1hKUN8qVVeXqmsrlqi35lk185zaOVb1NLl4rgKtKMociUQKvZzELnZDLnajrrYSBwuhr4u6irDS1aR80KFsZk7n5o4Fhs0FhikjoxYioxYiY2ZCwqaRyMWoaHV8wkJ0tDw0fD48WhEaIQ8NU4ZHzIeGK8Mi1pNTNlLTV5KTlpNi11Pi1lPittISN1KSVVFxyogYeWjYDDJYHhS+FBm3GBWtTkzczEjbTI1XRQUrQuCKUPgUImAtMXo9JW49OWY7K3UjI201PWM1O3clt2CjoGA5M2MxMWE1NWUhNXk2O3OyKH+8skR9r0PR3jTUWCOtrZDVVQqrKyWl5WOZGB2uAWxsA1oebVdxddUtAO2+ltoFMh7o6A901LsA+Q7YcBsk3wEpdwBKF0C+AzZ2gvVtQE0zWNMEVnPBMqam4NZqCm4tNm/KK3jY0XfIHTaVW7TZ17MqE62PDOvGxzeEku3OzpW8aFWElSrMcjHkpiLIVI40mYMb/r0Zp79RCTeQw43kcCM53FCB2OHhZaL7ZY/0Xzz857LotZd5Pv3KqBx2VQ69srMe9AoSkz7n9UiMeZ4ZdTsz5KRX1SefGn9///o3dy5/3X7xqxb9FOLM8ZcWk15SU08doZ46QvnlcOPPhxp/PtTw0+H6Hw/WnzhQ+/3Bmh8OVn+3r/rbTyq+3Uf6dn/OsY+D9r6xS9pSMtRaKm0ueamqJVyStLlE1kKStBBlLfqIHk7EJojZRDGXKGQTJFzCUEuxhEsSsvB8BpZPxwpZeDGHIGJiJWyihE0cbi6RcQlCZqGIhZY14cSMAhE9f5hVKKLmDFBz+eT8IRpWVJrT5mTfamDcct24/YbJAxOL7ps2g/bOQlf3XjuHbkubbnObfit7gYNrv73zMzvHXme3AS8/ATJoKj9PXls+30pdeMBdeNAiv8OebqpX0arWq4lyVOrzhGABxEXmajPiZDMeDF/AoBRV5aom5lQxYTQkYhoROgVBzASHKKOjl+MTlOGRs4jAxcjolaQkVXzcbHDoLDJkGh40HgCdRQYthkfOh4QtRkYvxSWuJKYsxyeo42JV0VGqyMiNxOSNxFRVVJw8LHwSGaQMj1bFxC/GxKoTEzVZGdrs1K20BGU4Uh4MUUcFr8aGKcMRqpgQTUbKRnraanrGWk7+RiFmHY1ezs9bzs5ey8tbQxep8Jg5InasnDhBb1S2Nz+nk0XVZdJbFcKqisFi0iiKoCsha2rYYI9Q0/Rgq7oJbOwC6fdB5kOA+VBHvwdSuoDaNl11i7b+Nki7C9LugtQXPNQ2g5UcEE9VJ2Llwelr0dnjnsghF/9xSIgKU6zp6V4blanHRjcnpzZkQxudnUt50aoIS3WouSrYTBFoJg80e+m3zsKMZvRnyGA35mAGcrihAmE0jzRWBu183V8l4b82p/Wc6OcPev2gzy/trIzCr8xBr8ghesv1st5yfRWJCe+z417nxjzOjbqeljn9KbT9rf/mT0+Mvrt/7d+3//paP4VoOnOce/rzV0YQR2m/HqWeOkI+eWjnTtlPh+t/PFx3Yn/ND/trThy89d3+6m//WfntvpJ/78d/fTD54N5dktYSWStJ1losaSJJmkh6LSFuIkiaSdLmYmlziay5RMIliZgEEUvvRJH0bZWITRCxiUIGXsDA/j+6zvK5zTxr0/kHtna3ZoKdhsx0J+kkzRDscBxTjLLMTJLFzGB2yGyZmZkkS2YncQfNtuARM5uTNMXWfpDt8cy8W/Url/z9ueo+59wHhL0cYKBULiiX88vl/ArlYJVisEzCLRT15cv4HJWgWNj1WNzxSNzxaKE7e6k9R9SeJ28rfIVL4nt6jnn5vQoImgWHvvYG/erhM+nl+8oPNOsfLA2PlUfEK2ISFfHQxajY+ZhYJQojhSNmouOeRcVMIOGzjzNN/W2bL0Y3R7iaskJLbdlKX8M6t8leV6hh4FVJCcsprOWsrLWcvN+qK9dyc8wEmhqC0EDgZizOQiBaMXgTHKWHIWwE0gY7+Y+szFUa3YDAGhE4XRJSnQA1I9EWDM6AQFvx5BUaa4OZvEyh2okkO4Fow5PWKMw1KmuFyjBi8VokykairNAYG+yU37Myt3MefHiY/j6VvkJBv2MT/0qnb9BxVgJ8jU7eTGavpaS+f5T9R17R74Wcd4VF6wWFy4UFa2Wl72qrVyvKVPm5iqpyU3+3ntcjaa6TNNQI66vnizny7MI/Klrf59b92cjb7nuy1TriaBnbbh93dD9z9D139Ew6Osa3GgRbDYPbbeOOrqfbXROOrglHy/B2nXMcon87v22TxTEjUpbRbFkIRBqeoE/Cmx/kv3/+4r1KsaZR/6Yz/C6VbY4MLeewbJSgZZzPCsbTiva0oDz382CCue7B4OTBjnZ38rCK3/no95vTe4TsX3ZvQ7s4LWpnpGRG3DYhbpthO7Kwmz9cdxaanPqgjftFE/uLNvYXTdQVZeQladgFIfjHGa+vn989PX7z5OAvJwYufcq7+Clv14Xo+fmT7p8+3tWHPSSOtX5zrPWbo43njtSdPdpw5mjjmcO1pw+Xf/73ohN/v//x/z0g4pdJBkqlgnKAv/Okg2USfokzdpIKKuVD1dKBCnFfibi/TDJQLuKWAvwyMa9UzC0BeOUSbpkzzxZzOcBAiYRbLBsok/PLFIOlyqFS6UCRhJsv4xWIe3JEHdnSzlxJX76wI0fYkS+pz34GixkP8J8Ki3gZEPTcFzTp4fPSy38pNEocGSMMixaGRC6AQhYDwuZBIfOgEGlcooFGXslMW81Kk6LR87EJ494Bk5HRwqy03/g9m4IedXO1qa91dbR/baxvs795razQmMrWk6mr7DQTna7HE014sgIKV8YnmVF4Mw5vhKM0sRAgMkYFSbISie9SUjbZyVY82YwhGRE4ZTxEC4FqE6FqaJIBibHgyHYyfZlCX6XSbSSyHonRIzDrFOZbduoqjWHEYs14goVIWaWz3mdk/vHo4e/3M96mMt6yKRsM4js26Y80+jqdYCFgrGTSRkrabw+zf8/O/yO74I/cos18zkZx6UZpmT07R89IERPIkswMa1e7SdAPtDWI6iuFdVXzJRzxw9y3pY1bnLY/81scVf3braPbLaPbTcNbLaPbHROOzqeOjglH+4SjddTRPraTQrSPOpoEH2r6/qrq+aus80Nu8zs25x0tx45kyILjFeEJJjhR/yBv4/mL9xr1hlb7Xqv/TSzeGORv1hStZuNszBgb3t+GvmdFe5qRbmaEEwY3E8xZU3Lb0wc72n0vc3B+8fsyB/c1wo5c7GUOzvrS/hGI3SmIneTB+fbrgz7hqjbumi7+mjbuijbmijr6kjLyojTk/JL/D1Me557dOT1ybS+FONF/4bO+C585edivD23fHmv95ljL10ebvzradO6j+rMf1Z852vDl4dpTh0v/8bfcj/93xpH/dUA0UCYRVEqHaoDBGomgSiKoFAsqRPwyyUCFbLBaMVyvHKmXDdYAvAqAVw7wy8W8MmcuAQyUyQQVwEC5hFfinCkV9ReIuRyAVwzwONIBjmKwRD7IkQ4UAn154u5ccVcu0FMg7+UAnfmS9vzFwpTJyNDn4IBnvqBJX9BCRPRSePQsOHQeHDrlA572Bb/xAr1x9525B5q55z/nEyAOiZDHxIvj46VJSVokaoPKFEbGPnX3eeLjv8iiWXub1sb714b61yb4lqcDltE+U325hkY14Yh2As2MIergWAUUIYPCtRCkIQltI1FWyDQzAiuJihVHRkvj4tRJsBUqfY2RvExhm7EUC4Zgw2AtSLQWCjOi0FY80UqkrFBpm2z2GoNpxOB0MJQNS3rHTFmnM5cpVBuJbMKT7BTmu5TMzZT0FQZzjU57y6RuMkirZOwKCf2WSXmfzFyhUW1k2ho77W3mg/f3H71/kP32Qe7bx3kb9x+byEwdAqeIh89DELrycgu/T97ZIq6tEFeXzZQUzt9/ZH5Y5Gzdc5T2bNcPbjUPO1qGPzQMbjWPOjonHZ3PHN2Tjs7x7bYRR9uYo3XE0TTkaB50NAxs1XO3qnq38pt/Ty/9K7XInERe8AqWBcUsE1jrNU1v5+feadXvDYZNrW59fnaZx9/saP2trfRteaY9OcaK87aiPJ0HpE1wd6fnYNknDjaUhx3t5uRhfzXJCcMq3nUV/690Yn/+sC9eum1B3jYj75h3W75N0OtGyDXnX2f7tz7huj7hujbuqib2sibmojrmoirqgjzsvBj845z3t89dz4zd/GLoqjOF+Ef/hc96fv7E+Tp/ON7x/bG9+lLL14dbvj7ccu5w09mj9WeO1p85XP/lodrTh8o+/3veJ/8n88j/OgAMVkuHG+QjTbLhBmCwFhisFvMrlrilkoFyyUCFVFAlG6yWCioBfrlkoAQYKBFzOWIux9moJ+WXAQOlwECJqJ8j6nfyUATwSuSCMsVgiVxQLOUXygQc+UCRpDdf0lco6i2UdhUAnfmixpzpZNzrkOBnXj4v/MALEdGzIeGzgaFz4NAZv8CXHj6vvf3eePu/8vCZ9gFN+YJm/APEEVHKWIgoNHIBFCQCBasiYqWRcXOhEfIkmBSJfINFqisK3o72Lv/KtTzn28e56uJcI5m8QaK9pbCWMZRlHNWKo1hJdBuOukZmrjJYKzSmHU8xwNGKuERJVIw4MloNR62z0t6n3reTmGYM0YzGWtFYQxLcAEPY8UQTFmfC4VdpjPfJqZss9jKRqoOhV8m0t0z2MoWyQqXZSVQbkbpGT3mbkrFCZdgIxGUiYZVMWKcRV6nETSbtQ2b6u+QUK4lqoTJX2Kkrqelr6VlrqVlryZk2MsuAIuigSGVE/Bv/0GkswdTSaOJ1i+sqhGWc+cL8hayHStaDP/Pr/sxv2uZ0Oiq4W9W8rXqBo3nE0Trm6Jp09Pzq6Pl1u2N8q2nQ0TK8XS/4UMPbquM66gccTXxHk8BR2vXH/crfWLmaaNTzm15LXiEaFPltH++9XLqhUW/qdW8N+rW5GWvvwHJ720pX/UZT2UYe1UoCW1CeFqT7v3hAuFmdD+m+y4P7MtbtP6pJawT3NYLbKt51f6S0n4c9fXDyYEHetsBvWeG3TNDrTiScPBgSrzuNOX3CNW3cL9qYy9qYS5qYS+qoi8qIi9Lg80v+P7z2+OrJndND1z7nXz4xcOlE/4XPes/v6cPHnT8c3ysxtXx9pPnrw61fHW4+d6Th7OH6M4fqzhysOf33ipMHOf/426Pj/+eAZKheMlQvHa6XDtUBQ9XSwUpgoEzE44h4xeKBYhGP4zTmxFyOmFso4haI+gtE/UViLkfUX+S08GSDZVJ+qYRbJOorkPRzpLxSOb9cMVgm45cAPI50oFg2UCrllUr5ZZL+InF3rqg7T1z94DUycdLX94WP70xAyExAyJR/0AwoeC4gZMY/6LU36JWn3xsv0Ot7/jO+AXOgwDkQWBgUJo2IFgaFLfiC571Bc77gpcDQ+aDQpfg4C4uup9OEGJTyQZquqdQ+1rUu6NDeTzMTiKtE0gqJbMcRrRiCEYm3YEgmLMlOZmywUjaYyetU5iqRZkLitFCkMhEmjYepEDgbmblKYVnxVBOaqIehjXC0KiZRB4FpoXANFKZHoFfJ9A0a206g6GCoZQJ5g85YppJtZOImi7VMJJvwxHUGa5VMseEIK0TyKplsJxFX6Yz3qRkf7j/6I+P+Cj15mZmyzE5dTU5fT7m/yspYpaXZiEwDnKCMg4nD4156gV+Fxigzs0xtjcr2hsWyovm8nIX7D+doKaa0vO3SNkdJh6O8Z7uau1XNdTQMb7eNb/c8c/Q+22ofdzSPOhqHtusEH6q5H6r7t2v6tyt7/6ruc7QMOSr73mWUrZMy1BGwsYt3Xt/y1TIzf5uaeqdRryqVq1rNpl6zOj2z3NP3tqd9ubtxuaniXekDGy3cgvK0IPYffHA3IV0tSHcbysOKdLOh3OxoNzvGdc+D+w8w/osHt93jD3vz0059uG3ZaWG6sdfCtOtCXNfFX9PH/aKLvaKJvqSNuayJvqSJvqSOuqQIvyAC/zjt/c3k3TMj1z/fdSFO9J8/0fPzp04eun782AlD+3fHW74+2vzNsaavjjScO9Rw9lDD2SP1Z47Ufnmk6tSh0s8P5n32twMiQbVwoEIsqASGqsWCcucWJkBQJhGUiAc4Ih5n59PvLxJziwA+R8wtFHMLxf0cUb+zCFsCDJTIBMXSgSJxf76oP1/CLQK4HEl/saS/WMYrlfPLAW4pwC0DuOVAP0fcky/tLpCUZE7GRj3393/tH/DaF/zaFzwdEDILCp72C3zjA572Bb++5/fK03fK23/K238eFLQIDlkKDBWHRAiDwub9wHM+AdPe/gsBweLg8Dn/QGF8nJXJMFAoQgRMQieZyvPsdSV6Ft2EwqwRSHYs3obE2pAYIwKjhSG1CLQJS1gm01Yo9A0a6x0jZZ3MsOFIJjReBUUJI+KBOJiFQF1npK7Sk20EqgGB1UAQythEXSJMC0lSxifqESgzGmcjkO140gaNvkKhrNApa0z6u7TUDTZ7mUpfJpGX8cRlHNGOJVgwWCset0ZnrDGS3yanb7LTV+nJ6+y0zdSM9eSMjdT779MertJS7SSWHU83IvCSGMhcRKwwAS4j0jTZ2cutTUBV6Uze49n7WTM0toSctl3atsVp/z23yVHes13FddQPO1rHtjomHL3PHB1PthuGPlRz/yjtctRwHXW8P0s6/ixq267u267nOar63qWXWJF0WVCc4PtfXtzxNTzM/0MsXNeorYB0Va3e1GrWZmaW+/rf9/esD7RvtJSvPCSZCQFWtKd59yCQ81mQblakuw3pYUO529HudrT7Cs595f/Pw3/tm3Gzoe/u58GMuG2C3zbDbu3tntlXb72hi7+mT7imi/tFF3tFG3PZyYM66qIq8pIy4iIQcmHB//uXbmfGbu7wMHDxRP9u/tD90ye7PHy0w8PXR5u+OtJ47nDD2UON547Wnz1S++WRmtOHy08eLPrH3w8sDZQt8UrFgnLJYIVEUK4YrpYKKgB+OcAvkwyUip0B0s7XzwEGOGJuoYRbKOEWirkcZ8gkFRRLeIUSbj7AzRP35or78yXcAlFfgbivAOAVyfnlUm6puKdY1M0R9xaJe/Jl7fmLDxjjwcGvQUFOGF75BEz7B037gt/4BLz08n/tA5r1B0/5gqZ9AmZ8AxYCgsUhEZLQSOdbAodM+/i/uef7xstvARS8FBgyDQ5eiI5WoJEyNFKJRUkJGE0Kw0ylrODw78i0FSzBnIS0I7EWNMaAQKqhMBMKb8WRbDjSGpW5wWCv01irZPoahWHBkoEY6EJYnDwJaSHQVmnsDUbqMoluw1OVsVBNLFSXCFPExCti43UwhA1PXKcx1mj0NTp9mU59l576+/2s3+8/+DPrwTqdYcURVslUKxanhSFWSOR3yakb7PQNdvoGK22Vnmwj0u0kho3MXGWkvU3JWqWlLpNYqyT2GpltwBBlSLQUjlFhyEoS3fg421JfM5/7cDYzbYbFnsHRNx5XbhW0bmZUOjid2xW92zW87abhrdYxR9fT7dbxP6q4H6r6t8q7P5R0Oip7/yhs/iO/0VHevVXZ4yjvWmVky8KTFu8FdZ/+fvQXd1124e8S0bJSYRSKVpTKNblyZXba3N2z3tu3yu+01+UYmHFmjI8N7bVfHyxwp+fgvlNZQrsvY9z3O3H/PfnwP8ZLeyXXvRLTv/sPO8+58VufcFUbd0Ube8WpDJroy5qYK+qoy6rIS/KwC4ugH155nJm4/cXQVWdK/Rn34one8590//SJkwdniant249avjnW9NUR52s8d6Th7JG6Lw9Vnz5UfepQ5cmDpZ//7cASr1Q4UCIZqpAOVjqdaScPUkGFbLAK4JdLeKVibrGE55yN5kh4RQCvSMItBLgcCa8EGCgFBool3AIJN1/SlyPpzZH05wG8AnF/rqgvR9KfK+nLA/oKJD0Foq58YVf+UmeurCHnDQk15hfwyjfopTfohZf/S2/QG1/wG5+AN74BU77gKR/QtF/AXEDQfEDwAjhkARyyCA4RBYc79WEJHDLnB5729n/t6TPl5TfrB37tD3oDDlwIDZ8LDZUkJeioBC0Jb8Bg7BjcGpFsRmGMSUgrAmPDYG1YnA6ONGPwNgLZhMbbidRlKmOVxlxnsDfp7HUq24AkyOLgCxGxwqgERQLcgMSvEOibtBQjHKuKhWjioYqYeFlUjDIh0YojLJMpyxTqJpv9NiV5MzV5My31XdaDD49yfs/MtFEoNjLVRqI4w6d1Voqdzl6hs9cYKRusNDuJZSMwVijsNUba25T7b1mZq9TUdVraOj1thcrSEylLUOR0dLwOTzUnpxuzs5W5jxcykl/TqS/RRACfvJXXuJXd5Cjq2Crt2q7qczQNO1rGHO1PtppH/6rjb1X3Oyp73z+u/S27fpvTtlXQvFXU6ijrdFR2rzIeL/pFzt717zr1fe93V+fIye8Xl9aUKtOSaEUht0skK7NThq4ue1ePndex3sqxZyHN+AAr2ss5/LDX4G2Bu1p3kukdHnbbNP7Tlt4ruf6HJfffPFiQd/Z4MEFvmqC3jJCbRshNQ+J1Q+LV3ZLrFY0zWIq5oo65oo6+rIq4KA35ecH/u1eeZ564nBq+9k/+5U+drlzv+c96fv50l4fjHd8fb//ueOu3HzXvSMTRhrNH6s8crj9zuObLg9WnDlafPFj+xd8OyIarZYOVTldONlgpH6qSDVbKB6ucv6WCCmCgTMIr3X0lAI8j7i+QcAsBXpGYWyzqLxZzi8TcAnFvnqQvV9qfL+nLE/fnAv054t7H4r7H4t7H4t5soC9X0p0n7MwTdeZIKzKfxUU+8QY99wr49Z7vpIfPG1/wHCh4FhQ8Cwqe9gFP+QTM+IMXAkMWAkPmAoLmAoLmwcEL4OCFgJ0nCgqb9w+c9vZ/7eH1yt3rjbvXtJvPnBfojbfvS7CfGocw4LFqGMwAR9twZCMCY0hCWhBoGwa3QqKY0VgzBmfBEg1IrAGFtRIpqzTmGoO1QmVsMtNWqckWHFULx4ijEoThceLwOA0EtUpkrJNZOhhalQBVJ0Kl0bGSqFgzlmghkIxYnB6NthAIm8nst2mp7zPvf8jOe5uZucJOXmaxV1jJy8zkFVbKGjt1mca2U5lrzLR1ZpqdyLJi6Ru01N9Ss35Pf7hKT12mpGyyM9eZ6cvUZDOFKcMQhHC0Gkd+m/HQzEozZN2XpKe8ppBeYgmTUXArI2cru+6vnAZHWbejpn+7QbBVL3C0jG23jW+3jTsaBB9KOn7PrvtQ0Owo6fgju34zs+JDQbOjsnudnb3kH/Hiqnv/uQuCCy5CWvofS8I1udI4v2gDJGbhovXVC3ljg6m11dbbstZVs16RaWPHWTDee/GSBeFhhrtZ4K62nWTazY52X8Z47Ov0dt/f6b27f+nfQqb9xaX9K+8tcCcMN/a9/+Ih9oomdserVsdcUUVeAkLOz/t9/9rj7JM7p3ZTiE+5Fz/tu7DDQ+cPx/+Dh6avjjWeO9pw9kjD2SP1Z4/UnjlUffpgzamDVScPHlBPNGjG652fvlRQKR+qkg85qaiSCiokA2XAQNk+JErE3CIJtwDg7fAg5paI+otFfUWSvgJZf5GMWyTlFon7CoC+fKA3T9KbI+nLdvKg6CtU9BQBPXmiAtaz8KDJe/6/egdM3vP91cPnlZf/rH/QjH/wLCh4xjdwyidgyi9gFhQ0CwqcBQUuBYcKQ8MXAoPnQUGzfuAZ34A5P/ACKGjeDzzt7ffqnveUi+fUHa837r7PvXwm790TRoYr4UkqaJIGgjAjCSYEzorEmhEYEwK7QqBaMAQThmDBEq04khGFs+LJK1TmOjN5hcFaY6dupmRusjNMOKIWjtIkIUWRcZLoBC0MvU5PWaGyTBicHoFUJkCksYl6FMGIJZpwBAMaA8TF20ikTXaynUJfY6eupaavJqdtpmdtpGXZmSk2esoqy3l1LvNd6v0VeqqdzLYRGMtE5tvkjL+ysldoKXZqyru0h29T7y+z0s2MFAWONB2T8CYiRoenLjPTzKxUKYM5R6O9QOPGwxNkKOaHR5UfcusdFb3btdytWt6HGp6jedTRPrHdPu5oGtwq694qaP5Q0PyhoOWvvJaNtPLfHtU4Sts2k3PkoQm/XnbtO3t++KqHNOPxu6XFVYXCtLBoFS0ZZqcNExOSuhpDc52lo8He07zaWbWaQ7Jg/U0oDxPK04Tw2NmpgXC1IncmgZw87K+37udhFe++indbI7it4JwNHc4U4q4NfcfZv/RvLUzwWxbYzb3dlXsuhCHxmj5hx5LTxl3Vxl1Vx11RxVxSRl1SRFwEgs/P+nz70u3skzunR2+cHLr6D8HlT7kXP+s9/6kzXnLy0P7dR23fftT6zTGnODR9dezf9OH032pOHaw6dfCAaqJBPV4vFVRKBkoBfqlssFw6WCYdKpcPVUkF5ZKBMpmgQjVSIx90zkOXibkcKa8I4BUCvEJgoBgYKJVYccbAAAAgAElEQVRwS8R9RUB/kYxXJOMVybiFch5HyS+W84qk/XmS3hxRV7a4J0fD46j6i6QdOdMp2CeBoAlPnwkPn6ce3pPu3s89fF55g2ZAQXOg4Fm/wBlf8LR/4FxA0CwocMoXNA8OFIWGLQaGLAaG7sROQWFLgaEL/oFLAcHz4KA5UOCUb8BLT78Xnj5P3Nwnvb3l0CQNAqVHYHUwjBGGtaDwNgzBgiZasSQbnmwjki0Eko1AseHJFizRTqKuMdlvU9LepmXamakbqVkrdJYJT7IQyVoURhIXr0iCGfEkK4W+TKEtkyh2IsWCJRkxZCOObCFSlil0G5FoIRBWqFQLgWinMTfTsyw0ho3BXkvJXGalrbLS36U9WGdn2OkpdnqKiUi3U5KXycnr9LR3yVnvUu6v0tNWaKmbqQ/WU7JW0+6vZj7S4MgT3uCn3mBRHMyIo2pwFDGBPEum/IrCPouDT8ei32WVbOXVbxW1Oar7HQ18R9OIo3V8u318q2V4q5a3Vdb1V2HzX4Utf+Q1OIo6tvJa/sypcxQ3b7CzxYExMy6+/B+vDt7wBLKyNxfn7Qq5cUloES2ZZt6YnjxVtrWaOxrsPe0rg9xVfusaJ9mCDzAhPYwIDwPC3YxwtyLcLQg3C9LdinK3odzsKHen/7C3jOy/eVjFu63iXfeSh73LQLv3gZz5wx0L/LYVvtOyYYI6ebhuSHQ2fl/VxV/VxV/Vxl3VxP6ijruiir2kjLooD78gDvx51vvbl65fPb3z5eiNL4au/mPwlxMDlz/ru/hp7/nP/ksfjrV8e7T5q2M7PHx5qO7LQzVfHqo+fbD65MHKL/5+QD5aIx2qAgTlgKBEOlgsHSyRDTn3zZQDglKpoFw1WqudaJANVgED5QCvTMwtdmYRkoFCZy4B8DgAr0jG50j5hUB/nrQ/X9qfL+MWyHkFsv48SfdjUedjUWeOtDtP2pMnqX/0CpU45uM75uH11N3rmYfPM3fv5/f8XvkGLAaFLgSGzPqBp3z8F8BBC8Ehs0FBr/383/j4zYPACwFBS8FhkvAocVikKCRCGBi2CA5ZAoeIgsOFweGL4JAZX9DLez6Tnl5P7nkDkCQ5BKZGog1ovA1LNqFJVjTFhqWakHgrjmTDE/UotAlLsOAIFizOjMFZ8aQVKmODnWalsFZY6RtpGXYGez01bYXJUqGRKjRSh8fpcAQbhW7Ck8w4shlLNqOJJhxJj8WbieRVBsNCItspVDuZvMZkr6VkWGh0K52xmpK+npa1mpK5wk6301MstGQbLdlMYujRZAuBsUpL22RlrlCS7STWKi11IzlzlZ25nvFwJS1LloR5ExD5yjd0LihGDcVoMSQRmjBFpLyi0Cbh6GdRSSZW9nZRy3ZR23ZZ91ZVv6NlxNH5dLtjYrtpcKu8a7uy21Hbv13V/Udh04f85q385t8eV28VNPyWXjDvFz7l5jdxw+2ZJ1jMzlr5ddIOALrFJdP8vOHNK92TCW1vj7m7xdzXaupr2+hrXC1kmgggC9LDAvc0Ij1NSDc7ws0Kd7egPCyoHX2wo93tGFcnD//d1rovmf7XpV07xtWCvGNF3dnXwuRiQbhY4HfMsNumpNsm6C1nsGSE3DAk3nD6cbr4a0592ImXoi7Kw86LAn6c9fr2ldvXz+6cdm7DH7r6T8GVf3Ivnui7cKLn58/2Sq4d33/U9t2xlm+PtHx9rPHc0YZzR+vPHK798lD16cNVJw9WnTxY9cXfD8iGq6SCCulghXy4XD5cJh8ud8LgfOrxGu1Eg3KkRjZYJeVXAgPlkoFSMa8Y4BVL+cXAQBEwwAEGisX9hdKBYimvSNKXJ+nJkfTmSnrzxL054u4cYccjYccjcVeusCNb1JEjLEufjI8c87g34b7Dw6SHz0tv0CufgLmAYGFw2FJw2Iw/eDEwRBQesRQeMQMOfOnlPesPWgoKFoWFiUPDJeGR4pDwpaDQpcDQhYDg+YCgeVDQQkDwnH/gLChwyj/guT9ICIGIYxPksRAdBGVHk40oogaKMaPJywSqFUc0Y3A6GEILQ1iweAsGp01C6GAoIwZvJdGsJNoKM3k5OdVIY6rwZCOdbU1OVZPIABIuhiRq0Rg9GquBI1UQmA6OtuBJRjzJiCOaiRQjgWQmUqwk6gY7bYWdtsxKXmEnL7OS7cyUtdTMtZQsOyPVSk9ZYaQu05JVcKwWjrMTmBYs3YAk6ZBEPZpkJjPXUrLWMh7aUzN1RDoARU8FR78ChS+ExSphGAmWNEOhTaWkTuDwv8KwatZDR02Po6Jju7xzu6L3QzXX0TLiaB93tAw7armOyh5HWedWSdt2WeeHwpaNzMrVzPI/Cho/5FQtBse/dANN3PCcdAe/hOOU7R22mVnDm1n9q9fKp+NqAU/b2mBoqDC111g66tfaqkwPSHpcgAV1z4bwNCHcTUg3K8LdjHAzo9ytaA8rys3uVAmMqx3jur9p7z+ch71NZLvF1h1lsKJuW5C3rag7FsQdM/KOCX7LCL9pSrplhN4yQW8ZE286YdDFX9uPhJMHVdRFWeh5MfjHWa9vXrmdm3Q5vXOj+to/h65+PnD5H3sptVMiOn843v79Ry3fHmn6+mjjuZ14qeb0oepTh531pcpTBw8AgxUyQYV8qFIxXKkYqVSOVqnGqtVjterxavV4jfZJnXqs1plOyAarZIOVkoEy8UAJMFAi5TtfqXywQsIrFnOLgP4CoDdX0p0D9OYBfQXinhxxV7ao87GwI1vUmbPUmS1uz17KYT6PDB276z52x/2J670JV89xF49fPX1fePm/8gYtBYcBEdHCkHBhSLgkKkYeF78QEvrG12cOBBKHhorCQxcCAxeDgkWhYcLg0MXAkMWg0Bl/8LQPyJlXzIDAb/xALwNAYgRMBkdoYWh5AlydiNQkoZUQpB6Js2CJZjTOjMHZcAQjEq2HI81onAaCUMYnGZHYZRLVQiBtpKRYmQwVniCEo8UovBRPnk1CzsQlSJMSpdBEFRyuR6Lk8YmyuAQNDGnCk8wEsolIWWGwTUSqhUjfSMlcT81YYadaaHQDiWJjsJdZKXZW6jIzzUZn26hMM5GmgWOVEIQZTdTDcBoIRgvHa5AEJYpgY6Wvpj+wp923sNJlaOKb8NipoKjZwEhxNERJpL0mUV6mpY5RKeNYwiss3f6o7AOnyVHW4Sjr/lDatV03sN06tN086KjnbZd1OThtjpJ2R2nnh4LmlbSSlYzy3/Mb/8qrng+HDP5yt++Ha2M3vKZgeHVbu/nFS8PzV9onT2UDPHlbg66aY6wqMDWVL3c2vu1pXCt/YGTGGTG+NuQ9E8LViHCzINzMSDczajdeQu/ES06J2Pv0/0ce9sTh35HYySKsqB0ejLCbRugtA+SmAXJTn3hjDwmnOGjjrmpir6hjLqujLivCL4gDf5r3/e61x5lJl50z1SPXP3d2gHMvnXAi4Swxdf5wvP37463fHmv55thuSn249stD1acOV508WHHyYNnJvx8AhiplQ1XKkRrVaK1qrFYzXqcZr9eM16vHa1Rj1crRKtVojXqsTjVaq3BWovjlAL9Myi8FBkpkglKpoEQmKAd4JRIuB+AVAf35QG8e0Jcn7S+U9uVLunPEXdnirhxxV66wMwdofryQjH8dFvrU9d74Hffxu55jdzycYDxxvTfp4TMLDl0MDl8MCV8KjZJExUqiYkQRkfOBgQtg8FJw0HxgwGwAaA4csBgUshgUshQSJgqNWAoKmwcFLYFD5vzBs/4BMyDwSz//RSgEwKBVOIIMTxLFJ8njYMpEhBaB0cHR6kS4AYZeJZDXSRQzGmPFEPQwtCwmURGfaMbgVmm0P++nbaQybEyqlcXSUmkKPFGExMjQKBMJr0YhFVCoDo7UwZCKBIgKAtMiMHoMQYPCWch0K4VpItItFKaVzlphp9oYLCOZYmUw7Qy2ncay09k2KnOVmWKlMNQwjDwBbkDgdTCcCopRw/FaNNlIZtnYWStpD5dTspbTHujIrNkYyEJUgjQaKoyIB1CElzjyBIMxnswaIpKe4WlyWtaH7GpHfuN2fss2p8NRy9tuFnxwruWr6Pkjp34jo+zP7LoP+U2bmaVvM0rePyxfT8ufDU8YvXNv9Lr7i3shACPNMsjXv/hV83RCNzSs7uxQ11aYK4usdSWm1ipTW91qf+u7voaNsjQTJcKE8DLB3UxINwvK3Yxys6A9LCiPXR524qU9F2JvkHq3yc95TNFtnzm9c3/aScWuBXHL5IQBdtOYdMsAvaWH3NQlXDckXN9DwkmFeqfeekUZcREI/mnR//s3nmd/dTn9ZOem1hfD1z4fuvo5//KJfY19H3d8/1H798dbvzve8s3xpq+ONZ072nD2SO2Xh2pOH64+dajy1MHyk38/IB+tVozVqsbr1U8aVBMNmvEG9Vi9crRGPlojH6lWDFepRqu1T+q047WKoUr5UIVyuFIxVCHll0p4xVK+M2riOMuv0oEiBZ8j5xXKuAUyboG0vwDozZX25gK9ueKubHFXrqz6wSIeNh0c8szNc/yu5+hdj3GXHRIm7u4IxSufgFlwyExAyFJo1FxQ6GJw6GJQ6LQfaMYfNBsAmgH5z4PBotBwJxLCkDBRaPgCOGjeHzzj4z/rHzAXEPjS1282IU6EwwBEoi4zQ4rEyWOT9DCsGUs2IHA6CFoPRVlRuBU8aZlAWifTlvEUXRJKlQhVJCYuk4l/Zib/9YD1PoO5lso2UEhaMsHKYmxmpG6mJK/QqCYsVg2FAVHx0phENQSpSICrkzBqBFaNwi3Tk21Uph5PNpCoy6wUG41ho9LsdIaJSNHjSBYyzUZl2ulsC4WhwxCABJg8EaWEYnQoshZN1WDpJkb6cvqj5bQHNlb6ckqWPfm+DIlfjE0C4uDiBMR8EuYljiIgksfS0oYYzKf0FCEp7bf04u3sWkd+83Zxp6Oq31E/sNXIdzQK/irpXE4rXknl/P6o+s+cuj8fVPyezllhZBsIyfOxSdMRcbMRia8jYVOsdK2Apxgfkfb1yBrr9Q015tpyUyXH3FBm62kydzbquurt3JbN1lJrBtqA8jMjPIwIdzPC3YxytaDdLah/1Vv3vvX9JPzH+x952IPBinIxIW6ZEbd2b8k5zbibhn36oE+4po27qou/po65rI7ZadmQh51fCvhh2uurl65nJm+fmnDebL/++dDVfwxeOcG9eKLn/KfdP33c+cOOC9H23fHWb483f/1R47mjdWcP1355qOb0kepThypPHSo/efCA5mm9+lmD+mmj+kmjcrxBOV7vfIqxOtlIjWyoSjFcqRguVwyVygdLFENlyuEKxVCFjF8mc+YPvEIJN0/SnyfjF6lHyhSDxTJ+kZRXoOAXyvkFcm6enJsn7cuRdOcA3bny4jQhNG4GHDju6j7k4jbk4jF+x3Pirsekh8+kh8+4i8e4i8cLL/+ZgJD5oPCF4Ii5wLAZ/6Bpv8A3Pv6vvf1m/ANmQeCFwGBJWKQoNHwGHDgfFCwMCZsPCJzxBU17+82BwHMBgS+8fV7GREqIeA2VYXn0SIUjqxIRaihKj8AZkQQTHG+G4QxJaDMKa8MTbATiGoVmw5IsGLw6CWrCot6l0n7Por3PYm1mJq+msldTGBvpzPVk+kYye53JtOFJyniYKDxOHJEgCk9YCo1RJMD1KIIWhbeQaWusFCOBqsGRjRSalUKzUmhmEsVMJJsIZD2OYCBRlRi8kUg3EGgKOFYOxUghGCWSrCOyjdR0NZltSblvTc1azXiwkv5gLeOxiZEmQeJEcLQETRDiabOMNAGZPvHgwXBq2hg7bZ6cvpZSsFXY6CjvdJT3bJf3bFf2Our5jsbB3zlt9vSS94+qf3tU9T6z/LfMkg12rpmYCcAoiwjcIo48hcC/IbHkdY3qoUFJZ9cCp0RckGusLrbUl5rrSvR1JbbuhvX+Nn1rtaG9xtZcZslhWEhhZvQ9A9LDBHczI+5aUK4WlMeuP/0vHvZGqP9HHpzB0r7mJRcL0sV5kt3ZtWGG3zLt1ludizb+fUruqjbuyt6snDr6oirygjzsvAj846zPN6/dzz132bk0N3bDuXrjxMCVE30XP+v5+RNn43fHD8fbv/94l4dj9V8drTt7pPbLo//iQTfZqH7WoHrSoJyoV4w3KMfrFeN16okG9USjYrRWNlwJCEolvCLJQIFUUCQTcOSCEhm/VC4o2+3YK5Ry86XcPOVQsXasXMYvkgs4Cn6RUlCoFBQqBvJVAwXS/lxxT66yI0+aQZkJDX7p7TPu6jHk4j5813PsjqczXnrqes/54/k9v5mAkFlw6Cw4dC4ofAYUPOMfNBsQMuUbMOMXMBsQuBgcKgwNF4ZHzAeFzIGDFgKDZ0HgWT/QrC9oxg807ef30sfnRVyUlE6RInEqEk2DJmggKHkiUhqTpElAa+JQpiS8CY7TJSHNaKwRhbZgcRYMwYTC6OAILRy2wab9fp/1W1bybw/S399Pf5+Z+j6Dvcqi2+kMC5GiR+F1MKwWipFEJkrCE2TREGkMRJ2E1qOJOgzOSqYZiRQlCmcgUMwkqo1Kt5CpJgLFRCDrsHgNBidHoFVoghpDlkDQcjhBnIgVJmAVGJoCSxcjSRoq25ycYWanW1OzVrOybWmPDKw0Q0qGLi1L8yBHeD+nl0Adf/R4KCOLS2W+pKSu3C92lLc7qnodlX3bFT2Oqv7tGu52df9vuY3rmRW/5dRuZJZuJhetsfJM1PtSFGsKghfSU8RZD6ZTM6QVNdoBvryvb4ZTAhQU6suKteX5plqOuaFMVVto7qjd7Gs1t1SZWmuszVWWojQzPcqM9jIinDtb75r38WBHu9kxbv8uEc6s2n1PMfbDsLfc2+IcGUW6WpG78w+wW2bYTVPSTVPSTXPSLSPkPweptXFXtHGXNbGX1TGX1dGXVFEXnRbEgv8PU55fv7h75sntk+O3Ph+7+fnI9S+Grv1DcPUE7/JnfRc+7f7pk84fP+784eM9fWj66ljDV0frzx2t/fJI1elDVacOVX5x8IBuskn5tEE5Ua8cr1OO1ynG6uTDNYrhGtVorWq0RjlaIRsqBQY4El4RMFAk4RUCA0UAjyPhFQIDxVJeqZRX4hQKGb9Qxi+QDhQoBoqUvEIFL1/Ky5XzctSCfAW/QNFfqKm4vwiJfebr89TD66mHz8jdeyN3vUZd7o3c9pi4e2/8ttvILdeJu55PPLyfewe8AQW9BgXOBITMBYUvBIYtBIYtBobNB4ZMgwMXQ8NEEZHiyChxWIQoJMzJw4w/eNoX9NrH79d7ns/v3fs1LnKBSRFBUUuR8dI4qDoOrkpEK+NRyjiUKhahjkPqE1F6KFIPR1mxeBMKY0SiNVCYs+hkI5LWWcw1Bm0zhfUuLXkjmbXOYlrIVBORZibQtCiiAU3WwwnK2CRZFFQZj5DFQhWJcB0Sr8cQ9ViSgUBWo3FaNEGHJemwRC2GpEGTNGi8ConSoLEaFEYJR0uT0OJElApDUSCJwkSUCIJZjEfOxyOEUIwEQdBRko2sDHPKfQMr05B8X8lKV6Q/0HNKZx/mNCDQg1kPBGn3O3EUAYmuSs93lHZsV/U6Knq3K3q3Knu2K7q3S9v/fFyzwizYzCixsfOs1EdG6n0hlvkGS51LzgAKihYLixbLylQ9PWoed66ifDo/R1tbYWmpNTVXmpoqjU2VmqYKQ2f9Cq/d1t1s621Z7m4ylWTq6OEmpLsZ5m5CeJqRrmakqxnpZkO521BuNpSbfbeFafev676DQP9fHvbdQ7lrht81I+4Y4TdN8FvOZ0y6bYTcNEJuGCE7POgTrurinTzsudQXFZEXgJALSwE/zXh969yGP3H7i7FbX4ze+Hz4xj8Hr/5DcPlE/6UTvec/6/zhk44fPmn77njrtx+1fHOs+asjDecO1Z87VPvl4ZrThytPHao4efCA+kmjYqJeMb7DAzBcJR+qVo7UqEbrlKPVsuEyqaDYyYOov0DMywMGCuWDJTv/9heK+wqBHXuuQDpQIB0olHEL5bxC+UCejJur4GbLudna4RILr0SUhn8VAn7q5TXh6vnEzXvUzXv4rvfQHc/Bm65jLh5jd9xHb7uN3/V45uH91MNnGhwyFxw+Fxi2EByxGBS+EBgmDIkQhoZPgcAz4CBxZLQ4KloUESmJiFoKDl0IDJkHB8+AwC+8fSfveT318BiLCH5FJ4gQGFkcTBgVJ4uMl0dD1PFodRxKGQ1XRkPlEQkGKNIIR+rgSCsW7yw36eBITRJcC0Ma0BgjGmMlkawkkgGLMxNIFiLFQqIbcRQ9hmzC0Uwokg6KUURD5bFJyni4NBaqSERo0XgthqDDkdRYgg5LNBIoJiJVhyXrsGQFHK1GYXRonAaBUcExMghKBkFrMWQ9nqpCEqRJuKUE1HwMbCEWPh+PWIRitBS2npaiJrMMyVnq5EwgJVOZWzT1ILsOhuhPTe9LTm8jUHvJjCn2g3eFzY463nZ5j6OiZ5vT5ihq+VDQ+C6rzEZ7vM7KNVLuy0lp8yTGCzLlVUryXH72NCf/VX7eXFm5uKF+vrJ8hlOoaa4zttWbO+qtXY3mzgZrX6uV32EVdK6P9G0M9a4Mdm8KOlfq8rT0CCPC3Qx3N8E9nDxYUG7Wf6UQO7d/9u/X2Eus90dTzuTBjtmrLzkrSy4WhIsZccsEv2GE3TTBbxlhtw3Qm0bILSPkhnOX6z6J2OPhkjrmkjLqkizskijw/Jzv91OeX790PTN559ST26ee3Dk5cfuL4etOe+7Erjf3Sfv3H7d++5ETiaavj9afO+zkoeL0obKTBw8oxxsU4/WqiUb1kwbVRL1itFo5UqUer9VO1KvHq5UjFfLBEoBfBAxwJLxCMS8f4BfKhziyQY6YVyDh5ov78iTcfICXL+7Pk3DzZfwiJZ8D9OdJeXkybq6877GMm60VcCxNOQuo+JmwkGf3vJ64ej7x8B3z8Bu66zV4x5N/03XwluvIHbfR227jLu7P3L2fefhOBQQLw6MXQyIXQyKFoVFLwRGS8GhhSPhCUMg0OGgpPFKRAJHFJUhj4sRhkeKwyKXgsNmA4Je+oKf3vCY8742Fh85ksqdhCGF43GJYlCgiZhEcDoQnKKKhyugkRRREFhGrjoXoIXA1JEkPR5pQGB0MoYMhtDC4FoZUJcC0SUgLlmhC41VQpAFNtJFoJjzFgCWb8FQtgqCBYg0wgioOroiCqOLhaihKh8JrUUQ1Eq/FEpUorBqNt1EYdhrLRmXrcRQDnmzEE014kgaBlsbDgDiYAoLWYygmIt1MpGsxZGE8Yj4SOh8Dm4tOmolJkiAIBmqKhsyUU5OVqZnKB7my3KJRBqsKCu9kp7SzUhpJ1G5WytPMbGFG4fuyDkd133Zxh4PT5ihq/ZBTZ2fm2miPbcxsgJr+K44yTMBPsKjPs1LH01nDqYzJxw9mOEUzRQULxYWG9iY7t8PU2WBoq9O31OjbG8z97ab+Vn13g7Gr3tBeq2mtsvU1b7aVm1IhBoSHeWeNsasF6WrZE4fdkutuS5/Hf/Cwn4pdHlz3eNijwoy4tVtiumVMum1IvGWC3DFCbuoTrukTru36079oYneeM6tWRV9RRFwGQi4ugX6c8/n2zb1zr9zPvHD78vnd05MuJydufTFyY8ee6/n5k66fPu748eP27z9u++54yzfHmr462vD10bozR2pOH648eaj0i0MHVBNN6ieNmqdNmqeN6if16oka9XiVerxKM1GjGavWjFUoR0rlQ8VSfrFUUAzwCwF+oVRQKB8qlg9xpPwiOb9IOlAI8Aok3Hxhb46oL1fKzRP3ZYv6HgO9j2Tdj6Q9jxWd2aIswkJC9HxE+K/ePk/c7427+4y4+Qze9Rq8e09wx51/6+7Q7btjLu7jLu4Tdz2fuvu89AE5U+r5oPCl0KiFoPCl4PCl4DBhWMRiWIQwIkqZCFUmQqUxceLQCGFI+AI4+IWX/xN37xFX91E3zyEweCor5RUGMx0YMQUKFkXGCAMj5kBhkrA4IDxeEQ1Vxyep4yHahCQzEmNAoHRwhCoRqocjtUlwdWKSIgYij4aqE5F6ONaAxOvgOCOaYMQSjViSHkU0oMnqJKwGilXEwqWRCco4mA6OtRLoFiLDgKWokHgpFCWDolRIgg5LslGYRjxFjyGq4BgznqRFYiQxieKoRFEUVIskGrAUI46qR1MkCciFKMhUcOyLwOjpKOhcLFyBJstx9CUiXX7/MZBTIC4q7SNRazHYnoysFnZyHZnayU4dzs2fLCjWlDb+Xta5XdjmKO3YLml/l1FhJjwy0R5L2Q9eJ6ePJ7NHU5OfprAFaFR3XCwXCZ1MYS4UZKvqKgztjebelmV+p6W3Rd9So2uoMrU2mDobjR11+qYKXW2xurJQV19q6W60tZQa05E6hJdp51KWmxnh6vSnd3jAuO/xsM+c9thfcdrjYc+C2IPBhnbZmQpCOCOlm4akmwboLdOOPlw3JF7TxV/Xxu35004erqhjrqhiLisiL8nDLwHB55f8v5/z/XbW55tpr6/eeJ596XZ60uXk+O0vhq7+c+Dyib4Ln3X//EnnDx+1O6tM33zU/PVHDV8drT97pOb0kaovDpZ9ceiA5lmLbrJF+6xZ87RR86ReM1GrmajWjFerRys1Y1XqsQrVaKliuEQqKJYPliqGS1SjZcqRUtkgRzFUrBouVQ6VyAUc6UChuD9vqSdb3J8n6csR9z0W9z4Sdj8QdzyQdWZL6rLm6GghJH42IvxVQMCYu9fwXc9BV68hV+9hVy8nD4KbLiO3XMddPMZdPJ+4ek16+Lzw8p/yD5ryD3rjFzgNCp4BBS8GhQtDo5bCIoURUaLIaFFktDg8ShgcthAYshgUOuUX8Mzde+SOm+CWG9fd62Uq81Uqcyo8bgYcPh8UKYtMXAqKEoXFqRIQGghSGQ+TxyYq4xPV8RAtFKZNgg4c2cIAACAASURBVGugMGUCRJUIVcQkyCLj5FGJiliYLgljQOLVUJQ2Ca2Bo5RJKDUMa0CTdUiiNgknjU6SRCYA0RB5HFwNw5nxNBuZpYLjhLFJwhgokICQQ9FGHMVCpALxMCAerkcR1DC0PB4mT0ACcQhZIloOwWgRJB2KLIdg5sLj3wRGvQiIfhkSPx8DF0FxQjRVzM5SFpcr65tmy6pq0NgaIrHv4aNmdnIlkVRPpvZm54zX1Rl6+L+VdzmKOrZLO/8qbLYy8rX4LDnj4Ut22nAqazQz5WlW2jiV0hMZPQaFSh9lacoLNVUcY0udvqPe0NVg47XZuO26lhpjc52tvdnc1mBpqzXUleqrOMbaEmtLtbmnyd5eaX6A1yF9jUmuRvhdM8LNjHA3IVydPNhQbvtGIP6NB2cKsT9Y+h95sKBcrEgX5xYmE/yWEXbTALtp3Gn5vr47Qn1Vn3DNud7433iIvqyKuqKIuCwLuwCEnJcE/SwE/7AI+n7O95tpr7Mv3E4/dTk1cv2f/MsneJdO9J7/tOvH4+3fH/tX1fXrY/XnDteeOVRz8lDlyUMH1M+aDM9bdZPN6if16vEa9XiNerxKM16tGatUjVYoR0qVI6Wq0TLVSIVqpEIzVqUdq9JN1KjHypUjparhUuVQsXKoWDFY7EQC4OZLebnSvsdA3yMxNxvoeSxvzxGVpktSKGI47FVY8Atw4HO/wHFPX8Hde0N3vUZdvQdvu/NvuAzfvjt8w2X45t0nd+89c99tavIJcE4LzYJDF4LCF4LCF0IiF4IjZgPD5oPD5oNCFgJDRKERwpBwYUjYPDj4pbf/uIsn/8bdvhtuT4iE13kPpuKT5oKiX94LnANHSiITpDFQeQJcBUEqE+HSOIg0JhEIj5FFJ8hiEtWJcEUcVBmfpImHAmHR8ugEZWySKgGhhqIUCUkqCFwNRSihSDUcp4Hj9SiyFo4HoqHCiFhRZLwoIkEWC9fAcGYsTQ3DA/HwpSiIJA4mT0Rp4FglFDUXGiOOgSkgaFkCUhwDFcUkSeORMghWnkRQI8haJEWagJkPT5gKip4OTXgdkjAbBQMQZICSKn9cBFTVK7r7Rgs5udCkSjKlPSOzkckqw+LK0Niu+w8Ga6qV/fw/a7l/cTq2S7u2choM9EfTKNoLMmOMTuMziGNptJf3k+cfZgCPsvSlhfa2OkNLta6uwtRcZ+xoNHc1mrub7Nx2Q2ejsaPJ3N1m7mk3dTYamqssLdX2riZbf7uF37HWU29/TNWj/I1wNyPirhHhtnNJEelqRbo6R0b3Wlx3u5h25oH+QxycP/b7D1bkHSvSxYJwNcFvm+A7PBhhN427iwUMib/sSx7+Sx+iL6tjriijLikiL8ojLkjDfpaG/QyE/CwM/GHe75vXXmd/dfvyye2Tw9f+yb98gnvh0+6fPm7/4aO27463fXe85ZuPm77+uP7csbqzh2u+PFx++vAB1ZN69ZNG1US9crxGNVatHqtSjVepx6vUoxWq0TL1WPnuq9SOV2snarTjNbqJWt1ErXa8SjlSohou0YyWakbL5IJiCTdfOlCg4BdK+7KlvY8Afp6sL1fRkiMsShNnMsVkvBiLeBURPhMR/cwvkH/bY/DOvcHbnoO33IduuY3cdhu55TZ823XUxWPCzdtp0r3yCXDqw1xg2Bw4dDYgZBoUPAcOnQEFz4FD5sEhs/7gpaBQYUj4QmDwDAj82gf0q7vP0E1X7rW7A/HxzznZr9D4pfDEad/QV/4hC2ExkigIEAMD4uBAHAyIgwjDY4DIOHlMojQ6QRaTKImMk8UkquOT5JFx0shYeUyiNDpRHg+Vx0Nl8RB5PFQFRWnhOC0Cb0CR9SiyCoqRRCUuhsaIIhKBKKgyHmVEUYwYqjwRJYmFAXFweSJSnoiQxictRcRLE5BaJEEOQQNxCFEMbCkKCsQj1UiKHsvQIMnSBNRCROJceMJCOHQ+Cv46CroIx6vY92X5pUs1DXMtbfUpqdkoZAWZ3JyW2sBiVhGI5Vh8S0Y6r7RksqjcXtj0R36Lo6B1I4MDUNMWU9LnH9+fy3swm39/ofChtCxXVZGrrizQNZXru+r13Y3mzhZTe7Opq8XS22rubrL0Npt7mi3cDqugz8jtMvZ36LqaDJ1Ndn6PdbDXMtSz1lNvzsLrEb4GmKseftcEdzfB3UwIV4uTB7SbHfMvcdjt8d5bM/OfKfUuDC47Ld9IFyvyrgXhYka4mOEuJtgdE+y2EXbLmHTTCL1pgFzXJ17TJ17dZ0HsdrnGXHGS4KRCGXVJGXlRGXlJEXFBFn5eEvKTEPz9rO83rzzOTrqcHrtxcvCXf3IvfdZz/uPOH4/v8PDtx01ff9z49Ud1Zw9XnzlceebIAdVEveppg+Zp4/9j6y2D4sC3td+p99Z79p49s8fiAiFCPMSxBG93d3fDkxAlCTGIEQgS3DVCiKAtuEvTNLR7N5Jk9jnvvXU/3/uhCcmec6pWdXVX8fXHs+RZ6+/U1Dg11S5NlVNT6VCXO5QlLnW5b7DGN1TjHazxDdX5huo8A/XuvnqnutalrnWrq12acofqhVNZ7FSWOHpLzB0Fls5CS2eh9WO+uf3p4vunpje5hqocfdFdQ/59W959W/aNGZl4gs0dwFPUEExvAqIjDtoZB+0BwJRAuAqEUIGRnfHQznhoDxCqgSL7YchxDHGGQJ0j0qbxFP8a3TSOPI0jz+DI01jKDJasxZPmiBQtmTqBI42j8KMI7AAE0ZsAbSeQVQ/vDt66OcuVzVG4EyTGDIWrZwgNLLGeLZlnCRbZAiNbYOVL/LJg4ggsPPEinW1k8hwC6RokXJFdKLMLFWae2MQTWYVyuzjRJUtxy9NdigvepAyXJNUmSHRLUr2ydJcs3Zd69c/Lt73Jl418+QJH4pCn+tIu2qSKBa5wgSu2yFJ8F647ki6ZJSkWUbJDdsGTfMV74Zon/YpRIJ9jirRMsY4lWRAkz4mT5uTp5sz7pvzihfpGVVFR3oW0vLTk6itXmh9kNWTdqL+aUX05ozn7fkdxYfedHOe94v8vv/n/zSmzZD6wPHzoKHxmLct31BV7mivdDVWu2heO6nxHTZGnucL3qn71bfOn9lZ3a72vreVf3e3L7c0rrxtX3zYtv2v51PnW+75tqaN9pfvDUmf7p+73n7vaP3e3/+tVpSdL5lEgluQQnxzqk0GXFZDlRH+Xaa0+/jMN6n9P8T8vwP7rIvT/XPrewgT/vuvqt2l8TgF/ncQBv56sTFhJBC7JgEsywJIUsCQD+C0bXkm8VxL7VSJiPIKYdYlwcM+th50daWdF2FkRNma4lR5mooYaKWd0uJNTiKND4AN9CcE9MXveRQS1hQW+CQ18dSqg5cSO5pMBjcd3NIRsqz26tfrI1spDW36wa2ocA3XuwQZXf63fwOfpr3H3V3v6q739Nb7Bet9QvWewzjfcsDTS6B1scPfV2ZXVdmWVQ1nhUJU5VMUu5QuXqtSlKrP3vLB1F1m7Cq0d+daOPNPHPMurZ7OFt3VF98zlz8zFj/R3L08JuJMU+gie2g8n9AHRPXGwzgR4DwDu50EDQfUA4N0AWA8Y3gOG9wBhg3DsBJakJdJ0ZMYYCj8Kx4yj8BMY4gSKMIHETyLxkyj8NI6kJdGm8ZQROMYfahDiLRDWmaQYfZI9lZw+TxdM4Gg6GneRKdLRBVqGQMcSLDB4RpbAwpMY2UIzV2zmim18qZUr9r/NZWAJjGyhgSWw8CQOUaKZKzbxJEauxMyXWgQypzzdnXjRpbjgkqa6pGkeWapbnu5NyvClXvmScfs/r97xJGeYhApP8oVPl6+6U9IW+SKzKNGemL5y+aY7/apVnuaQX/ClXHWlXHWmXvZduLrIlc7RBXqWeIGvsEjS3KnX7ZkPTE/yFksqR0vLq27eKLtxtebypeYbV1vv3Xh962r7rWtv7mS+zb7Xkf/kfeatqav3/p+8KtfdXEv2Y/OzJ8b8x5byPEtVgaP2ha+p0ldX6qp87qgqcNWWLLfWfX7b4m2ptVaXLL1u+L9VHz93vvW9aV563ex+Vbf64eVqx9ulj28/935c7fm40vVu6WOb78Or5dYyV06aKxm/LIUuyyA+OWRJAVlOhKwmw1aSIJ+TIesjua+GJf/Ow/+gD2uXvVMhX1Ih3y8D+SuHZUXCsjxhSfYXGBLcom88rMPwfcpk50Ta2eds7AgbO8LGirAyw830UBPtrJ54ahZzfBR+eAB4QBkX/PH8nnfhQW9CA1+dDmg9ubP5ZEDTiZ2NIdvrjm6tOrq9/PC2H+z9NY6BWtdArauv1t1f7xlo8A41eocaPUP13qEG33CTb7jZM9TkGW7yDje5B+pcmlqHqsaurHQoy12acqemzKUuc/eVu9XlTmWpo7fYqXxh7ym0dj23fMy3NudOPLqmK84x1RXrS59M30wfIOJHEOhhFGEAiR+AYrtjYR/jIF0JsK54SC8ApgYjNRCUGobphiC7wUglFK0EIwcR2AkMUUdmTOOIE2jcGAI7jsCMwtCjMPQ4AjsKx05hSZMY4jgKPwRFDYLRQ1C0Go7sAMDeYgiD2Vkjmde1LMkkmjaBo8ySWTqWUMcW6VjCRabQxBKb2OJFpsDMldgFCrtQYeNKTUyhjsScJTL0dP4iU7jA4Js4YiNLbGCvPQS8wBSahYkuRbpdmmqXpNolKRZholWS7FCkOxTpLsXFlQvX3SkZdnmaJ/XSp8vXHUmpOq7Qrkj7V+a9z9fvOFIv25MuOZMueVKvOlKuui/eWLl62yBIXODIDDy5XqQwJV10XLtjfZxnLKvSNjdnyAQQ8LlkFr7u2oV3t659uH2162ZGz51r6odZmqcPOh/dbbtyqTMx1frwmT2/0JD3dCH/kfFFrqXyuaXyua3i+VJ9mbey0FH82FH6zF6W76554a4tsVcUWMvy3I2lXz6+XH732tPWuvSm1d1a53lV72tv8b5rXe54+6n3wxdV56eej6td71bfNX2pe7byINmThF2SwZcUsCX/+6KJUP9Ubs24kbZ2z9h/ou+rs/WvI7l1JL4fQawjsaSIX5In+KQJ6zx4xHFu0foVpli3INrz71XEdzycs7EjraxwGzvCyg63MEMNlDM6/MkJ1NEh0H5VQnBH9J73EUFtazwENJ/Y2XRiZ9OJnfXHtlUd2VZxZPsPrqEG93CDa7DePdjoGWryDjX7Rlp9Iy3ekWbPSLN3xP+z1Tvc4hpodPTV2dQ1NmW1TVlpV5Y71OUudblTVeHuq/L2VXn7Kj195W5NqVdd4ugttHUU2BpyJ7Ovzr94rK8rnC19PHv70jiNNgJFD8DQGiRWDcN0JsDfx0A+xIK74iFKAEwDRg7BscNokhqB7wajesDIj3FgNRgxCEP7d0pn8ZQxJHYYhhpFYEbg6DEkbhSOG4JihqGYUThuGIYeACH6wXA1DN4DhrfFQ3pTEoef3lOJpMMY2hCaOIYlT5GZ82yhniXS0wRzJPY8jaun8xaZAgNLaGKLHHy5kSFYpPHmyWwdhWNgCfV0wSJDaGZLjGzRAktgYEt0NP4sjWcSKKySFLM40SRKXOTJLJJkR2K6VZZiESfbpGnupEsORbpVkepISjdJFQtCmUmS7EzJWMrItCZeMMlSbfILtuQr1tRrSzfufc7KMcjTdALFojhpUZ46n3bZlJVtyS2aq6x5ePPKCVh4YMyhQ6cDL3Bxvdm3Bm5dUWam9z+4Nvb07uTznJH8nKFHdwdvZxry8wzFz/VFTxaKH88XPTKUPLFV5jkr8p3lBc4XT52F2a4Xjx0vnjhKnrjKn7nL89yVec6agqXXdb63rZ62l6vv21bev3K/qne21q68f/mpq+1T97s/1V3/6uv5T2X3l853q+11n2ufLN2ReRKxSzLYsv/96UTYiv/2TDL0Swr8Syr0z/Rvfo2vztZvU+rvefjO8g36lPxvzaUlebyfB580Yd347RHFuUWxblGs+9tW0LcSwsE9Z+ect7PPW1mRFma4lRVuYYaZGaFG2pkF0ulZ7PFh6CFV/L7O87vbw75NIZpPBDSd2Nl4Ymf9sa31R7fWHtn6g3u42Tva7Blu8gw1eYaavMMtvtGXvtGX3rEWz2ize7jZM9TsGWp2DTQ6+urtmlqbptaqqrYpK629ZZaeUruq3KGqdKoqXepKt6bCoylzq0u86hJXb5G764Wt9unc41uG0tzZymdTJQ+nb2XMS6UjKFwfHKOEolQwbCcQ8fY88F00sCseokqA9YGRQ3DcEBynAiO7EqBdCVA1BNUPRfVDkCNwzDSWPEekT2FJQ1D0IBQ1gsBM4ygTKNIwFDcIRg5BUENQVD8YMQiCD4MQgzBMDwD+GoXW5NxU3c3sZnDG6ZxZJm8CT52lsBZYQh2VN0diTxMZWjJrkSnQ03k6KsdA55sYAhNDYGFLFhn8BQZ/nsbVU7hWrtTMlS4yRYssyRxDMEvj65iiBa7UIJCbREkGvsIkSraIU8yiZLMwyShIskpSHfILZnGKQZS4IJAtCOQGYaKeL9ML5EZJslGcYhKnGqTpBkXGyu3Hy7cf2TNuWVKvLijSzReuma5mLd7KNhaUV2XdjsMlHEBF7MeFB8YHRwCOlFyRDmRdHrxzeeRJ5kRu1lT+g9miR/qSp8bSvMXCp3MFj+aLHukLc3T59xcKc0zFjyzFj81Fj23FD12lj91lT50lT2zFDx3FDz1lT9wVuc6q596WSu/rBt+blpUPbZ+736+8f+VurVt517ra+Wa1p/2LuuNPTfe/lF2rHe+WP75ceVn6ueim5xJtSQZblvtvk0HWu65fvX3Q73YeYOvevi/rw7h/R+J7cfieh3W/t39f1CeO86uESxjrEka7BFHf87AmEexzNnakP2WyssItzFATPdTMOGugnNXhTo7Cj6jigzvO7WkPD2oLC3x1NmDN2Hd8Z8Px7Q0hWxuObak/suUH99CaDniHm7zDTZ7hFvdws3uo2T3c6BpsdA40ugeb3INNjr56m7rWpq61qev8vldrb/la9FTYeiucqkqnssKpLHGrXvg0JV5Vqa+7zFiRM519Y7H4ibbi6XTJw8l716yZ10boTCUCrQGjNGBMFwjVHg3+EAvtToCpgPB+MGIIiuoDwpRxoO44UC8Q0u9fo4Mg+4DwYSh2GkudwlIGYbgBKGYAihlFEscRhAk0cQKJH0fgRuCYPgi8DwgbAaMH4dgBKOZtLKidxxnOze5JT1XTGFNM/jSJOUtkztO4iwzBAkOgpwm0ZI6BJV5kiuYo3DkiZ57M1lNYZpbQxBHrGTwtmTVHZM5TOHqGwMiWWHhyI19u5CsWuDIdS6RlCPUc2aIgySBINvASjfxEsyjZJEyxiFPNotQFrkLHEi9y5XqubJ4r1XEkOo7EIEw0S9NM4rR5TuKCKN2RcceYmmnLuOO5en8x5Yr5WpbxTo7u3pPqlAsocOxJVNRhcuw+QsQ+zOk9gGAaM/7dvUtTT++M592ZfH5/rvjR7PNsfdGj+cIcbd59XX62/vmDhfz7C/n3Dc+zjc+zDc/vGwvum188clTmu2uKfPUl7uoC24sn1qKHtpIn9oo8Z32xrbbY3VK71P7K1/FuteOt+2W9903jp662z73tn3s/rPZ+XFW+X+p4vfr+5aemsk9Ft9zX6G4FdEm2VkIsJ/rfy4J8SfnutsB3Nr4/06Bf0qCfUyH++JQC/vR1edof3z+JspIIWNMHeZxPFu+VxC9J4palcT7JOg8xLlG0WxjtEcR8X0LYOZH+WOfBygo30cPMtFAj5awOf2oMcVQDONgVte9dxO620MDXZwNenQ5oPbGz5URA4/Htjce3NYRsrz267QfnQIt7qNkz3OIdbvEOt3iGm52DjfaBeudAg3Og0TXQ4BpodPY3OPv8JvA6m6rWqqqxKqutPZXW3gprT7m1p8rWU2Xvrbb3VNi6Sxw9xV5VybKmfEVVtVB0ZzQzfSb3zuyLnMnn98fvXrU+yJqSSpUonBqIUgNRPWB0FxCpBKE0EFQ/BDEIRvSD4JoEqCoOpIwHq4CwAShyDIUfR+KGoegRGHYCRZzCUsbRpBEEfhCGGYJhh6DoMSRuEk2cRBGGYahBKKIfhOiHoPtg6AEIWgWAt8aDu1ISh+/d7GSzlCj8DJFuoHENdJ5NqLCJkgxsyQJDaOJIDSzxAkNooAsNNMEClT1PZurIrHkKZ57C1lM4cwSmjszT04VGjtQuTbOKU6ziFIs4ZYEnm2UItUyxQZBkFqVaRKlmUYqBn2wSpi7yEnUsqYGXZOIn61nyWZpwhsafZfBnmcJ5rnyRm2TkpxjF6Vpu8gwvZUFxdTH1hj7tuuna3dnb95+LheFnD289unPnuYN7UGFBxMhdyNP7MCdP4k7kXOJOPb8/U5A9/eKhtuihrjBHm39v5ult7ePbuqd39c/uzedm6Z5m6Z9kLeZmGfLuGfLvLRRlmypy7TWF3uaK5ZfVzpoi84sn1tJn1rI8a3m+qSzP0VS19P71SvfHzz0fvG3NS29bPne9/tT15lNP+0rPe29P20pv26e3zX/WFv9X8W33VZo7EbqkAC8pwF95gKwmQT6nQD6nQL6kwr6kfns7ay1NSoN++UrFpxTwZ79lI+Xf6ge/PqwkApYU8T5ZnE8Wv8aDNH5ZGucTx3lE/oh1i6L+wsNa/cA55+fBzgm3scMtjLUw0UL1xNMTyGP9wEO9McHvI/b4eXh5eufLU4GtpwKbTgY0Ht9eH7Kj7tiOH9xDL91DrZ7hl96Rl97hVtdgs2uw2TnQ5Bxodg02uwaanP0Njr56p7rWqamxqaut6mq7ptahrrUrq609VdaeSltvpa232tpdZe2qNH18Ye4ocne/WNJUeHsrDLk3Z26kzzy5rSt6OPno1vD1dOPj+5NJSf1YShcA2hkP6QUhNHCcBorugyCHoKghMHIAiNQkwFTx4D4AVAOA9gPhY0jcFJY0hsJPYIj+fusUhjiBJozAMcMw9AgcM4rAjiKwYwj8KBw/AsWOQLHDcPwADN0PhvcD4R0AaCMUqrqQrElN6oVjhmFoI4frkiXaFWmOlAyHLN0mSLTw5CaWRE/lG2kiM11kYogMNL4Wz5jB0mZxdB2RpSOytUSOlsydo/L9o2WzONkiS7XIU/U82TxHZhSkGAXJRkGSUZAyz1bo2PJ5tmyeJdUxpTqGRM9W6DmKaSpvisSaIrOmqOwFtsQiSFrkKbRM8SxLNsFLmlNcMV6/P3QlM0/IA0LCtp/fszVyz6bTuzafO7AbExFMjN5PjT5Ii4RzgTX306cLs8ef3ZnKvTuXe3fm8a2pnOtzj27NPb1nKHxkLMzWP7s7//im/tGNhce3DHn3DAX3TSU5lvIn9toid0uFs6HUUpZnq8i3Vz63lebbqgqcL2tWutv/q6/nX8qOpXevlt42+942rHxoXe1qW+5sW+l9t9L5+svr2j8rniw9SLan4Dwy6JL8Gw8rSdCVJNhqMnQ1GbyaDPqUCv6cCvmSBv3zv60BfasfkiGfk2Gfkv/Cw5qz1SeLW5IBfFKAT5rgk8R5RbE+cbxPlOAVxn99cfRbi2kdCQfnvI0daeOE2TlhVlaohRlqYUaY6REmWtgC8cw0KmQQfFAVF9xxbk97ZNCb0MBXZ3a+Or2r9dSuppMBjcd3NoRsbwjZ/oN7+KVn5JVn5JVr+KVruNU51OIYaLav8dDiHmx2DzQ6+urs6mq7psqirDD3lltUlXZVlbW3wtpTYVNW2lXllt5yS1e5pavc+KHY8KHA+rHA3lXi+FAy9+DK7NW0uZxM7eNbU/evjd+7ri96PJVxYZBA6wUjP8SCehKgaiimD4bRQBB9IPjw13/5A2DEIAQ5AEYMgBGjCOwUljSGxI2hCVME6iyJPkugTmFJ4yj8GBI3jsKPwDH+ztIIbA2JYTh+CI4dhCKHwMh+MOp1LLAFhRlMTtKQqEoAZIZCt6SkOa9nOq/etCjSzHyFlSM1M0XzJLaBxjfS+QYaz8QU6cjceTJ3lsCaxjMWaAIdlaej8bU0/gJXpufJDeIUkyzVKk+3SNMMgmQDP0XPSdJz5AtcxTxbNs+WzTElWoZ4jimZpYvmmDIDL9nAkc2QmOMY0iiGoKOxDVyhjiee50mMomSd5IJWcmkwI/OaiJmAizlOiNyJOL4t7uCuqENbQ/dtjTxwABcdwoMeEUGOyoD4dGxNdvro09tTOZm67MzZnOsz2Vdnn93WF+aYix+bSp6Yix/qn97WP7yx+OimOe/uYm7WYt49Y362tfSZs+6Fq67EVpZvKcm1lOfbawq9rZX2pjJ3W/2/1B/+7H670ta02ta42tbge1XrbK1xvWpY6Xj96V3jamWu70GKPY3gkEG9UpBPBvLJQUsK0HIi2I/EavI6EuDVZJA/L/q+u/p9f+lLCvR7Hr6vp5flgGX5er81wb9C7RXHeUXxHuHXeloY7d8a/Z4HJzfKwT1n54TbOWE2dqiFGerXBzMtzEA+M4c7MQo/ok7Y3xm950Pk7vaIoNehga9OB748vav5ZKB/ENEYsuMH91CLa/SVa+Slc7jVOdzqGGq2DTTZ+tf0wT3Y5B5sdPbX29TVVlWlVVVpUVZYlBUOdZVDXWVTlttVFdbeF6buYkt3ia2n3NJVavpQbGx/bnhbYGzNn866NHM5TX/n6uT11LHrabrCHG3508FrF/rprH4UsQeI6AbA1FC0BopWgeBqEGIUTRxGEQZhmBEYehiGHoQgh6CoUQR20i8IKPwkjry+JzSBIY4hcWNI3Agc0w+CD4BRo3D8OJI4BieMo4ijKMIwAjMCRQ2C0EoA6lUsqJ1M7hfw1TCUDs/QJyYZ79yy375tkKfMMwRmhsBM5y+QWEY610DjLlA4JobIyBAt0AUGlmSKwJolc+bpgnmGUM8WG4SJRmmqQZZukKboeTKTONUkSjMJ0/ScpAVekp4rW+QpjIJkLK6kyAAAIABJREFUPxh+KgyCFIsk3SRMnKdzJ9H4UShiGAIbw2D1fL5dnuJOu25IvfFGIBdRUWH0+OMc4Ak++DAjdjcmNAh6cifg2MaIvRvO7d9NjD6ZiDueig69iKJexNfcS5l9lKnNvjaRnTGdc1mXe9tQkK3PvWcofmQpe2p4fl//8IbpyU1HYbb5adZi9o3F7EzjkyxHWa6r8rm1+IkxP8f4ItfZWOJrrbBW5jvqX3zufvVfyrd/fmhZbavztlS4mys8zVWuxir3y9pPreWO++mWRJxbCvVKgV4ZwCcDeaUgrwzsk4O/SgR0JQmykgReTYZ8SvEHeB2AfzMvpUD8xff39fSyImFZAVhaIwHgkyX4ZPFeaZxXGu8Rx3m+1tNuUaxTGOMS/o9Gpig755yNE2Fjh9vY4RZmmIUZYaGHmWlnTdSz88RTE6ijfaADXbF7PpwLehe+603ortdndr08FdBycmfzyZ1NJ3Y0hGz/wTnQ5BhqcQy2OIZa7IPNtoEm20CTra/R2d/oHmxyDTT6feB2Ta1NXW1VVdvU1RZlpU1Z6dRU21VVdlWlTVli7X1h7Smxdpf47wyYPhQb3xUbm5/PZF2euZxmyLqmz7wwdfui7sXjgUeZ7y/KBxNl/RiyCoToBsHVYKQKjOwGwFQQ1CCK0AdHK4GwfhDcrw/DMPQgDD0Mx/i9TBNYkn+bdI7MmMKRpzCkcSRuDI4dBCP6gchhKHYcQRhDECZRpDEkcRiJH0Hgh+G4QTi+Jx7eHJPQyaQNMJhzNJ5BlrR49epixuUZrmiWwjZQORYa10Tj6snMRSrHSOebmSIzS2pkiY1s6RyVP0NiT5NZWjpfz5Fo2aIFUbJRlq4XJs4whDqOTMdWzHMSFwXJi4KkBb7CwE+yiFPNopQFrnyKyhsnshcESdbkDLM0dYEl1BIoEyj0IBymAQKnMPgFrnhKklolFsMQ53fEH9yNPbsXGx4EPRkEOXmQcO4oMz4Ac2Yz6Ogf8Yd+Ob8/GHvujBwZfgkfeQXLyCC2Zqdrn2VNZl+eepCx+PSmvTBn7tGtufx7ppInpsIc/eObhkeZzsIHjtws090M492MxXuXzc/u2IuyLfn3Dbn3TcVPbTUFzrpCW2muq7po9UPjf6raVj42u15WOZvKfa9qPrc3elur3U3lq9X5rkyRSwr3ioEeMcAtBbolII8E5JWCfXLI1xflIMuJ4JUkkB+J1RTo5xTov1Lhf6Z+sy19SYV8ToGuu54+JYP9x5fWhg9ywLIc6B/GLckSlmQJXmmcVxLnlST8BQmXMMYljHb+hQfOeQfnm5HJwgy3MCIsjDAL/ayJenaBdGYGc2IIekAZv/fj+d3vwoPawna9Phv46nRgy8mdLad2NJ3Y0Xh8xw/2vgZ7f5O9v8nR3+Tob7T31TsGGhwDDc7+emd/vbN/7YtdU2tT11hV1RZllbm30tpT6dRUOzVVDnWVXVlhVZbaesvsvWXW7lJTxwvTxxfmjlJTS8HknSuzNzIWbl1ZvHVJ9/DGyONb7Rekby/KBq6mq8m0biC8CwxXgxAqMLIXjFSCkRoYWgWGKwFQNQDaB4T1AWEDEGQ/FOW/0TSBJU1giLMEqo7MmCPRZwnUaSxpAokfh+NGEdghCGYQjB6CYEZguAkkcQyOH8OQR9CkISRhCEUYgGB64yCvE0BqqWhQLh2hc7UC+ZRAOkqkaSnseQJ9gcQwUNiLZLaByjUy+EaG0MSUWNjSRabIxJbq6UItjadjCnUs0QJPrhcoDOLUBb5ijimaY0l1HJmWJTGKUhYFiQt8hUmUahalWiWpFnHKLI03gqVqKbxFtlTLFk1QWTMkxhyOMgnHjEJRvUhMDQJ5B4+Jx8Vsg4Vsjt2/B3FyF+L41vN7A2MPhRDPR4iQETL0PnrMLnzYAUzYVsChTcijJxSwyBvk2Nvk5PuC7qc35u5emb13yVR4z16UrXuUOffktqXkkakwe/7xTcOjTFveXdvjTHPWRcPtCwt3LlmeZdlfPLIUPbQUP7aUPLWWP3NWF1jK8531JasfWpY7Xy13vf7U82bpXZOjpcLTWrn0snq1uXyp4LYjneqVQLxioEsMckpAbjHQLQZ6JCD/C7zf3uFN/J4H/5zuO09rMnQ9PiX9ZT6dsKwALMuB60h8nccleMRrEuEWx66NIESxLmGMUxDt4Ee5eFFOXpSLH+3kRjnYUXb2eRv7nJ19zsqM/MpDqJl2dpF8Zg53chR+SAPY1xm9+13ErvawXW1haxLRempny6mAphM7f7BpGuyaRrum0d7X4Oirt/fX2ftrHQN1zv4au6bG2V/vGmjwl9T2vnq7us6irDYrq6w9lXZltV1V5VBV25U1tt4Km7Lcriq1K8vMXS8MH4pMH1+YWp5P3Ls6devq7M0rupuXZx5mqu9kvE0WtqdLezOSe7mcDgiyIwHSB0FpYGgNDKMEo1RgRD8U1QeCqxMg/SD4EBQ1AEEOQFHDSNwYCj+KwI4hcbMEqp7C1FOYM1jyNJrofzZlFI4ZgWEHQCgNCDkAw44iCaNw/ASKNIokjKFJY0jiGJIwBsf3JsDbcbi+C8nDyckTXMkEiTWGIk6hyVosZRpDmiexLAyhlSW2ssUmpkhP5VnYEhNDZKQLjEzxPFM4xxDq2RIjXzHPlizw5XqudJ4l1nPli4LERXGyQZK0KJTr+fI5tnyRn+SQXzDwZDNE1iSeNk1kTpLY42T2GIU1S+GM42hKNKECApLEnT4XGRyFjDzLBO0hntsJPbELERKAOLwHcSyEGBlCOLcPHRqXSgXfEZ7PIEcmIg7zzm/BHvkDceioCHg+k4J6zLt7XzpyN2P2Xoax4I7+yQ3tg8sLj2+ZC7MX8u7qcjLNT2/b8+6aH91YuHNx8W6GLTfLVvzQVplvqy521r2wVebZy5956kvsDWWe9qYvqo+f1J2fNN1/arpWO994XtV4WytXX1d9ritw3km0y5FLYqBXDHKIQG4xyCMGuiUglwjgVwl/+L4W2X5f06dkyOck6OeUb2nS+v7Qp6Q1Hv7SXFqWA/z+JZ80YUkG9EqAPilwjQdJjEcc4xbFukVxLmGcSxjnFMY5BbEuXoyDE+XkRju50Q5OlJ193sY6Z2Ot8xBhpvtLiLM6/OlJ5LFB0IGe2H0fzgW1h+56Exr45mzg69N+JAKbTwb8YNfU29T1dnW9XVNnU9fYNLWO/hpHf41zoMY1UOcaqPffobFrGuyaBpuqztxb5V+w9p9scqpr/Y1Xh7rCqS63KUssPSXGjmLjxyJjS/7Mk1tT925M3742de3C1O2M/qyMd6niN3Je5wWFMlXexWK2AcEqCKIPglaCUd1AeFc8RAVG9EOQfUBYPwg+jsSNoQj9UPQgEjuMxPkbSuNI3AyGNEegzWDJfhjGEbgRGGYMQRgEozVARD8EM4LAj6OIE0jiBIo0jaXOYKmTWPIYhjSGICjBmHYcYSTj0tiFS2oyawhBHEPip1CEaSRZh2UsknlWpsTBllsZ4kUSx0jjm5miRTrfwBbPM4RahkDPlS7y5FqmaJ4j1nNleq5cz5XNsERarmSWLZ5lCGbpQi1dYhWnOxUZcwyRnibUklhaKnuGwdExhXMMUSeJeR8D46Giz0Yf2A86vBcWEgANCUKd2UeIPEiLDqaE7cUeC0IeCaGeO0QK30+OPMCKi7/BIhelRV7BH5LEHpbGBVJDNyKPBXPjYrLo7Iei5gfps/czZu5dnM66qL1/Zf5ppv5Zlu5hpvbBNevTO47CbOvze6Ynty25d2zPHxgLHugKcizVxZ7WSnNVvqUib+lltbut1vWuabW3/bOyw9f1zvPxla+9eaWtfvV1zUpr2efKR947UqccviQGesVgpwjkFgHcIoBLDPJLxL/zAFlSrPGwmgT+lLzma/qS6h9QQD+nQL+kwD4lQ/zF9Dd9UABWvyKxLAcuyUBLMqBPCvRJgV5JvEcS71kbQcS5hLFrPAhinfwYJz/GT4KNfd7OibKzz/uRsDIjrcxIMzPCzAgz08OM1FA98cwMOmQUelgdv78zao8/ZWoL3fXmbNDrs4GvzgS2ng78waqutWnqbJo6q7rWqq61amrtA3WO/lpnf52zr8410ODoq3P01ds1dVZVjVlZZe6psPVU2nor7cpqp7rWqa61q8ptyjK7qtyhqrB2l1i6XviPMhle5U/nZU3dvTGZdWXicvJkumL0xsWOdGmriNlxQdaTmfb+oryNRe2EIfpAyG4wogvkd/Ih+mHoQRh6CIYZhKJHEPhBOLYfjh3BkMbQpCEYehiCGodjZ7BkLZ46hSGOwjCjMMwIDDsKx/uRGAChhqHYCRRpPSYxlEkMeRpHmsaSx1FkFQz7HkcezMjou3xFSecOYYhTKMIkgjSFpmtxDAOFZ6aL9BTeAo1nYAgXGaIFmlBPFy1ypfNs8TxPbpKkLPDlcyyhjiWeZ0vn2dIZmmiCyB3Hs8dxrDEMc4oqNMkvGiWXTMI0b8p1e9IlkzRplifoojPycGhyQvgZdPhBWkwAIXw3KSKYfD6YGLEdemwL5Mh2xPF9pLCd8EPbgMGHSGF7CGf2UiN2Es/uZ0WTniVicuV7xfFBwtiQJMRRMXg3O/rUBQz6uezaE0X3g7TJ+xcm71zSPrihz8vSPc3U3b8yl33NWvDAXvrIVPLYWJBjKsxefHZ34clt/bO7lvJcZ2OJrb7E0VTme1PrfFlpb61wtdV6XjdYW6ttb6u9bTW+5kpvQ9lyfeG/yrNX78kdCphPBPSKoC4RxClMcAkBTiHILQa5xSCPBOIWgzwS0Fr6JAetJEFXkyErSeBPKdDPKZA/06B/fk2Z/kz7dlLgSypkNQW8mgT8lAT6rAD5eVhRJPh5WOu3+q+SiRM8YoBHnOAWxX+DQRDr5MW4eDEuXrSTd97GPW/j/pUHKzPcwgy1MENNfuMG5sQ47MggcL8ydt/Hc3vbw3e/ORv05mxQW1hQW1jg67MBP1hUNRZVjU1TZ++rt6rr/V/sfXWOvjqHps6xdnejzqausSirzL0V1t7KtZuWmhqnutahrvE3mqy9ZQ5VhbWrxNRZZOkuNncUG9oKx3NvDl9JG7mYPJGROJYqHruUpLmoeCVkvJJxujLT2jLk72X8XixODUb2QBBdILgSguoBIzQQ1AAUPQjHasDoPjBqEIbtg6GHkPgxNGkMSRiDYyeQuEkUYQZLnkaTRqDoYSh6DI4bRxDG4PhhKHYQjB4EoyfR5GksdQJFmkSTJ9GUSTRpAk2cwlAmsZRhDLkDjn2NxvddTB+4cU1J5w7CydNY+hSBoSVz9FTePJWnJbF1FLaexl+gChbI/HmKwCRIWuAqFvmJVmnaAlemYwr0TNECUzzPEmnpwjE8ewTLnCRyJojccbJwQZjmTb3lS850pd10XbmnESdejYtChB7cE7Jt47mg7bgzB/mQffTYAMLZraiQndhT2xEh2xDHdhNC99MiN4MPbIzduzk2eBfixCFq1HE2IJgRdSoZiclLOnUJt4MdeVAGCr2IP5uBjb5Lx5elEPIFjx/Lx59c1+Zk6nJuzj+6Of8wcz77mu7xzcWSh9aKZ9byZ4by3IWSh/rn9/W5dxby7hmKHpnKnpkrnvtaq5Ze1zqayo21L6xN5Y6XNdaX1Y6XFUsvq5df1XqbSj0lOb7sC64MukMG9YiBbhHELoQ4BQkOAcAhALlEQKcQ4BIB/Tx4pWCfDPJdx8nfawJ//mrT8Ps1/s2/tLYSBP6cCFlNBK4kAlYUgCU5cD1r+opEglsU749vMAhiHYLYdR7s3CgbN8r+7ymTjR1hZX0zMmmxJyeRR4fAB1XxwZ1R+95H7GkL290WuvtN6K43oYFtYbt+sKrrLKoai6rW3tdo72uy+dMnPw99dfavSPh5sKoqbSp/qVDh6qt2qmscqhq7ssqurLL2llt7Ss2dxeauQktnofFD0eK7Yn1ZzlCKbEjAGxCwplIlYxfl/RnydzJ2q4DWniZuvyhvE3O6cAQlBNUNRnQDYUowsgeE7AHAe4FwNQTVB0X3QVCDMGwfBKUBIQegmHEUaQpN9r+2qCXQZjDkSQR+DIYZgWKmUORxBGEEhhsAofw8aAmMOSJzBkebxdOnMJRpLHWWwJjEUSex1FEsuQuMeo3Bfryc3nc7q1eoGCIwZ3A0PVtskqUZRIl6pnAWz5wnsBbJvHkqf44hmmPKFrhJ82zFPEs6S+XpaHw9UzjHFM6zxVqWaIommKYLZxniaZp4himbF6Takm540u5Z07NfMxNRh48F7t+66di2X45s3nw+eCPkWDAtdjcpchPy2B/QQ5sRR7fCj26FHQ5EH99PDtuYEPzPsB1/hO/aELVnC+BQCD0uKhUfIoNGXqWcu0HbLYw9qACfuoQ5ng4F5zBFzdcR5dLUp5K+vNtTT24PPbwy/ujqbM5VbfbVxUeZhoJ7+hcPjRW5xpp8Q2WuvuTRQtEjU8lTc0W+uSLfUlXgba7wtFTYGkos9SW2pgrXmzrn6xpnwwtX3Qvfy6qlpuLl57fdl7lOBdothXokQKcYZBeCXQKggw9wCEBOIcDPg0sEXK8lluTQJQV4ORG8kgT2I/E5Ffo59Ztl4/O/+5f8K0GrCvAaD4n/VlKv68P/yIM/ZXLxol38NR4cnCj7VxiszEjrWr4UaqKFLpLP6vCnplHHRqGH+wAHe2KCP57b+zY8yA+DP77xYFXX2zQNX6POrql39q95+OyaWn9nyaqqtCrLbcoya2+pXyXsqip7b7WfB+PHQnNnsaW7yNRZuPihaOFdkbU6d1wq6sPi+gjYYQ5dI2aqUwXdyfw2IeOllP3hkuKDQvgBT+iFoHogyK4ESHcCtAuA6EqAdwPg3UCECoRUg5H9MMwAFNMHRvVB0CMI/BSaPIUmTWNIcwSajkifw9NncdQRKMavGBMowjAMM4rATuPIswTaApU9T2HNkeizeKoWT9eSWFMEqpZI0+Lpk2hyLxr3Vi76eC9LmXVXc/HSgEA4SmZPMUR6SbJZkT5F543hGbNU3jSJrWNK5pgyHUs+S5dMknizNL6WzNXSeHNM0TxbPMcQGfhJi7wkLUM2x1BouYmLiVdNibf7OZczo/Hng45v3bFr454dm/Zs3Xx6dzA2fDPoyFb4yR2Y09uRIYHYUzsxJ7bDj22I2/fLuYANMUEbonZtCAvYFBG0IWr3bzG7g8lhp0Tg3ZTwveyY0xfwp67gj1/Bns4khmSAw69COHXpjMaL3HxJQeHlnNu869dIb56lTT+8or13cfHBFePjmwsFd03lT801zw3VzxcqnulLcw2Vz431xY5Xld7XNc7mCmtDiam+2NLwwtpYam8udzSVemqLPNWFrvpiT/VTz71kdyLBK4V7JWCXCOAUAe0CoIMPsPMBdj7AIUjwh0sEdIm/5wGypPjGw6cU6KcUmB+JdS/Tp39zuYJXkyCrieAVxfqK3BoV3+VLCes8+JHwfzr4MQ5etJMf5eRH+/Mlvzisl9T+etpECzNQzuqJZ2YxJ8bhxwZBh9XxBzujg9+f29sWtutNaODrswF+Hmr9KZMfCau61qqps2nqnP0N7sEm/+FKm7rWqqqxqqqtqmqbqtKmLLer/FFpV1XalBXW3nKrsszWU2rrKfHzYPhQuNhWsPj8zrxCOoTBDmGx00x6P4vSI6KrEgWdEk6bgvvhalLnxcSPZEoPBKmCoVUQZHcCtAMA74iHdwMQ3UBkVwK8OwGuBqMGoJhBGHYQhh2B46fQ5GkMZRZHmScx9GSmnszWk9mTKOIEmqAjM/yj60kMcRJDnMKS5inMRTpHR2bM4mlzJJaWwp7x751iKbM42iiVOXzz+vs7t5tTLr67fqvnxq3BtIx+rnyIJhwicoYwdC2FP01gjWJoUxTeojB1kZ8yy5DM0kV6tmyayp0isfV0oZ4hWmTJDNxkAy9Ny0ycYiYNUmXvccIHUdj4HUe3/RLwxx/7/ti6b0NA0B+BOzadCd6KOLmTEBaIDd0JO7E54eBmwMHt8JAdiJAtwIO/RAb8dHbbTye3bDwbuDViz8ao3QGokCDy6QDc8V/i9mzEHN/KCN/GjTx5DRt+i3gkMfa44lz8LTTuGRf5kE1+yCU/pEekRaXcIHRnp+oeZMznXNE/uWF8fs9S+tRYmW+sKZivej5TmjtdmjtXW+Ror1/uaHW8qra3VtibS+0NL+z1RZbKPEvlU1fVM1/Vc29twXLZA98Nvk+O9EkhXhHILQK6hUCHIMEhWOPBzo938OMdggSnEOAWA9xrKRPYJwd9xwP0Uwp0NRm6mrymEusZ1HcWV9Bq4lce5CD/c6PrPPikCV4JwCsBeiWAdTD8PHzVihgHP8rxP/Gw3mUy0UKN1NAF0mkd/tQEMmQIfKQPcKgn7sDHqH3vIve0he16HRrw+mzAD/4yeh0Ji7rGqqmx9dXY+mptfbVWdY3/D8zKGlNvtU1d59DU2nor7KoKPxIOdYVdVWZXlTk1lb7Bapem3M+D8UOB6VXeXPbVeYVkhEzux+PGqGQVBfeOiesSMzWJwg9ybteVxM4Livckci8E1QtBdgOg3QnQjwDYh1hYZzy8C4DwL1j3AhFqMGIAhhmAYoZh2HEEYRJFmsZQ5gj0eRJTR2LNEZmTaOI4Gq+jMOdp7Hkaa45En8aRp7CkGTxlkcaeI9FnCTQ9laejc7Vk1gyRoSWzZiisYRJz4GLG+zu3X2ZkPuYlcs+DLoEQOUhsJZrYhqf3oGlDKOo4mjpL4kxTeVqO1ChOmefK5zkyozB5jimcowkWGaIFllTPT9IKU1VUYQuMeP9ULHX74dBfd276x+Z//Lzjl9/2/vzHvn9s3PvPjbt+3bzjl+CdPx7e9vPxnZuiDm2IOrjhfPAvkbu3Q4/vxoduAh7aGLt/Y8yB3yOCN5zduzXywLa4w4do53fiTmyGH/gNtGcXKyLsJmWvPGEHJ+yg8PwRYVRYBjzmJjYsFXz2Mvr8TTLyETv6Fuo07/T1i8ThR1cWntw05t8zFOYYS3P1Zbm6qjxt5fPJ0tzZyuemlkrL6zr3h1b7q1pHS6WjvsRakWsvf2wveWgtzraXPfSUPfFVPF0uyFy6yliRQ30yiFcM9opAXhHAJUywCxNsAoCTD3TyE5z8BBc/wSVI8HydSHilYJ8c5JODlxPBy4mgdSvHpxR/gD+lgD+lgteNrp+SgatJoNUk8EoiZFkOWpYDv57oA3w3iAD443se1koIfqxTEO3gn3fwo+28aAcnysGJ+u9ImGj+FtPpOdzJSdTxUdjRAdBhVcLBzph978/tfRse9OpswMvTO36wqmosqiqzstqsrLKoqi3qaqum2qaptqrXkPC3niyqOrOyxqautatrLN3l1l6/PvhJKHf3V7r6Kjz9lZ7+Skt3kbHzufFjvrX1mfbOhQkxd5hO66OSVUR8JxH7lo5vxEN6uFS1lNsh4/Qki98S8F1QRC8I3hUP6YwFdwLgnfHwjlhoVwKiB4jsASKVIKQGgtaAUSogYhCKGYFi/UbXWRxVS6DN4KgzONoMjjKGxE9iyVoKc5HJXWRwtCTaIp2jJTFmSYw5KkdH4+lpfB2No2fytVSOlsabY/InmcK+1Isf7twuTr0KPAPctenAyU17oVsDKJu3CgJ23QgJuX30eM6piILQyPzjp0vDzrdBMT04WjeO3otn9uJoHxCENjiuGYyqiIc+DI+6cDhEsvcAfde+M39s+eXvv/3tx60//7Tzl3/u+umfu/7+z13/8VPA337a9PeNGzfs2fZr4Iafgrf8cjJg4/k9f8QG/xKzdxPw8EbAwS3gI5tBxzbEHv4jYv+vp/f+FrHvCDXmuAAQIojdTji2g3EG9FSILJCfv4GPTIWeUgDCbxJgz7jwJ+yYLDLgDgOcxUA95EZchJynnay6KbWU5hpKns2X5emrnuuq8udrC3U1RTMVBbraF/a3Dba3TdY3TZaX1Y7WCld9sb3sia0ox1X2yFn51FX9zFdXsFL5ZOlRujedsJIIXZJDfTKoVwz2ioBuEcAujHcIAU4+wMFLcPITnAKASwhwi/w8gNfGc2vuJpD/kt/XrAm6mgz+lAJZTf2KRLL/njFoJQm8rAAv+/MlBWBF8b1EALwSgE+6pg/fZ00uYZyDH+PgR9t5UXZetJ0Xbf/Kg5UZaWVFWpkRVmaEmR5mooUtUs7qSWfm8Kem0CdGYUcHwYfVgAPdsfs/nN/XHrHbnzL9YFXXWFVVFmWlRVllUVVb1TX2vjp7X61dU7t2sU/tR6LeoqqxqiotvRXm7jJrb7lfIpyaCnd/pWegyqEus6vLHOoyS0+xqbvQ3F3gbMufe5gxyKePMen9ZEIPHteJwbShoA2gqDco0JCI2S2gvaRjG+Dg9zBYLwjekwD9GA3qjoP3xsM74qCd8TB/1tQDQvaAUV0ARC8Q0Q9Fj6LwE2jCOAo/gSZoibQ5Ak2Lp87iKJNo8gSKPImjzVHZRjZfz2Dr6Zx5OmeazJ6m8uYYwjkqd5bCnueKDcLERX7inCR58so1Zdbdxmu3CPGE7YExG3bGBm4LPbvlIPT3LZhffqZu/J28ZRv2j634X38j/foLZcNG7tbtit37FPv2Jx86knHi1NXToakhx+UHDkr2H2AG7abv2c3aH8w7dIB+9FDU7uAtv2798cfNf/tx248/7/r5l90//Rb0998C/vbb1p82b/19z44tp/Zsj9y7JXrvJsih7ZiQzaCDf8Tu3go7vAV+9A9g8B8x+/6I2PtraNCvkbv3EEJPSUBHRDGnLyDDMokx95nAh5z4LOrJZPDJdGj8fTK5WMR8ISM9E8Me8qFPRNhSRURKDFcQP1D6cLqiQFtfomssm28sm28o01YXzdUW65sqzG8brO9arW+bHG9qvK8r3XXPPVW5rpInrurc5ZaSleaylebiz5X3V7OES8nIFQV8SQ5dkkO9UrBHAnYGuUnbAAAgAElEQVSLQU4h0CkE2AXxdj7AIQQ5BECXCOQUAlxikEcC9krBHonf7Qf0j6u/LyTWwEgGf0oBr/ovL6VAV5PXBtsryeDlRNByIshfSCzJAD4p0CcF+QcRPinQrw9/abw6+DEOfoyfh29TOXaklR1uYYVbmeEWRpiRelZPOTtPCtXiz0yhT4zBjw2Cj2gAB7tj9n88v689MuhdeNDb8KAfrOoaq3q9eGiwqhusfQ1WdZ2jr87Z32BX11pV1TZ1rU1dY1VXmXvLTd2l1t6yry8JVbr6qpyacoe6zB+W7iJzV5Glu9Dc+dz0Ln++7M5QEn+CzRggEXoJ2LfghOao8NaEyJfIuMFETn8y/xUNWw1KeAeF9wDhvQnQjnhwZwK0MwH+MR7amQDvBiK6gIjOBPiHOOiHWEhXAlwFRg4hsNM48gyeMoOnaIm0OSJdT2Zq8dQpDGUSTRlDkyZwZB2VpaezdBT6AoMzT+dOk5nTZJaWxp/jiPUihVGSNitKHb52fSD/WXvOMwmKuyso9re9qN92YzYEQrYHRIVsOQzesJW8aStl03b87xuJmzaQd24jB+6kBOwgB+4kBO6kHNzLOxUiPBUiCjkqOHSQF7yPuz+YHbyPF7yPd/gQ7+gRfsix+H3Bv/9j69//vuvHn4N+/nXXz3/s/cfv+37+Y/+PvwX97983/zNo27azwZujDmwAHQwknQ7EhmyI370hYd9m+KGNiOANwL2/nQv8PXLXhsjdf0Tu3o06dZQTe0gUH8CL2sqNPHYJffIy5uQFROgVbMwdMiyHwSyWMwsV1IJERJ4U13ABXyM9Tz9ReFOirSmcqX8x11I611g6WVM801BqeFNnam+2vG+1fHxl/9Dia69fbipxlT7ylj32lj9xleQ4Sx56yp+uFGV57gh86ejPifDPifCVRNiyHOqTgr0SkEcMdouALqG/mPZ3mUDrXVf3VyT8LablROBfePhOJfwwgP2Tiu/J+Z6HJZl/Yg30Sf1CsUbFX2rrdSSc3GgH+7ydfd7BOW9jR9hY56zMc2Z6hIEatkAJ1xHDZnFnJ5AnRmFHB0GH1fEHumODO6KC35/f8zYsqC1s1w82Tb1ZU2fRNJjVDWZVo0nVYNbUm9X+rmu937NkU1fZ1ZVWVZlZWWpRlvnLaL/F1aGu8J9pcmnK7coSc1ehuavQ3Pnc3PFc/y7P/Dp/9uHlIQl7hMNQU/HtKEA3Cd5Fg7+lQvrTeOpUwUsGoQoMfAtB9ABgPXHgrgRoDxjRBYR/jId2g5BdQGQnANGRgHgfC/sQD+tIgPeAkH1Q1CgKP4OnzFOYOgpznsrSU5hzJPo0jjKFJY+hif7X6OapjHkK3cjkmDiCeRp7lsye5UkNly4bky8uSNJGL1wdycvveJZ/XZB87EDcxp2gjXuxv+5G/hoE+3UXcGtg9PHtx+Fbg0gbN+E3bCBu30IO2MYICmLuDqIH7Sbv3UM/cpB9/Cjj6AH2sUPcIwd4B/fzDgbzDuzj7dstPHBQcGC/7NAe9uFDIRt2/fPnoJ9+3fPTb7t/3hD891/2/v3n/T/+vPdv/9zxv37+/T+2bvo9ZM+W2EM7kEe3ww9uAe3bEL93E+TgZuShLYiDG0F7f4/dtSl276bzezdEBoWQzx2iR+9hRu1kRG4knQ5knwtgRhySgc9dI0ZfJyIfcpklKbyqSwkPmLG5bHxtEuI6JlGG0bx4OF1XPFX3Yrr2xXRD+eLbJmvXG0vHa+uH186Pr10fml2tlZ6aAl/ZY29xtqckx1Vwx5aXtVSS8/lh2vJF9KdU0J9JsC8K+GoibEUBXZZDl2QQnxTiEQFdQoBTBHAKAWvNJRHQJQKsT+W8Mn8J4ZeIvyLhH0qsh58H/+d/4wG4JE9YWw+S+peqgV4JwCtJcIvW10djnAK/lynazot2fNWHr+c2zluZ5yyMSCMtXE8J0xHDZrCnJ5DHh6GHB4CH1PFr+vAucvfb8KC2sF0/uAabrf11lr46k6bOqKozqupM6lqzutasrLWq18ZwFmWFVVVpVZZZlOW2byRUOdRVTnWVu6/SO1Dl0pTbektMnQX+lyJMnQX6t0+Nbfm2lryJ+xe6eaSPFGQ7CzV1O3EuJ12dzu5J4rTLmOUkREH8+ZdAkBqMUgMQSiBcCUZ2JcDex0M6gPAOALwDgOgEIrtAqE4QugMA7wLA1WDUMAo/iSPpqCw9nbvA4M5TWVoSfZZAncFTpvGUSTx5Ak/WEqmLNKaBzjKyeHoGd4ElnBcrLJm3jFcy9dezpp8XDJZVPU68fOJg5B87z/0aANkYhPgjCPJrAPDXANA/A4Gbd0Sf2H4Ytm0bfutG4o5tpMCd5KBA+p499H3BtAMHuCdCBCeP0w8FMw/u4x06wD+4n3dgH/fAXs6+IMHePcJ9u0X7g4QHgvEHjx7atu/XX3f98/fgn34L/tsvu//3TwF/+8fOH/+x8z9+2vF//bT5x01bthzfHxR/fHv8wa2AAxti9m6IPbAFFLINdnwb4uhG8P4NCXs3xO7ZGL1nY3TQLszJI/yEE3LoDuLpDYiD23AnAkihZ1NR0TcoETcI6EIZq+4ytjjxRAYSmSdOasyU3uEXPMkYaS7XNlbpGqsMb5utnW3WzjZ7Z5unq/3/5+stv9rOu7bvnjNtkYQE17i74IS4Cw4JQUJwC1rq3k5n6i2FUgFC0NLSFimluNZdgeIUKFRPue51P6+fFwGGmfN6nrW+67fyB/Bhy3HsvVe6WpfaG+dvGj/fqPjZVP6jtmSl/NTCxd9XKk79LP/jx29pP7ervhdJvhWovuUFfc1TfM2Vrxjky9lyc5RYtWykij+lST6lSxYyJPNpojWT358tpuW1kuBrruxrnuzrurP1TxjMp1Xk6zxszJdWDJKVHPHnbMGyQfg5S7iUud5oEi1mCBbSeev2vjUeeDNJ3NkkzmwSd1Zv9n4HTCcETOn8JuL8xmL93mm8X4UznwXTHioowxJinxDfxcOa64dWf0SzL2zTwoPrcw+uTQ/XTQ7WTgzUTPbXTPSaJvqqJnpNk73VU6ttVtPat2qmr2q23zg/WDU3UDU7YJobNC0MmxZHquf6K+f6Kyc7L4/eKRlrL/nQfv5d89kPt8+Pt5Z+vH7u/tGc4d1pz85uf1N15H3tsVdl+0aO5t/dmWFK19TEBt8KVXXJVP2SoD6Jqleq6hTK7wpld0XydoG8XSBvFyruiYM6JaGdkqAOgaJLqBhUhD4Jj36hiR9NSP2YlDaWkPJKHfsqUvsqIvplRPSzcM2LKO07bfxYXMJYnH5cnzqamD6WmjWTv2N0+/6xU+feVVY8rKkrP3qG66tycGeBIWJrmNIGFeyEDnVAhwIRQUAPGchD4OzuR3cnBEEh0XBYFBwRiYCoUQgtBqujUtN8vHJY/il0chwakYTBJGMxSThMIh6ThEcn45BpGGQqGp2MxyRRiWoqHesIt7aC2IAx1iD4VqCbhbWrhZW7BQBuAYBZAj0s7d3ssSg3H6I7l+QQiAL5opx5VFcRw13GcFNQ3ZUUdwXRQYS24cPdwunweD9MKo+ZK3eLotmI4HYSHFHPZ+2KYuwM459MDLmSm379SNjJdOVB3f5bJ/df/23H2bw7DWUfWhvH225MdbbM9rbPdLXOdtxeuHvrc8etxbbG2ZtVS7ervreY/tNc9a3u4reakn/Xnv1RvPPbvpgfRarvRfJv24K+5au+mc8o5shXDLLPWbLPWbLFTMlCunghTbKQthocPqWLzf2lVePGanxY5eFbrmyVilzZ9zzFxpkhc8RYR2IjD2Yk1ux94rVyYjVELGYIFzPMWRN/PpU3m8I1lxAzSZzZZO5cMmfWvI5pbY/lWKzPO43XqwjG0xDaAwVlSEzsFeA7ubi7bHSrP7LZD97iB980M1Q3PVw/PdIwPVQ/1V832Vc70WOa6DVN9FZN9Jom+6rNisT0YP2sWZsbqJ4bqJobMM4PGucGjOaW69yAcbq3fLqnfLyj7EPbhQ9txe9az71tOf+6+ezr22fe3z472nRm7PqpDzeOv2w48uLakRd1h59c3T90fnf7sby7+zI7UmPblYpOkbRLLO+WKjrFina++K5A2saTtPGlrTxpu0DRIVJ1ioM7xUGdIkW3WDkSHPlCm/BenzqRkjmZkvHGPA4Rrn4eFvkiXP08IvqVWjsak/A+Vv82PvlDSvbcjj2T+w6//+PMZGPTo7q68oPHtUF6DxQfDBWDoRIriASIDrHDqcEYDRAZDoIpAe4ikAcfAgn0hdNCkSg13EONgEbBYfEkcrK3d7KvV1agvyHAJx6PjkPCEzHoBCwqiYhPJuKTcdhUHC4Fh08l4DLJuAwmLYziCQVDLa3cASC4pQ3cEgCzAMAsgFBLENISjLUEIixsPcAIpJs30YNNcg7AOrMJtj4oO3+sXQAGzIK7ibEuYgwywouYyMclCzxi/HApPLpBDoti2gng9mIsJU0SsFcbcDCGtV8ddDwx5cp26S5t6oWCgob9IQcifz9d8KSlbqy7ZXrg3sJQ90J/x3xX8/zdxoWOpk93rs3cMH66Xvn5esXP1prlmxVfr1/559WjP44k/9gV9n170D+3Bf8oVH7Lk5thMPOwnC1bzpYvZUoXMySLGZIFsy6R8efb0HJd48Eg+bIWJb7lyr/lyb/mSdfig9Q8RWT+mmFYyd2oykmXs6XrGGzgQbxRpFvz9vHnUngzSZzZZN5sEns2MWDWvHEjIWAy3n8s1u9DtN+bSK/noZ6PlLRhCalXSOjk4toDUa3+iNu+sNu+sE3Tg7WTA3XTw40zQ42T/Q0TvbWTvXVTfXWTfdWTfdUTvabJvpqpgbqpwbqZwfqZgZq5wdr5oZrZAdN0X+VUr/kZp3qNE10V4/eufLhb9v5O6fu2kvdtF962Fb9uOf/q1plXTadf3jzz7MYfTxsOPa07+KTu4IPq/UPle/tKdnacKmw7nH0nX9+uDbsnl3eJZZ0SWadUcUcgbmML29niO1xpa6C4jSu5I5TdE6ruCZVdQkWfVDUcHP5cG/8+Mf2dLnUsMW00PullhOZZaMTzsMjn4eonoZHPQ6JeR8S80Sa+0aePZed/OnxspqRsou7ai4abN06VxMtjCFieC1xoBxeDoAIgRGSLDrbFR9mgI0HIMGuIzNJVaOnGt4Hy4TCWAE5WQyERULcIFDwzwD+dHaALYCaxvTNY3sk0QiwKpkMhE7BoPQGbTMInY7EpeHwaiZhNIuaQCRl0SpqPXwjVxx3svtXCxdIGaQ1GWYKRFnborXZ4S3sS0IEEsMVYOSIAUJgjGQMJILoGoG0Y7kCah70XAsz0ADKdHFgwqIyC1wQw06WMTBlc64PRsahpPJSGDhLC7BUEdDKPkCVl5gZ5Faj4h6IFh7XhZ1OCzsYzc9mCRNaZE0WjvW3LDwdW7vcvD3TNdzbPdTYt97d97mmev1Xz6VrFfN2Vhevly83Vyw0lyydy/7Ur8t87gn5sD/7XtuB/Fawuzviaq/yaq1gxyMxZ01KmbBUJMw/p4oUM8UKGZDFDupgh/Zwt+5xthkH2ZS1EfMmVmjdxfFsbK/1WIDf/+JIr+ZIn/Zov+5In/ZIrXdkQGda8rn++/4ZhnYfVqtrca0rizCSyZvXsmQT2tI41Fc8ajw0YjQl4G+XzMsz7SRD9vozcLyJ28XB32dg7AahmP/gtH+im2cH66aGG6eFrU0ONU4ONk/31k711k721E73VE73mQGEy+16n+mvMKvVUf/VUn2mixzjRY5zqM33srhrvqhzvqhy9V/6u/dL7O6Xv20rftZW+bb3w+va517fOPr9+8knDH49qjz6qOfjQdPCBcd/9ygMjV/f1le64eyqv9Wh2y4H0lryE1uiwuwp5j1TRJZa1CcV3OOI2rrSVK23miZu5wla28A5X2sGTdfFlfWLFsCr0UYTmfVLGaGr2+4TUjwkpY1rd60jNs9CIh8GhD5ShT1QRT4M1L6L1o1n5HwwFb3fsnzM1vKqqrzt4KlEeg4Z5u8BYDjAeGMoHQkUAmNwWGwbGhAMgKmsPuZWrGAwR28BllgipPYxP9PCVQglRMI8oDDJXwDXw2DpPWnKAZxbbx+DLSMAgdAhYEgaViEUl4VDJeEwKAZdOwGWT8VkUUgaNkuHlmebrpyQznEEev2x12WoDsXZAWzszLByZFg4kCzuCpS3eAozZDIZaOLvbYuH2NBiQ7AokudpSIGCqhzXVyYWHcRHinaR4RwUOH++HT/B3CSMi47xomTy3cDJYjkHoWDSDHJ8swiULZKdSAo+ofQ4FU7bxkHEUQiSp4Hjavbar7wabl58PLg7cm+1u+9Tb9nno3vJQx0L79U83qz9dr5iqKZmrL/tqOv39j/R/7wr593bVP3cE/2ub4meh0jzW8y3PnC/J16pq6VKmZDFDupAuWUyXLGZIFjMli+nSxXTpUqb0c5Z0OVu6Jq6Z7X2r9fTXfPmXfNnqeaHVdtPqiaDVcYiNxcOGEGF+G1uufzNxmO19643XmWTudCJ7Rs+ZSViVIybjA0Zj/d5pvF+HeT4PZjxSUAfF5B4+8R4H387CmlOmTTODNZODddPDDZND12aGGmcGG6b7ayZ6TOPdxo89f6ZMU/01E72myV7TRI/xY3el+TvZa5oZqPnYbRzrrBjrrBi9d/Vd+6U3baVvWkretBS/bjn36taZF00nnlw79rD20MOagw9rDj2qOXzfeGC4fN9I+f7BS7s7zxW0/WG4fSi9aVfizZy427qoW3Jpu1DSIZQ28yXNXMktnuSmUNbKk7YFCJsDBHcCxfe4kh6RolcaNBwc+T4xYyq7cDw5azQucVSre6eOeRocNiJVDcqCB1WhA8FhT2MSXunTn8Snv9555EmJ8VLRwWhBGB3j5+hGB0H9wTAe0J1r7c63hkpA6GBrmMoKqrJFhLgTomDESDdsmC0i2BahcEQKcQh/IZISicWn+nqm+fvqaPQUL0ZWgFcak6LDIHRwSDzMIwEJTcYgUvGodAImg4DJIKCzqcRsT1qGNyPV11vvGyjAe4KsXTcDIEB7ItjFE+DmbeXKtHIiW9jhLcFYSzvMFnvYZic3KzjEButhiXbainK0JLq48gnQILqzigjXeMLUDGclDhJChoXR7WUYnI6Fi2dBo7xwiVxiqgim8feI8BLsi/XcGYzfIUGl+6HCCcQwiqxQll2WdrR+b9XN04N3jHOD7Qv9HfOD95ZGuuY7b8201M7eqpq5dmm25sI/TWf+dSL7+57Qn7uD/rUz+D/bg34WBf8oCvmRp/iWJ/+aK/+So1gxyNZ5+Jy1GiIW01d/fM5cLTCWs6XL2bIVg3RldQ2H7K9NVel6cFgdts5b1arNadXG4sHccl2XINaDw0Z5zozE3FqIMGdN04nsjXbXKR1rLM7/vdb3XZT3y1DmYyVtREbpE5G6ePgODrY9EN0WgNw0M2iaHKieGqqbHKybNc/BDdRM9lR+7DGOdxvHu40Tvaap/prJvpqPPaaP3ZXmN9FjnOytmuipmugxjXdVjnVWjN698q714uvmklctJa9aSl43l7y6Xfy86fTTxuOPG44+rjv0sObgo9ojj2qP3q86OFKxf+jKnp4LRb0l2ztO5tw+mNy8L/nmzsQb+Qln1OLdgfRqsbBNKG8LEDcHSpo50jaevJUraWYJW1jCtgBhW6CoU6R8GK59Fq1/HpP4QpPwKiruXVTsqzDN06CIEUnIgDi4Rx48EBL+KFzbr1I/js/uyd1bGKELoLMhbmQPD4YLzM8eyraF8G08eFZuXEsPERAZZIMKBWMi7XAaR3K0O1XrSoh0QoTbwUNs0cH2uCAIkuuDIIfhMeEYWDgJH0un6+k0HQkXh4TrYBAd1D0RCUnBwNMJ6EwSNouEzSRhDTSiwZuW6cNM9/NO9fHT+bHpcKIlAGptTwY40axcGJYuTCtXqrUzeastztIOb2WPs7BFbXWAAyBQINLVCuME9oF6KMioGF9EnI9LJAUV6wOLoDkIUc5irKMEby/GU5NECG2Aa5QXJUvO36tlF4YnnivQns4gZATSEn2VWRJJlkR1OjaxZbu+MU97MemoadfLrsZP/R0zw52fhrrmetom2xqmmqvmblxdqCv9Zjr98+y2n/u0/9kZ/O9dqn/tVP27SPWvbaof5r/XPPm3vPUqQvI5S7y0kYd06WK6ZClTuoEH6YpBtpGH9RCxUX9YjRJ58q950q95kvWy+38z9v2Fh40wbPS9rmsRM0mcudVRoYBZPWtazxqP9x+N8X2n8XkZxniioj6QUwYl5F4hoZOHu8fF3mWjN80OVc0M1cwM1c0M1c+t8TDTXzXZW/Wxu/Jjt3Gip2qip2qyp+Zjt2msu2K8p/Jjr3Gsu2K8u3Ki1/SxxzTWVTneVTnWcdXMw8vmCy+bS17evvji5oWnjacf1v3+qOboo9ojj+uOPG34/WnD749rjg5f3dNbsq3nQuHAhW2dJ7JvHdLf3qdv3pN0fYd+X6o8gAeJCMSUSIU3OdLWQNntQMkNjuwmV9LCEbVxJK1sSQtL1M6TP4/Rv9NnPI6MG1FFjSjCHyrDn4ZoHgdrHinVI7KIIWXksCpyQBLWrdC0RiQc4Ep9YXhXVyzYlWznRreF+Dgi+PZQIQjKB0CFAJjUFhvuQIy2w8eAcTEgvBZMVNsSIh3QEY7IMDtUCBgTDkQqHGAsGowqgmOCUMgwHDaSgI8h4eMwaB0SoUcjEjEIPQqeQsCkUwgZVEImnZTFpGT50DP9PLP9fbJZ/qmB/uFeATBnvIUdzsKRYOlA3upE3+pMsXQibbEjWtqRAfYUKzDR0hZj4eBh7eFsg3OBCAhuQXiPSAomIQCioXtEUtyDSc4SrIME6yDE2XKQqCh/79wweAIPqmejUjg+WdI9lQdOXPs9YntwaIYoxqCUFcgjjIb0gRMxLbu0zTsybu4x3Tw7Pdz+aaR76UHf8kj3fE/LzJ36uabyOVPxcvW5/6k++X9O5v2f3er/2Rn8n52q/7Nd/p9t8p9FyvU9AOYqYjlbspQtXsqSLmaax0eli5mypQwzDPLlbLkZhi9rPHzJk29srW5oLsm+5su/5Su+5a7xkLtaeZuLh79OVEvWjUz//1T8qVgncWcSOdOJrGl9wFRCwGSc/7jW753a51UE81kw/ZGSNiyl9ImI3XxcFw97j4PZNDdsnB+pmR+umx+5Njd8bWagbmagZnagZmagZi0CVJmp+NhTNdZV+aGzfLSrYqy7YrSrYrzbONZt/HCvfKyzfLTj8vu2krctpa9bSl/cKnl+s/TZjeInDacf1h5/aDr6sPrw4+ojT+qPPWv4/Vndb8NXdvWcz+stzhu6UNBzOrvpt8Tr++Oa9iTcKErYnSShyRFEMVLGIx7iBd4QqloC5TcDJNdZoia2sIUrbeFIWwLFLYHikVDNx9ScybTct7Epj0KihxQRwyr144j4R+HxjyLih0K0XfLInpDY2yExR3zYWg8Ezw2JcMfZuVEAziQrNzoIwQFBhSCYEIyQ2iCVtrhIB3IcmKQD43S2mFgQLgZEjAbhI8DYMBtUsA0yyA4V5IAIdoKJUe5egR54FRwVhsVoabQECiUei9ERsAlkgo5ISKCQk5m0ZCY13YeR6e+VFeCdHehjCPTL5vils33SOFwBxdfWEW1hj7VyIFs6Uq2cqVauDGsXT0sHuqU92dKOtBWE2QqGbbFzsfJwdQ+koCL83CPokCg6KtYHGkV3DyI4S9DuKqKHkuQixNqLcOQ0mc/2SFKOHKn3p+gDFAa5OlOqz1dl7oqUp3CZWRzu6Xh5RQ7/crqsMktzc1dO7e7unprl5wNfnw6tPOxb6L8733VzobXuU8PVT9XF3xtK/2/N2f97Ov/fe7X/3Bnxz51B/9yu/FkU9LNI9a1A8S1f+TVP+SVXsZwj/2wwwyAxmzjMxfRSprl+kK0GB4NsJcc8G/QXHszbaNbWVyq+5cvNV6i/5f+ZLK3Hh40q9UYe1qn4/woR61FitaJIDJyKZ33U+r1X+7yO8HoR6vlYRb8vow5JyH1CXDcf28XDbpofNi4M13warpsfvjYzdG2qv3Z6wKw51Ez310z1VU/2mj52Gyd7TRM9VePdpg8d5R/uXR3rrhjtKh/tLP9wr/xDx9UPdy9/uHtptP3iu5bS160XX9y++LTpwpPrZ580nHrccPxh9dH7xgMPjAef1P72tOboo6oDQ2VF/Rfy+4pzB4vzes4a2v5IaT6oa9wT11AQuydB5KXE4KQYvAgVGIgq5PlWCmVNXPkNluhaoOg6W3KDJbrJEt0OELayxY8jYqZTs2cy8saTs5+pE+5Hxt+P1A+E63rCYu6FxTapNJfFwYUkZrQbJNrVLRSGIEFwTm4kgANuiwPeBhIAhgls4GIbhAyAVNpgIuwoCbb0VDAlGUzU2RIS7IgJYFKsDV5tg44EocNtMcH2qBA7VLAtVOjuSmd44OR4goZG0zGYsUSilohP9vfL5HIzuNwMLieDyzYIuLlCXo6AnctjZfMCcvmsfK5/noCj5/JJUALADmPlSAY4kiwdSJbODIC7r5WL5xYH4lZ77GYweqstxgKM3myHtEASPSQCTKzIXcOEar08wqkeKryrFOUsQbopsO4KvJOc6BrGJKWKWUXhfgYpKcbLke2M5bjJon1CMsXeqWzfQxGBZ+J9j0ezzukCTsWxzuoUVzKP1B8ZfXJv5fngwoOu2b47M123F7pufu+6udJUvlBb8q2p4n/qzvy7bPe3P7J/7o/75/aQn0WqH4XK7wXKb3nmk7vKlVzlZ4PcLDWYYVjIkCxkiM3FtPktZ8uWs2XLq+Nyf0pv666N74XKVcfr3w7v5kj/hsQaFaJ1e99/h4hPaavCnPnNpXDmUjizKbzZ5FUqpvWBU/GBH2P8P2h817pMng/k9BEpZVCI7xXiuvmrPFR9Gq42H2M3t8bdYyEAACAASURBVFmn+6qne2un+2qn+mqm+2un+msneqomuqvGu6ved5S/77jyobN8vNs43l314V75aFfF6L2r7+5cfNda+ral9G1b2evWi89vFT9uPP2w/o+H9cceVB8aqdz3oOrAo+rDw+V7+i8V9ZcU9BXn9p4z9J83dJ/N6jqZ3nEksXFndG2eel+SJCAYT1HicRIMhg/34qPC2cTdgT4VAuENnqSJK21iS5tY4usBggYfVgdX9CZGP5udv7Rt98fMgqcJWXeDYq6yxCe8WYcZfgYkIdLBRW4DDnd2joV6hHq4UVygto5osAsJ5Ey2dfez9eABIQIAVGQFlwExoXaUOHtGKoieakNPBlOSbMl6e0qCHTnOFq8FYTRAXAQQFwTGBtsilSAox9aVjnbHK4hUvZdXHI0SQ6EksVnZQapsVVC2XJ4plWSJRVlCvkHIyxFwsviBuSJugZCbJ+LlSKUqJsvJFgmwx4NdqVZOVAtHhoWLF8DDBwjxsnalWThTtzgSLe2Jlg7ULe5MK6wvOMAbFukPV3vZy9H2QpiTAObCR7qKsO5KolsQ2UlJ8YhgBhrk3FSxqwBuyQQihVBWrF9gjsRvXxjjmJp3JU1mzBZfyeCVJnv+FsUrTkwwFlTePDv1pHN+pHOq985M753F7pal7luzzZXTdaVLjRU/msq/3Cj59/WS/+fyb/85nPx9V+SXXervhxJ/HE39sidmpUD1JVexnKNYMig+ZcoXMmVmGBbMU86Z4qUs6ecs+VKWdMUgX7skJPuat87D6vd7oZmK9SXHq7Oj6/XDBpVaumyQrBgk697v9UJiKVO8mCFeSBeuLaFZfWYe5lL4s8n82WTuTBJ7KiFwMp71MTZgVOv3NsrnZZjnkyDmAzl9REoeFBP7hPhuAW7T3JDx05Dx03DVzKBpZsA03W+a6DHO9Jhmemunemsn+mo/9tZ87Kn+2GX62Gkc76oY6yz/0HH1w72KD53G0c6qD/eMH+5VvL1z6XWLua1U8q6l5E1L6YvmC09vnHly7fjD2qP3TQeGjftGqvaPVO0fqtgzeGXHwKVtvcW5PWcN3Wezus9m9J7N6vg96cZOdX1uxMEUKT+URAnBoaQoIh/pLccRRVAmBxrLJf3B8a3hi27xFK1c5Y1A0TV/bosvd1gZPpme83nb3tnCPQO6tCMUL52DawjITm4NFFlY8TdvkQGs1W6uGqibytmZBrSzsHC0tEOD3MlgqC/YnQfyEAAgIkuYGICSg/ARdjQ9mJ4GZqSBaSlgsg5EirWjxoHJMSB8NAgbAcKFg7ChYEwIGCEHuHNsXJgYCDGIxoyhU+MY1AR/H72QnyKXG4KD0iSiVD4vnc/JEnCyxVyDmJcl5mdIBFkSgUEq0QukniiqDQgKdCXZuHlZuXhvdfWygvgBof4AN1+Au7+Fm4+VMxnoTLZ0YVo4e/7iSrChk6Byhquc7CRCO3Chtr4QO2+EXSDcUYR2kZIcxQSkABsY7u/s5WbDsMUGE9nbFKzfo2kHw8kHQgMvpQY37ZDV5rBK431PRUsuJkfW5SZfzbrVenGmr3W649ZMV/NS5+35tobJG1fmGsqWrlV8a6n/eu/6t45r35urvplOfS3d//3K0e81579WF38t2fdlX4x5c+uSQb6QrfiUKVtIlyymSRbWLH1LWfLFLOlStmQ5Z7WntLIqPqzWDN8LZetTQd8KzEKE4vvaxaBvf87KyVZyZcs5ks854s8GyYpBtt513Wh3XUgXL6RL/rZ6Yy6FN5/KNQ9IzCRxphM504nsyYSA8Tj/sZiAd2qfV+HMpyGMR0rafSlpSELsExF6hLhNc8PGT0PG+SHjzFDV7KDJXDZMdldNdNdM9taM91aP9laPd5smemo+dq3qDGOdFaOdlR/uVbzvqBjtNL67e/V128W3rRfftpa8aSl+01L8+nbxi5vnn90487Tx+KO6VR7uVx24X33gvunAcMXuvrLCvpL83vO5naczOk9ndJ7KaD+qv7lL01gQuT9FwoskUyIJMDEMFeBOF6IwcriHFIIWQTlCtJ5D3hvAvCwWXuNLb3PkzVxFM0/xPD5tLKuwSao6RKZG29mqAACFpZV061YlACCztg6ytY12d41wdQ51d5NBYBBbl80ARwsnBAjiA4YIgRARACqxhslskEoAKhRE1oHpqbaMNDAtGUROAJPjbClxYHKsLSnWjqi1JaltCZG2+AgwNhQAF9tAOUCIj4srmQXHahjkRH+/lIDAZDY7WybLlknS+bxMIS9LxMmV8/MUgiyJIEMiyJLysyXCJKE4jCNEIkiW9mgbN6aFi/dWd39rOMcKEmjp7gNw9wW4BFo7Ma0cidZOVEtnpqW75z/csFtxaDtfijOH6sLF2fpCrclONmRHR6aLA80VhHW2hznBqFAsBwfjYeAhZM6+MP9TWvrRcO/f1F5nYmWNeeGt2/nGJHZZgrwqS2FMF5ZoCyrzO1sufmyvmW2rmWuummsqn2m4NHf96nxT5XxzzUrPzYXOxtn22vn2+qW2+q93Gj7dNM3Vly9dPbV4LHdpW8TnHNlng7nhYxYi/lxStpgpXcyULGaJVyXqNcn5W57cPAy0cZba7GL6VqAwFxVf86Xf8uVf8+RfcmVfcqVfcmUrudLPBvFng9hckJgluY29109pgrUQIfyUJtxQQnDnUsw8cM3t18kE1sd41miM/zu1z+sIz2chjEdK+n0ZeURCHpCQ+kSETXPDxvkh49xQ5eyQcXaoeqbfNDNQM9FrGu82jfdWj/fVjPfVjPVWT/bVTvXVTnSbxu5VjndVjHVVjnVVjnZWjHZWvO+4+qat7E1r6ZuW4tfN5183n3t569zzG2efXDv+qP7oo7rDD6oPjpjjQ/WBEdOBwfJdvRcLei/k9RTndpxK7ziZfvd4WtuhhOZd0dcLonYnCwIiCBQNCR2Mdee6w+RIaATGXQGHieEYFYaiQPmI4dEK+vlQ+a3I2EpVeDFHeFmi+MPXP8PdXe/kGGsLDre0UGzZrLKyDLYBKq2tg0AgtatzpJurBoHQ4rAiLBbn5uHo5AF29wJARdZQMQAms4bKQcggIDocSIwB0ZLB1GQ7erIdVQ8ixYPJ8WBKnC0l3oWR6OKptyVrbfBqG1wEEBNsjZSBkHKgB9vVHiklEOP8vPV+fnp//xShIC9IlS4Spgl4WSJ+toibI+XnysUGqShHws+VCDIlwmSZnOPJsnUmAFzolu5+1ggeEMnf6sHa7OJj6cq0cvFFeMY7k8MtXBk2EB8Qgm0D8/vVlfCrB8aGSLFnEG3pKCARCsLBcXSCiuut8CRqpUIGE+OAsbX1dLeXYBi5YsH5eJ+TGuZxDfV4lP/F+OCb+UE38hV1uUENBexSHeWARGvKyqsvuFC/u//GydGmkulbl2earszerJxtNk21mGbvNMzdubZ0r2mxq/V7f9eP7uaFW9UzDVeW6kpXLv+28nvuyp64pcLwJYN82fyvOlO2vlVg9WWJl7Ila8a+NVdf/nqI2IiE/Huhcj1xWq801u0bK7nS5RzJikFq5mGjFrGUKV5IF/5tKGJDl2k9X+KYkTDz8F7j+ybS63ko87GK8UBOuS+lDEkp/WLiprlho/nNmpEYNM0O1k72VY93V3/srZkYqJsYqPvYX/uxp3qit+Zjd/Vo5yoG412V492VY53lHzqurMPwtvXCq9vnnzWdfnbj1NPG4w9rD9+vOfig+uCwcd+wcd9IzYER0/7+q7t6y7b1lOR3Fed0nMpoP5HW9ntK22F92+7ohuyQvBg/n3AsLZZCUpMhYriHHAGLwCGCcUgpBiZDI1RIShhWEkbdq5aU6+N3SIUaHCoeh45BQrQQZz3ULdXdJRZkEwqwDAFaq6ytJJs3yywsQm3BajdXLQqhQcGiCdhIEpmFwLpDGQAkH4iUAhAKS6gMiAwC4yKABC2IkgCi6O3oSWCqHkiKtyHrwFS9LTXBmZnk7JUIIsUA8BoAXg0kRFpjgm1RQfYoCciFTnDFhNFpOl8fXQArjsvOUChSxJJEHj9dIMgRi3PEwhyxIF8mKZCJC2XCQrkkVy5T82QoGAPkSLV087WGsq3hbCCKYwkL3Orq+YuLl0egwUt7DkyNtEZygCgOEM6ydGX+ak+0cKeAsd4uFF83z0B3PxnFX3YwMfFGbnJjYdoJvVrAwIDw9r94OcNjfRUXU/3OaBgnohgn1YwTkQElsYoaQ1TTriBTnuexCPc0b1lJQsyNvPjatO21hlPleQ1X9440nH1/8+rkrcqZ5urZtvr5O42fO27O32lc6bn95d61uaarM42X5hvLFuouLF85/r34wI/jeZ93aJYMCrM8t5CxysNCusQcH9Z5WMld5+EvZu8NVCi/Fyo2Np3W7UzmuaLlHHNJ/XdH0zoSG55gQ6NJMJci2MADZ0IXOLbGw4tQ5pMgxkMFdURKGZZShiTkTbNDVbNDZhgqZoeMs4PVM0O1U/01H3uqJ/tqpwbrJwfrpwfrJ3prxrurzGnSh86K0c7y8a6K8a6Ksc6rZs/ShzulH9ovfmgve9VS8rTpzLMbJ59eP/Gw/siwaf+D2kMP6w7frzk4Un1gqGrfYMWevstFXSV5XcW5d09ntP2R0nIsqe2w/s6emNoMVUYU0zsU7a2lkKNIHnKkuwQKlSNgIXhoMAEmR0NFHlgZlBNJSYnm7lUrkwV+XIRjKBoSg4LqMLBYlIcOBYnxcFE72IaBgUHW1oqtlnILCxXAOsrFOQYJUyPcE/CYRBIpEktgomlOaJYdWgZCqywRSitEEBATbo1VAwixIGoCmK63oeptqIkgWqItLcmOlmhH1YHJWjApBkyOBeGjbbBRAEyoNVoOQons4FxHZ3IgHB9H84rz8Y1l+SUK+GkyeapUniVT5ilUeXJ5rkySKxbni0WFEsF2hWSbVJouVvAZXBcXCsDF09ojAAAPBKA4W+H+m919f4EEboJJnQS7PGMuuAQk2zGDbMlyIJS9xZH2DydPCyjfAsq3xUjsCUFuJEUoX3ktL7k9P/ZeXmpxrJrOQGyhOrlEegnO6vllCayz0QFnYnxORfmdUcsqM/Rth7LunfA7EukQTWIfCNFdKwyvzwivS9VcTYw9F599IfVUxc7u6+cmW6vmWqqnm03Tt2umbptmblfN3ayYabg033B5rrZsvvrSgvHi4pXT30qPfPsta7EgYjFLtpghWsxctfStel2zxEvZkrUqQr5ikHzJlW1stq7vFvhRqPhe8BcezCFio8PPzMNGLWIjFX9VIfgbkFjlYbXF9FceXoZ5Pg1mmnkYkVKGxKRNM0NVM/8bD5N91TOD9XPDDebtfVP9NR97TePdxrGuyrGeyrGuivGuioke48fuitG7JWMdpR87L31oL33fVvayueTJjTNPGk8+u3HyUcOx4eqDw9UHH9UffVR/7H7N4eHq/cNV+weu7uwuze+8kNt+OrPlWNLNI7rbB+Jvb4sq1wn1wSR6KIKmJuAi8PAQvIcK6SqFusvRLnKMhwwFl8CREohvCD5Y6xsW5i3xQ0nwbtFEZDoNn8EkxRFR0Vh4HAqmdXUOtgGorKyCrAEqK+tggJXG2UmLgEQhXOOJWB2NpCXi5DgyGuENRoiAKDkAHwrAh1ujw63QkRZYNZAab++daueVZueZ5uCVbu+ZCqbogcQYK2wEEBsBxmlAGDUIHWGDCrZCyK1RcluUxAEagHDCy9D4GDIhjk6O8/LU83iZSmVWkConONigUmTJxdkSiUEkyhULCmXiHTJ5gVQeyxcT0QyQK83K1QcACbRCcKwxgq0I7hYIezOEswkVggo94Z9SYe+XZIFVWUGFFu5+//BgIwUFHpxtWxBBIKTMFi9HEjn7IqM68hPvGXSNGQkhgVQQxRUa5oPO4rHORssqU4SX9OwLWm5ZjKwyRXd7b1LTftahMGgik5jqF12aEtWQE9yYFdWQranLTrhRkNm0/UDrgYrmY13XT442lU03Xp27duVTfdlsdclc1YWluoufa8uWa6/MVVyYLju+UHxw5XjB0s64hWzVUqZknYfVKiJLbH6r6zbMKVO+/Gu+4lv+X05D/ChU/CxU/dymXA8XG3kwf5dz/qbNiTaW1OtILGYI1+YizIWEcD5VOJciMGsR04ncCV3geGzAB43f6wivl6GeT4OZj5TUB3LafRltWELeNDNYNTNknB2smBmsmB2qnB0yzQxVTw9UTw3UzAzVzQ03zI/Uzw3XzwzWTg9UT/QaJ/tMkwPVY10VY53lEz2VY/cuv7tz/t2d4g/tpe/aSt62lb5qvvCs6ezjayceNx5/UHd0yHRguPrA/ZpDD2qP3K8+NFS1d6BiV9+V7T1lhT1lhR1ns5uPJd44EndjX3RTXliZlhOtwFFDEfhoAjoSh4kgwoIwjhKYqwwNUeEhQRhIEAaqQOJFMJaCECBA+pHsg7GuCTRMpi8l1ZMcS0TFYhBxSJgW4hZubxdkDQi2BoSDQGpHuxg312i4hxrhEU8hxNJJGhIuEk9gQikOcB4QLQfgw8EkDRAfZYONsifH2VDiwPQkW890ECPFhpJohdMC8NHW2CgrdLgNNsoWp7HFRNmiw23RoSBUGAARYoNS2cKFtk40lL1HKBadSCXraJQEL1oqh5Uhl2WHBOWFB2copGkiYYZAmCnkF8glhVJpvliQKRYKvVgOrkRLZzoIygXhpEC8zBIl2OLqb+ka+A833haSlhZ7laQu+wcm4heowIYg3YqVWRDiPeOuYpUHt8CkFgghEB0Y5i+6lZLQlZPQkpsYL/a0p7rQtAK41heS6qOszFA35fPLotmlavYFTcDpKM9DSs99MtoOETrFi71HltiYH1mTEVKeKLuaEH0tP/HGjvQ7e1JuFmaUp1ypLHptPP658uyXqvPLpuJFU/HnupKV+osrDWWfa0sXyk8tlx1dPl64sCd+Pi94MVP2OVO2mCk1BwdzB3YxU7KUJTF7v1cM0i850tXGa570W75sfdXxP4tUPwtVP4uUP4sUPwrXO7DybwXyb/myr+ah6hzp11zZ/6pYr1FhPs5rnhASrK09Fs2nCudS+OZtNNOJnAkd62NcwGi039son1fhXs9CPB8paQ/ktPty2rCUsml2uGpmsGLtGWeHquaGTXPD1bPDdbPDdTPDNXPDtZ9G6uaGamYGqqf6zF6m6tHOig+dVz92V7xrL3vVcv5164V37Rfftl98c6fkdfP5502nH1478eDaH/frj/RX7hk07hmp3j9SfWCken9/5e7eK9v7rmzvu7K999K2npK8u+cybx/X3zoQfTM/7LyWExKMI4UgSFFEdBQOH03CqyluQWgXOdpDgYKoUFAl1l2MdGa74QIh3nRnIdpejYPo6bgEGjaOhNZi4TE4WDQKGg310EI8ohwcQkFAjZNDjKtTlIujBuqhRcHjSbhYMlFDIGoIJAmOikL62CIFNphQMFZjg4sCYSIcidGO1DgbUrwNJcmGmgQk6axQUQB0BBATAcKpwdhoW1w0GBsFQocB0GFAbBQQGQFEhQOxITZwLsiO4O2BSWIwkhn0DE9aqg89hcvKUihzQ0NzglVZcmmmRJzG46bzONkifjafk8llx/PFFCzTzs0TCONuhQm3IEQgjNgKwvnVlb3ZjfWrOxfolc1MbCRFlfwDF25BkNvTw/8BUwK8slnJtTjxvs3u/M3uPgQU41yEqitbfysrKS+Uh2NAPfxRuCgfmIZBzhGGVRvCr2cH1aWLy/UBZyO9fwvyORLkd0Dlt1tC2xYYWhana8wOqUz0PKbwOxFh6Pht98Dp2JuFIqMuqizm4IWknqt7ZyqOfyk/86Pm4kr9xa/1ZSvXLq1cv7RUdX7+/MGFY7kL++LnC4IWs2SfM2VLWbL1EGGeIF3KkiwZJJ8N0pUc+ddchVlbMFs/zGLc+nEt8/vrDj/pnzdTcqUbdYk1JKTr40FLWYLFTN5COt+8HP9Tmrm2Fs6nCta0ara5xTQeF/Ah2uza8HoWynysoj+U00YUtCEZZdPssGl2qHJmNT5Umd/csMm8gml6sGZ2sGZ+qO7TSN3C/YbZwdqpvuqJvuqxrsr3HVfMBu/XrSWvWi68aSt5137x7Z3S183nnzedenjt+P36Yw/rjw5W7eur2D1UtW+oat+gce9A5d6+Kzv6rmzvvbyt/0pRX1lBV2nevXMZdw7pbuVHno4TyMIJ+CgMKRKLicQQtESMGucgc3OVuKOUSJQKg5KiYHyEu787junKwjorYY7ROFgsCRVLROkoWD0Nn0DBadAwDRyigUGioR5qN2e1q1Oks0Ooo60W6qbDIuPx6FgCNpqAj8Lhw/EkPo4Bh3mBUCIQJgyMjgDiNCBSlCtT48CIBdHiwfQke2YqmKizQkYCUOFATBQQE2WDVYNxGjBODcCEW6NDrZEhFogQC2wYEKsCQrlQF2IwHp/KoGd6eqb7e6WyPDOF/BxVcE5QUK5Kla9U5kml6VxuBo+bweWnsbl6TmCYDxuH8AfCeFvhws0QHgAlAqL4v7j5b3UP2OrK+gdcZc/exTbcxUeWbMGGONNCAaTgTSiVDW93oKEZJ94D8OC5eDDi/XyvJ8VV6XWnddp8TYhY6E1UkJmpHFJyAGm7WFmXHd2yPfyagXcuirZHiC9gE/PZjO1c731iyTlNfGOe4oqOey5Seiku7c5eQ8ehuKZC4eU439OhvAvqpIu6usvbpown/3Wt7Gt96bf6sqWGi3N1Fz6Zzi5ePvb5xLbPu+OWclWLBuniqp1JsiFESBYzJUvm41oG6Zcc+YpB8jcezEj83HB2cfX3f1/m/atIt+57Na8qW8oULWbwFzMES5nrwWGVB3OvydxfmtIHjscFjGr936l9X0V4PQthPlbRHynoq/FhetA0M2icGaycGTSuFdbG2SHj9KBperB6drhufqR+brDu00j9wv36mYGayT7Tx94qc5t19F75h46r79ovvW4tfdVy4e2d0lctxS9unn7c+MdI/bGRmiMj1YcGq/YNGPcOmfaNVB8cqto/ULG751JR3+VtfZcK+y8X9JUVdBTntJ9Obzusv5EfdT5JGhlJp0Vi8ZEYvBqHDkHC5RCY3IOkhNOVSKwMjhZAsSwPhjeUS4EGoSERMPdYIiqBitPiETEElJ5GyPL3TKAQojEILQYRh0Pp8Zh4LCIGAdFA3bQw91gEJAYF1WIQMTh0DAEfQ8BrCIQADN0FEQDGKUHoMGucxtEzDs9PgQYkAslaG2qCLS3Znp4CIsZYIkIB6EgQTmODVdvgNGCCFkTS2hDUQGyEFSZ8MzpsMyrUGhVsC+cRYWQthZLFIGf6emawfTN5ATlSsUGhzFeqilRBO4KCC2XyDC4vNZCbyuZkcALS2ZwgHyECwwbCOVthPCuUCEyQboWzt7gGWLixNruzrUgaZ+mRgJw2TPBJB89YMC3yF3TwJnKso+I0P7cDxd9uDeUyUIwToSEVCdoTMerjSbo9CTFipR8qiETN4hFzBYTtYq/fQ7yPKak7uaRtgeQdAspuAWUnl7FXwvotVHkxIaQiRVyqjb6WldhalNBcpKnLlpXEioqjZVf1ysoEfVXy6XLD/coDCzVnfl6/vFJbumAqnjeema84tXLx0JdDqcu5wYsG6UK2dCnzL/HhzwMR5kZTtnQ5e9XB+s18I+K/4sOfYBTKf27Y4bdRut6YOJlHSTdsejUHhz95+JQmNC8cmE/lzyZzpvRscwnxXuP7OsL7eZjnkyDGQwX9gZw2ss7D9EDlzOCGRtNgxcxg1exg9dxw3fxIw8xQ7WS/aXqganawenqg5mOP8X3H1fcdVz90XH1/98qbtrLXrSUvm8+/brvw4vaZ500nH1/740H97/drjwxXHxyuPjBcfeB+7aEHtYeHjAd7r+zsLtvWdbGwuzS/q8TQdcHQcTa77URay9HkG4XRVxMVOyL8ZEE4YggSE4SAclygvg7oQDdCoAud7Urxc/T0dmHRnJUUSBQeqsFAo7GweDJGR8FG4+CxREw8GaenERPpJD2NmMykJNLJeioxkUpMohETyXgdFhmHgETDPaIRUC0aGUfA6ajEOAoplOSFQ3oBEVwAJgiIjbAlqV2Zcc6eeiAx1poUD6ToQfREW5oegNVsgYUCMVG2BC0YHw3Ea8DkODua3o4cZ0PQWGGitiBCt8JUVkilHYxLR1B1DHKeH9PAYmVwAzKF7EyhyCASF0hle0NC94aE5okk6RxOWiAri8PKYgek87ih/nwIzNPC1ccSxgWTFWCi3MKDu8WdvdWD5eIVZeufAg8775vTgQj5HUDWWKBDrMjaX+nJ0NDzgm3d7oJ9DghxjB+3LD7suFp1TBNxMCZ2R2ysRBEACSGSC8SMnUriLjF1v8j3sCzgsNL/txD/YyHM/TLqLgltt4y5X6m8mBh7LTekMjnImBxVnyUq1fLORkbVZmgbsmOaciJvZsqvqnMuxt2p3jd9vfjrtUtLxuLFqpL5quLFqlNfzxR92aZZNMgXDXLz8qXFtQNC63LEUrZk2SD9nCVZzpb8GSLWeq9mJDZS8WPbnyfc/4wSqzNDMrOA/TVXutENvpwtXsoULmWaW0x/WUizplULZpN5f5bU0X5vIn1ehHs9DWY+VjEeKuj3ZdRNUwNV0wOV0wOVq1FiqOLP3GnANN1vmu6vmR6smew3TfYbpweqpgerP/Ya33VcedN+8e3dS+/aL75uvfCy+fyL5rMvms88u3XqedPJJ41/PGo49rD+6EjNgaHq/SO1hx41HL1fe7jv6p6uSzu6LxXdK8m/W5xz97yh47zh3ums1j9Sbx1JasyJMKqFJUq/fCmFzXPHBzrBfBwQDCc41cGdYIOh2HqSwVKKq5oM1VNR8SREDAEeT0bFkFDReIQ5SpjZSGKS0/2YKT40PYOkZ5B0NEIClZBAxusImDgMMhYFj4J5qBGQWDxGzyAnMBlaqhcbnbuGwwAAIABJREFU5+UE9bJGiWxwwWB8JIgU60BPBJISLHDx1iQdkJYAoulBlARLtHoLLNQGq7Ynx4KIWht8jB010ZGRCCLHAgnRAHSEBUyxBSLdCpMDoRxvDD3N16eAw07jspP5nAyhwCASFkhEO2SyHTJZkUyRLxNl8tjpgYEZHP88rm+BiC/3DHBywlg4UixgXBBODkCJN0N4v7qznGjBLn7JAJ88RKzJO+eOfWDOL3CJDUUD9ozbykhBRlcKdw1To6/6+qpPhIRUxWpOREfs00YfiI7P12qkIWxyhCcpg4s2cF3TvJFZfgRDIC6XjS/gY3M48HR/tIFDLBLjC/n+R0KDjBlyU3qIMV14Npp9Ikxdm65rNCTfLEi+nR9Wo5deiUwxJlY17H3XdH7uWunna1eWG8sX6oo/X9jzZWfskkG5ZN5suQGJ9SUD5pOkZtPrcvbftYi/8LBdufrjr1d6/547rV5RkW6orcVLmavtpg3xwfzMWjV3Jok7ncidTFjl4a3a90W417MQzydBzEdKxgM5bdPUQNVkf8XUQOXUQOXUYMX0UMX0cMXsSOXccNXskGl2oGZ2sH5mqG5qoHqy3zjZb5waMI31VL7uuPSy9cKrtguv286/bDn77Nap57dPPW8+/fz26edNJx9f+/1B3W8Pao8MV+8fqj040nB4uO5Iv+lAz9Xd3Zd3dV/e0VFacOd8Tvv53DvnDe2nMtqPp7UdSW5MUVVKva+wyKfZxNxAFD/QFeFlD6M7uWBBDmgAhGKHpdp7Eh0kRPd4Ji7Zk6ijYeOoaA0BpiUi4imYOBI6lohKIGPSvKgZvoxET0qSDz3Jhx5PxceRsHoqMYlGTiDjdXhMHBYZjYLFEjDJDGqKF13nSQ+lepFR3iA4C4BRAPDh1uQYO0aSPSPFmqjfgosFUBKBtCQgORFESQBgo7dCg4FYtR0lzo4ca0fS2tHibGhxNpQ4ECnaChtsgZBsgUg3w2R2kEBvJDPBj5UcGJjE4RjEom1yaaFYUMDnbpOIdyiV21VBOVJZKpebzQnYxvUr4gVuE4uCPH2dXPDWboFAuBiMkVqhxVugfABa4uKtA3omAQJ3kpNukBOqfsGrgbQoR7+EX0kaC698YkKj6OBLbuq1HdrtN3RJF2Oi92tCdkWGF6nVu3W6ZG0IU0Z3EqAtBUiACOUSRoXE+yBSAt113q7xnvhcIXmbFJXNtYuhMg6FSisypVfS5ZdSJcUJ0vOxamO6viEn+XpO+q2CrJv5Sdez82/l17b/9qj17Ni14oX6sk/VZ5eL93zZGfc5V/k5x7zZUr4xPsynideqCMlytmwlW7ZikH3Jka3yUPhnyvSjSG5+P7crfhTJfxbJ/7lN/vO/osSfk6XmK4w5os9Z6zz8ba56/Z4Qdy6FO5fCm0niTuu5E7rAsZiA9xrfN1E+L8K9ngVv4GF6sGqq32hGYnqgYmbIODtsnB02zg0bZwaM0wOmmaHayf7qiT7jx97y8d4rE31XP3SVvb574WXb+ZdtZ1+1nXnVevpF86mXLWdetpx7cfvskxsnH9T/NlJzZKjm0ED1gcGaw0O1hwdNh/oqD/SW7+65uqvr8s67JdvaL+R3FBe0nMu9dSKt+bC+eV98tU5UIaSbAsjl/oQzPFoQF47wc3L3dnGk2NkRwe5MZ5ivG97HnUp15RDdYpiEZE+yjo6PpaETGPhEJjGBho8jY/Q0XJa/Z5ovM9mHnsbySvVl6JmkBBoxkUFK9aKnMCkJJJyOiI3DoeIJGD0Zn0KnJHlSdV4MAdXHCeFnhZRZY0Ot8ZE21FgALd6arLPExVhgtZakeGtSApAcb0uJB2CjfvVQ2WAjXWhxrsw4O4oWRIm1pcTbkWOAhDBLtHIrVLLZXWQJEdm7+/lgvZK4wgw+L40bmMXh5rIDC3iBO6SinSr5DpUqVyLP5HEMgf4FnIACbsAOPjtXyPcneTt4BADhQgBKYoWSW8BFmz3Y1lgxgBK6laKz5R4kxNW4Sg9vpcaAPGMs6epNyEgwazczq0Ww90VIVuOFvN/rElPPaML3R4Xs1kQeiIv/PTV5d6ouNEyMZhNtApF2UqJbhBc0juUQSbMJI5ILpJzf1QGHQ13jvSApHPJeJeO3MK9jUayTMZwzsZLS5EhTZnRtZkxddtq1/MzreVnXDHtvF11tPdBz6/jk7Ytfas9/P7vry46Y5VzFikG+lKNYzJEtZksWsqRLmdKldPFShnghU7yQJV7OFq9kS8yNV3PKtNp4XT+Ysk3+o0jxs0jxc7viZ5HiZ5H8Z5H8Z5Hi57a/RIbvedK/HZ4zH+r974kIswN8IV3wKY1nlqtnkrhTes6ELnDUzEOk78twr+chXk+DPB8p6Q8VtE2zQ1XT/abpfuPMasq0+uaGjTNDxsn+ysn+yvHe8rHuq6Ndl8a6L37sKXt/r+RNe/Hb9vNv2s+9ajv9suXky5bTL5vPvbhd/OzmuUeNpx40/DFce3iw5vBA9eHB6iND1UcHKg/1le/rubKj+8qOrss7Oy4WdZRs6ygubD2de/NY6u2D+uY9cTU6kUnqVcmmmvjM01JvlQQPYbm6+LvZejvaMp3cfTxggRAKD+PDwzGZkACCq5qOTWIQ9F6kZG9aEpOsoxN0dEIik5jhz0zxY6b5eyb70FN86Kne9FRveoo3PdmLlsSkJjEpCVRCLB4di0PriDg9lZzEoCYxSBGennhcABgpsUYFgTChYGIkkBFjQ02wI+hAhDgLYowFPtaKEGdFiLEhxgDQEVvc5SBsuAsjzpEaB8Zp7PDR9oRoEDYCiAkFoIO3QsRbPISWEL6Tm08gyT+OzU4M8E33ZWUH+OZyfbcJuXuU0t1Bsm1Scb6AZ2CzctgBBXx2IYeVx2XFBPDQCD8rONcSrQCggq0Q0i0Qzq/ugb/C+b+gVJuJeoj0GDWu0p673YYZb+sZvQkm/gUb7Sg8yioc8N92X5x+/dS2C6bUtPNxmv3qsIOaiDOJ8aU5mcV56YX6UC8JFcxC2EqJTiGe9kov+yAWOiHEd0e857ZohC4CnRaDypUStksIRUp0voCwQ0HdGyYuS4mozw+rzw2vy45pzElvKsy/uWPX7R2/N++qvLZn0Ljv/UnD1E7tUkHw9xzl12y5+Yb0UpZ0MVuxkCX9nCn5lC2ZN0hWssRfssSLOdKlHMmXHMnqUqbc1UE5810Ic6b0z7Vk6XuR7GfR6omtn6sXSmXf8+Tf82UbDpOKV3JFKzl/n67+az3NX9Pj2FP6wDULk9/bKN+XYd7PQzyfBDEeKWkPFf8vWW/ZHfXdrn9TCkQnAnEdn0wyk2Tc3V0yPknGPRN3TyAeIEYMK+4a3Erx4g6FGtLSXrv7fg33g6G0+/qvda7fmhcwn3Wc9j1O9LJfvvvm7ZXtb69ESuqtP3679e2VLT9+u+Xnb7f8fHXbm8tbXp5feH527tmZ2WenZ16em3l1ftPzMzNPT009Oz315OTGh8fHHxwbvX909O6hsbuH1t85MH5r38j13QNXd/Rd2d57eVvPpa3dl7d2X9rccW6u+fx884WFlvPzLWdnm87ONJ6arDsxVnVsne94j3OpyXrYItwhJC5ysFul1HYBls4CpZPTEwkpAHJaEj07nZGXQs3KpOZA6UBgSSoIApCUgJ04lANX5MCiXLjiCnSBFYUoRyGcWJSbUOIlYTwkjJeM81MJfirRQ8a5yVg3Beeh4n1UggNfYitFOTAoO6bIhkFVopDlqBJRETkLQo+GCOPB0mSYKgllWF1iX4N2JaDdccXuhGJXHMoWhyyPgRkAMEMcUB2VI40DK5IKdEkIHQCqSYLrk2D6eLAGAFMDoPKofPHX2fyYTHpaJp5eRLVTGAEyMUDF+RnEWha1mctuFQmapaImEa+WTQ/TyXVMaiOLWssi++l0CoIQn0eJhUhigJIooCAKKIyFyGIgkhUg4TKgPLrEC5RthGsn0pg1Sfjyr0GiZdni5YWuNPF6VtP1ksAlmudgX+P0Nl9o0mQYNGknHdYt1Z7NYdfWGvf6WpdBywZRQAlkZAKRkUxSrKaZU1iVqXx/jrqryDFUUtWIrKosqDFCqoQZTkqGi0kasXIWPcw5B3PeLt7uZ09bVVt9mm0e0w6fY7vPP2Ft6JINhFl76sVnG8T3Q/yfffwPAdFvAclvAfGHgOCDX/hrQPJLMHJzUfghJPo9JPwjJPxUJfrj86NqwZ81gv+pE/0V4eFLNEj+vybpXw3iv+pFf9V/yZfEf4bFf4b/BUMVL0Lg373X/3bG//JuLrKy8dZGfV1Offm3PjzUEO4qsd8rMBEklv16fefP3+348dttb69sicAQiZ++3fzjt1vfXNny4tzc09Obnp2ZfXF27vWFudcX5l+em395du7Z6ZlHJzY+PL7+wbGxe4fH7x4av3Ng/Na+0eu7h77bufbbb/qubO+9tLX74tbOC1vaLy62XphvubDQfn6+9dxcS0QfTmyoPjIaPDzgPdHjXGou32/if8PCbReQRxVUNRMKJKYlMTKTmFlpQnCaCJrKBq4m5yQS0mNLkwCwaCQ0SVUCteNQTlyRHVPkxpe68aUODNpeinJiUE4syoVDu/GlbhLWSyF4KEQ3heCjkT1Uoo9BcdOITgreSca7iBg7tsiBQVWiiirgcCuqmFhETYJyokH8eJAkGaFLLrIkF9sTit2AEk8ixgsodsUV2gDIioQCSzLCHAfSrsgSr8oVA6CqBJgaAFEDINp4iC4OqgVAVHEQ5cp82fIswcp0RnoGQVpM9ZMJQQrGTyPUMamtXHYzn9smFbaIeM18dgOH1sAkNzFI9UxiHY2ox5IyQMQEqDQeplgOFK4ASqLBsiSEBgCTfZXHXYk0xuEacqXjOeLuuOLyaIhsFVD8FaRsFTYELFtkt94C2Q4SXQf6m7dt81VPlxs3uqybw55dtcGddVX7GquPtteP+yqYXF5cAScBaUwnhoCCnlLjZk7oJN1/AO+eL/GNMzs20Tu7VxuZOV4Gb8bFnfNQJyqIY2bOrAszpCse0JDXl1M22mQ7quXbA2WLLt8Wb8O8t2ajpXlMO9wjO9Amu9EgfRXifwxxPgZ57wPCD37h737RbwHRx5Dot6D49y+XeWtEf9YI/6dW+J8awf/Lw/82SiK1xP/U/+ulRFj8RxX/Hxj+Wd/gf9ng+BcS3C+ziMgI4k0l7XU59YUpssJEeKgh3FNFWkwlt6TFyz7c2v3r9V0/Xd0e4eELEj/+DcarC/PPz869ODf/8vz86wvzr84tvDgz9/Ls/PPTs4+OTzw4tv7e0fF7R9bfO7Lh9sHxG/tGru8ZurZr4OqOtVe2913a0n1hc+e5xbazCy3nF9suLnScnW05Nd24NNVwcmPt0bGqQwO+A732A92Vh9vKdxsFc/TStQKMToiAUDNSuLmrpdAUEThDDM0Sw1NY4BRKfjw6GQBcVQRJEkMyTEhQZTHcg0N7CKUObLGHgPESsV4C1lmKcmJQLizahStxEkodeIybTPBRqX4q1U0mualkJ4XkIBMdJIIdV2ovLXSWoivRaDMCUl4EK8NSEAhmHJQXAxLFgRVJBXpAkTG+qDyh2JlY6gYUu+KKHDFwaxzMlISwJhWY48Car7NEX2fxY0EyAFQTD9LEQ3RxMH0cVBsHUceCldFA6apsfnQqBZxVrMPgAiR8iESoo5Ob+ewGHqeJz24VcNr4zFYurZVFamMSmxn4Vhq2jsUsLaQmQyU5JGdCSfmyfMkKsGh1kT4eIluey45H6+JKnQByXa6kfw0xFAVRxcLk0QXqFQWmaFITqGIfte12pvEg0XWsu3PvfLhxo822yedeqPJsqfXvrg9urQ/0+wJanQ9MrkzDeNOoNXDVANowBZUPQqR9MM1YqXuHZuiGccPpTENZWiWVMWHjzDspG8y4wTLWtI22sQIzWFYyaMSO2Vibg5K9dcr9dfoD9bo91bI5h2qLy7bLE95ma5kzjLezrwdYnwKC/wR4f/j5vwcEv/sFH4PC91WiDyHx72Hx375Mgj+rBX/VCiNVxD89pXrxX43iz0jU//M04j9h8R/Vwr/TJN6/Wq7/9Wgu8pSU897L+mJF86Od+aaSHpnHPTMQH2kJD9T4eyrcHXnpbVnJTQl62cfbe97f3PPzd998UYbPcXnz28ub31xe/OHS4svzER4WXl1YfHFu4enpuaen556emX+0NP3w5OT9YxvuHll/98j62wdHb+4fubFv5Ma+ke92Dl7e1n9pc8/Fxc5Lmzsvbum8sLn9wkL73zw0nthQe2Q0fGjQt7erYlerdXedaaOB42cjuaw8OC87RwpJlcESBMBkfn4qD5jKAScxgPH4jGRIHC4nUZeTbshYYwJlVaLALkyhl1TqxKG/IOHEoD34Ei8R68KVOHCfefDTqV4axUEiOClkH5PuodOcZGIFpriiuNBWXOzEldqxhRY0rBKD46NoqSBKHIS/CiiJAysBCG0srAxQaE4otgPQ9riiyiiYOQZmjIMaAXBTQoEJANOtypV9lcFfmS2KAyniIeo4SFkctCweqomDKOJB0rg8UVQmO2Z1SWEO0oolhYnEGiqpkcdq4rNbeMw2LrODS+9gkzuZxG42sZtN6udS1oo4GgJrTT4jqcicz26IQZm+AkkS0fqVQPFXOfz4Im0q2RlVXJlCbwQLepKx3iiYKhomj0dqVyHM0ZQ2hPsUqfVBatkeSnDJ13qoMzCw3uHe5jXNh92djqBa4YIw7BkEZzbOsxrjW00J54lb84TNWezqPF5jtqgPH9xvm3sh6TmQJJUkaLHEYTNtthI3bigdLqPPVNJnKvFjhtJ1WmSnnDJZydkRLDvdITtcI9njl233iRec8gW7ebPLudvv21I53KU83yh9Wi/6qUr0IST+EBRHrAY+BoURHj6FhX9UC/9tt/FXnfjf+vC56fRlg6NGHHHiiBwQ+qPqv25q/R8YIiX1Ow/r73yJ9dbGeF1OjTRbn+oJj8uID9T4u0pshIdb0uJlH2/v+XBr7y/XdkaU4c3lzZF4e3nz28uLb64svLmy+dWF+Rdn516eX3hxcfOzc4tPzsw/PjP/+PTco9NzD05OPzg+ce/ohjuHx24dGLm5f/j63uFre4a+2zn07TdrL2/tu7zYc2VL74XFznML7efnWs9sajo13Xxqsun4hvqjY7WHRqp2dzt3N1UMu2VKMbKQmZXPys0TQrJE4FROfgobmCmAZglhiUxgNDU3rnh1IXi1IifNmpZiyVpjzk2xFeTZ0DB7aYGHUOIiYtz4Uj8JH6QQfESch4D1ELAOPMZJwLpJeA+V5GHQfCyGl8Xws5k+NtNNozhJBBsOV47BOnHFHmxRZQnKhik1YohFYBwATI+GyGLy5ACoOgaiiQJr4wotiaiKOKQ1tsASBzfGQnVxcGNcgTUeYUmAm2JB6q/SucvTmbFAMQCqjoWoY8GaaKA8Jk8UnSNclcn7OpUKSEXxkZgwlVLDpNZzGG1cVhuH0cFldHFo3RxyL4fUy8T30rDr2MT1IlYdhweEUqNAmnR8EMRrSiixJ5WaYwoUy/PFUXBtMrYCUGyNRtmzWJ25nK4YdOUqsCylQL0aroxFGONpXbiay7iG7+IlmwqcR8191zrrN230NQQttRxVb7FyJF80mMvtA/I71xACALRzNc6VSfflsMNpjBBQNaAcvKPf+ELUcTxDrYuSFlGHytlTDnS/Gj2gJU1a6ZtstEkLdq0mK8RADxoIU3bGnEexr061v0a62UsdM5MGteL1Vs2s0324PrQn2Dhl6OgX99czttey79XLPoQknwLCf7+b+1T9xZXsv3n4q0H8v/X/nKz+q078n2pRhIf/OkP6e5D3RR/+7/r35+bSz07mTw7Wm0r6Kyv1pYX8zEh8osM/0uIfqgn3/q4fbstKIzzs+fX6zp+ubvtvHq5sfvvt4ttvF19dnH92dvbZubmnZxeenJl/enbx2dnFZ2cXnpyefXBi+uGJ6YfHp+4e2XBz/8j1PcPXdg9d2zV0ddfgd7sGr2xfe3lr36UtPWfn2s9sajs51XB8ou7EZOPSVPOJjQ1Hx2r3DgS/abfvaLK5DJRc0upMTm6+CJ7Jh6RzgFlccI4AlitGZEoQCTxwAh2YiFoDz4mTZyQZs9ZYclMsWasrQJm2QpC9GObBo7ykUj8JV0UnBSh4P5ngIWBdeIyLiHMRcS4i3kMl+ziMAJflYdI8LIaPzfKymH42y8Ng2CkUJwHrxBTbMaV2TLEdWyIowqeDKXEQaWy+IgYoBYDksfmKaLAWgDQlosoT0ZUJRdY4pCUWbomDR77mhAJjPFSzMlu4LI21MpsXC5THglQx+croPNnKXHFUtiA6TxKdy0ODcS4KqZHHaGIxWxi0Vha1i0PvYVP6OeS1bFI/k9hHw/ZSccNsSh+fgykgxYAUcXBLGiUMEXfncKsTsOavofL4ImNcoRmAMscWWmOL/dnc7gxmY3SBbjVSlVGoSYAqogosybz+0tDJNbKZXP1OdtstYc1JgWMRrR6BKkdB6pE88WAmuzeT05KM8yajXVkEXxrJncWtx9omTGPfqQfvEasuCDsulPo7VnJL0bUq7gYPqkNV1CkvWasijhsYk5aStaqUAD2nTozsM4G71PA+dUGfBtOjxfZrEc384iYBb73Ffqih+mxb+ES9caedNyHV9tC+aRf+XC35MyD4M8T7o4r7KSz4PSz8Myz+o0b0qU70598X5b78+/+3QfJXnejvEP+nVvhntfDvS9WCT5/L6H/XD8J/8/DBx4vMHyKTh7c2xpsKxisL9bmJ/MxAfKonPtISHqoJ91WEu0rcZx4+3Nr94dbudzd2/nR122cSrmx5e2Xzj1e2vL28+c2VxTdXFl5fXHhydubR6ZmHS7NPzsw/O7f4/NzC09ObHp2cenRy6vHJ2ccnZ+8fnbq1f/zGntFbe8du7R+/vnf46q6BKzvWXtred2FLz9m5jjOb2k5MNx9eX3d4vO74ROPR8boDQ8EdPc7NTebNTeV+GxfJz4cpkEApMoMPzeDDMoWwFCEkVQxNkSGSxbA11LxoeEJ2bpQqZ7UDlGXLz7TnZFSCsuzQXBca7MEhPVikF48O0Yk+Ms5PxvtIODcJ66OSvBSim0zw0al+NiPIYXsYNCeF6mLQfRx2UCDw8jgeNsvNYDgoZAcB68SVuInYcgqVhGKkAjkAqCIKKInLEyYCpbFAZTxcF19gTEBZE9H2WGRlbIE1Dm6KgRmjoPooqC4Wro+DG1fly5elMr9O48TkCOPzZbFAWTRQFpUviwGpYkGq1BwGC00MMKmNTEoTi9rOpnSxKP0s0loWcS2T0M8grmMSe6mEXip+LYsmQuEAOewYiHo53JDKrEdo1qWxquOxljWkyiikcSW8DIC2RCPLAZhAHq89nRICoEwpxYYkpDYaYYzD+tP4/UnsgQzxJN53AmT6JkczC9VP50jW5UrWZvC719CbcjhtWYzGRGwwg9YAlvRjnFsqFl45t/1CCp9A2w6Sq46VegfiONQ0A5HcY6auNZf2qAvaRahOCXnciO1XAkP0NTYKvFGJ7tIU96jR3TrskEm+PSicsRW1cEWbHGW7wqb91cEzbb6lJs02m3hUsK6e+iYseV8l/qGK91tY+EdY/KFK8GdI8GdY8Fut4FOkXK4V/afui1ZIvmy5/vXZbUAYcfL7I8z7FOJ/Md34e4spsrLxT4spstz6k4P1o4P1ppLxppzxykJ5biQ/M5Cf6IiPy0iPNMR7SsL3ctwdeekd+Wce9ry/ufvn775MoLdF2q9v/9aKHy4tPjs7+2hp5uGp2adnF56cXXh6Zv7RyekHxzc+OD756MTsk6W5+0en7hzccG338PXdw7f3jd3YO/ztrnWXtvdf2tZ3frH71Ka2UzOtJ6aaDo3WHBqpPjJSc3AwtKfXs73TtrnZNNNgCriFBE0xTI3KFRdkCeDZQniWtAAgASeIwWkKZKasCEDKiYUBCPBUeyHQjwCFiqAhFMxdAHIjwA4E0FUEcaPh7tJCD77ER8H5KAQvBe+nEYNMWojN8NMpPjrFz2IEOSwfi+Fm0D0spo/LCQoFQZEgIOBXiUQ+DttGJNjwWDeN6mbQrRQGHkVLBHOjIeoooDwaJIkGSuPhmniEPhaujy8wJxRVJBZVJCAt8XBTLMQQCzXGwIwxCHMcwhiVp1iWzl6WSlmZQYvK4cUCZbHQshiIGgCSAcDydDCbiSb76aQmFqmNRephk9dxKAMccj+TsJZBGGIQ1tKw/cSSIRrBQ8QD86gAmHI5SPE1wprJaQHL+1bTQykMXzrbD8CXJ+Kt8cXWlTAjAOXIptWnkcKxRfbYwoqYgoo4pC2hxB+HCaewOwot82mS4SzFGMQwna0cBmvXw8o2wLRjMPUoSDGSJVqXr5ooDRxRjD+1fvMHs+cGwrAJbZzHO/diy9clsumJ6pJ8N4W61kQbshR3KoraJYQRPWVEh2jgptlJpe0a5piVsdGKHzUxFpzmM+3lSy34ERV1wiTbEdDuC1lO1FoPVykXy0UbFbV1zJNV0rkgs95RstXPfl2t+K1G8nuY979BwZ9h8afqL459wn9MBmo+D6T/+r+bGp+qBJ+C/5Uy8f++IcSL7G5EngRFyui3NsabCvprK+2FifzcSHpmID0uIzzU4CP1dCRfuiMvXfbx9p6Pt/d9vL3v1+u7fvx2+5vLW3+4tDWy1PSFhzeXN784N//k1KZHS5uenpl/fnbhyem5h0vT95cmH5yYenBs+u7hidsH1t85uOHW/vHvdg1d2zV0bdfgtzsGLm3rv7Cl9+xC16lNbSdnWo9ubDg4Wn1gILSnz7en17Ozy7mtuXxLk7k3pJDpsMUaFEhVlClDZiqKctSoTA0qUYtcrSnMUKIyJMhofNpqcJwGBfajob4CYBiN8CCBTkSeBwF2F4BcSLCrCOouRnoJpUH55cDyAAAgAElEQVQGKcSmVrFpITY1xKaFWNQgixpi0f0sRojLDnLZQT4vJBQEhPyAiF8lEfkF/KBQGBDwXQymnUJx0Gl+JiPEoJjobEQhOwEkjoEqV4El0SDJKpAkGqqMhZfFwfUAhCmxwJSEMCTDjYkQQzxYHw3WrYTpYxHmaHDZ8mzR8nT28lTastXUlRnceJAiHqKKA6tjYbpoiDI5m8YowNZxaD1cyjoOaYhNHGST1jGJ6+iEARp+LaVkgFg6TiP2MAgUJAsAl6/KFy0HKaOL7ZmCjjxFf56sI0/amMrxJZIrk/HWGIR2eZ5yeZ4ug9aYL+xfQ21KIYQTUc4YuDUaUZ5CDmfzWhNp9XmKAbh5Mls9DNath2hGc+UDOaphkG4yXztV4NgnHntZNv+e23sTpNuUwews0sxyPYesviGJRlQkROar0IiwgDZkxfVpCUNl1I0G1iYrdp0q1YlDt0rki17pdi9ni4PxjUN9qq7sRA1ug5q1YBPt8kl2eaR7XPI9Lt6sEd/NFYcoBjue10AmNFG59ZTOeuZ3DeJ39ZL/hIV/hQR/Vn8m4X+++FjWSv9T8xmJL5saX65T/3uZ78vBlMhK30c/94Pvs8NxZIfvbSXjh3L6SzPluZH0zEB8qic80eEfanD31Ni7Suz3itLvFZjvFZh/eHh3Y/dPV7+J8PDm8pYvyhD5vjg3//T0bGQQ8ezM7OPTmx4sTT84OX3/+PTdw5O39o9f3zNyc9/Y7QPrb+wdvbZ7+Mr2tZe39V/a1n9usfvMfOepTW0nppoPr687MBLePxDc2+/f3efZ0e3c0Wabby532Fk4dRFCjcpVFKaVoVPLsZkV2AxLSYqpOE2LSlMUpAgggOLkQnCSowDkhmZ74LkeSJ4LkedFAj0IoBOR7ykEu5FgDwoRJGOrWNRaPrOGywixqVUcWohNreLQq3nsagGvis8NctkhPq9GIq6Riqsl4qBY4Ofz/Xx+UCzy8fkuJstJo3vodA+D5mKx5URODogUB+LFweRxUFk0RLYSJIuBagAIQwxIE5Unj8oRx+XJAfnKeJA6HqKNgZZFw3TRUG0UUBOdpwaAtFHZkmVrGCtTWQCgHADRxYHLYiHauHxJWjZFjWd1CznDAtooCz/EwA0yiEM04gCNsI6KHaLgRmmEAQaRXsiJhUujQQIAUpVEdEbj/ZmiHpBqIFvclswOASi2ZLwlEa2Lhqu+ylNEISvAsnVZvJ5MdksWs2ENwb8G60nF+BPQ9kScK5PblCPrzVGuzZX1ZfBas8Q9+boNOdrJPM2kqPemeeEjo+1boGJsJdINwNcVGxY1rtm5pp6LnbWbA9Z2h1JpZWI9jJJmMbJFCO+WUKet3OnKLA8x30fWbw1ZD9SJtzhY2yvlx0OKg37SpE600yfZ7RftcMt3e2R7PJx5M7adh69iFFWU4mqY0nEja71aMCysWSc82Ct/3SL9VMf/VC3448vSa01kVCf5s0byn1rxH9XCP6oFn8L8yPf30D88fAoJvsjC37bHkVejnF/dERhYbyrpr8tpr620l2bKCxPlmYH0RId/XIZ/oMZGeLgjL72rxN5TYpe9v73nw629H2/ve39zz988bHlzeevbK1sjJLy+uPD64sKLc/PPzsw+Pb0pEo9PzzxYmrl/Yvrusanvj0zcPTRx99DGOwc33Dm44fqekW93DFza2nthc/e5ha6l2baTM60nppqPbmzYPxreNxQ6OBI+OBLeNxTa0e/d3uvtrNExyzBQVVG+GpVrKM22k9J95DQPMd2Gy7CUZOvR6WpkNg9UjMlSFeb4ITnO/DQPPNcPy/cjgD5Engee64HnVKGggQKwGw6qIpRWM0h1XHo9n1HLY4Y59DCHWSfk1YmFDTJpvVRaLRRWCXg1YmGtVFQnFVdLxVUScVAo8PF4Hg7Hw+H42Rwvh+3kcd1stp3BphaTk7JwMfnceLgsFiaPhipjoJpoqGZFnnxljiQ6VxKdK43KlUbnyWKA8hiQIgqoSCoyAmDGVbnaWKA+CW6Kzld8lcpZkcpOypcDwGWxQBUgXxKdI8zLZ+iJzHYhfy2LuJaOHaAThumkQTpxkIYfouEGqbhGPA4NZqTgjSlYQyJKm8nyRmMdsbhQrqg3V9SVxqtLZfuTSLYkrDUZY41G6pflygGl7jRm0xpaXTq7MYNZn0WpSUQ64hCWeHRFbIkjk9OUI+5Yw2xIodWuptcn83riOf3chiXP5l+oLVfzNBMxKN9KaCWI280sG29xdx4MOr5vDj7pqnvQEbrc7BtwyAUGYr4Fu9pBzqvlFHfJYDWc1PJSSl+ZdkdYtNnJWiwX7HAwZw2k9RrJTr9sb1C2xy/d55ft9kkWbZhGdpGHSgjyUG4ao0OqmqtQLlRo53RV82U7hxVPm0Ufa8W/VUt+j5xXrP58ZPE/NZ/P8v5ZI/yjOhKiT5+9Nvif/qkf+H8fIP1nJv2Li/WjnfGmkvFDBe11Oe2VhfrCRHlmID/VEx+X4R9pcfc1uHsq3F0l9nsF9r4K90CF+8xDJH65tvPtlW0RHt5c3vIFhsjY4fnp2WdnZp+d3vT09MzjMzMPT226e3zyztGJu8em7h+feXRi070jk3cObri5d+zqjoFLm7vPLXSeWehYmm09NtV0dKLh4Hjt/pGqfcOhQ2PVB8eqdw4Et/f7e2t0FHEhUAAB6zD5FkKmjZDpIuZ5yTlecqaTmFOOBVXgs03oIg7YSiqoKgIF81ID0AxvQa4HnBWE5vqhOT5YThCRV1sIqYYDvcDsQCG8loKrY1Ma+cwGPquGywhzWfUSUaNU3CSTNikUdRJxWMCrFgrqJKI6qbhGIqkRi6uEAj+PGxQIaqWSOrmsWi4Ly+RVErGXxzWxxegiVkwOdRVYGAuTR0OUqyCqlWDlCqA8CqQEQMtiYWUrQcoVIMXXuZIV2aKVOeI4iAoA08RA1avAagDClFRYHgPVL88QfJ3Cis0RxebLYoCyaJAsOl+YnU/X4BktLEoPA9dPJwzSCEM03DAVP0zHDjGwPgwJAROmEc2AYn1CsSmN7kyl++NKPQm4UDavNVvQkMGrSmEGU2jB1QRvDNLyVa5ieb4mnV6TgPWtLKiILiiPK6pYBdV9DdatQlQASr1Z7KZ0VuNqam10iXdViXcVsTFPOyPruEitP0fruFVoXfwKVrkS4USIByzOjdtqmg65LYf9FRdqbNdrbLdqHLdq3d84dWYVGSZBphtKsu14WIC9xoxJd5Iw/WWcOQdtxkybMhZ183BDcvF2r2xvULrPL9zjE+/0ChfK4X58gjgXaMIg/HRENZU7olUtOuQLZt2c2jsumungP6uXfaqR/VYj+VQt+qNa+Ec1/1O14I8a4Z81gr+R+PsG6efT1F9KBf5v/n9vLkVgYP/sZEcGcK/Laa/M1Jdm8gsT+ZmB/FRHeqIjPizD31Nj76lw91T4eyrifRX+gRq37P3tvV94+FfKtOX1xc2vL25+fXHh1YX5l+cXXp6df35m09Mzm56cnn28NPNoafrhiZl7RyfvHJm4f3LmwdKmBydm7h6dvHVg/fW9I1d3Dl7Y0nVmru3MXPvSptajEw2HJ+oObag9OF5zeLz20HjNnsHQjoGqsXa71kSFiBFADRpmowGd9AwHMdOGz7Xjs90EoIcMspOgTgrQgiFzYEEMoh6eHwKmBSAZbmCGF5QVRgCrCvIbiuHtBHRzMaIamu/Nz/LCgGEsqo5OaOBQ63mMegG7USKsl4o9IoVXbWzSaloU6jqxuFrErhEJasSSerG0SqJxKaw+qSos4jdIpY0KVa1SWSOX1cnlAbFSz1ELeGZQqSIGyF8FFCwHi1eAZCuBqpVQbSzCGAczxiBMAHTFKrhhJUQbBdREAVUxYHUcWB0HVcXCNHFwfXyBJRZuioHqonKkX6cyVmXyooHyOKAMAFEmwpX5ULaGwGqhU9cyiEMs0giDOErFDzExw2ysH0fJzqHHFUijC1UpJGcK1ZVK9WQyw7HFDgDGm0oNJVN8AFIgFuuLK/UmlHq/BhuWZSuTsG64rGsNKfQ13PIVTL+q0AwocaUQQil4XzopsIbkj8V6E6i1WcLuHNUEvuYMJnAEVrmH030XVbljGaw8GuVFl036/GOHW5qXqj2Hq+z7g9Z9PvMpr+VasPJalWN7hVpFAUOIWWBRAVhTmqYozNBh0ixYVJeMN+fizzlKe8SkYQ17wcbf5RPu8Qm/cQu/cbPmK4ABwipO6ipmWoYBBQvQ8e0S/kazfKFctkmn3iizDYt3tgo/VEv/qBb/Xif6vUb4KSz4o1rwR3XkYq/wz5p/e88IP4WEv4cEHwP8jwH+Bz//vY/33sd754koA/+dh/ezk/2TI6IP9Nfl1L/FgfJER3qiJz7WEx9o8ffV+Psq/D0V/r4K/0BNeKjBL3v3L314f3NPRCL+hmHz64ubX12Yf3l+7sW52efnZh+f3fTo1KZHS5senph+cHz6/tGp+0enHizN3D85c/f45O0jG64fGP12z9C3u9Zd2Np1ZqH9zFz70kzr8anm41NNRyebDqyvPzxWd3C0ZtdgeLrH5/RIqCZSkZkIrSBB3MxcNz2jkphRQUi34TOceLCLBHWQIDYyuKxEIEA24gpqC3JD0MwQOKsKnBWG5tQW5NchQe3YojZsYSMaXo+C1ZUU1OFQ1Vh0Nb60mUtrlfCaJfwWhbSjTGNXGngyv83c1Kh3tiqVtWJunYjXIJLVS6Q2iYIl9qj1zUGlqVYqrJVKa2WyoExUrZBXS1VGoY7OtZJ5niy0Mhoq+BoiXgGRR4EUCUXm6ELLSrA2Bm6MQ5ZHw8zRMOMqcNmKPGU8tCwBposDq2OAqhiYNo3oWo1zRMP0cXBNDFi6IpvzVRprRaYAAJJnYCuSSoy5KJmcwG+j0YfohBEaboyGG6Fjx2iYWhw+MwuzCiQAlGjXkOyxpdZojHUN3buG5luJtMahbIBS1yq0awXK9TXSloD1rSqyL4eYl4H0q8mBPFFzOqduNSUEwPoScP5YVEU0rGx1qTWL4c/g1WXLu3PkvZzwjvDUTUPrIV3vJcXgfVzwxPIi31egcqx0qD84fK654XJz1bk639Gwa1+g4qjXdN5tuOYvv+SxtnAxOOQaaElGWmlqKh2YIy7KlKFyK8nkPj1z1FLaLedMWHmLds4Ot2iXT/SNS7jDxZqtAFdT8+0lWQZkkhKWakTleYjFbSLuhFk2a1XPGlWbyqpHJNcapX9VSX6v4X2sEXyqFv8ZFv77fPVnF6Yq/m8hwceQ8GNI+Fvos6vNez/vg4//3sv/1R0x1OBEeHhro/9QQX1tpb620F6YqM8M1Kd6yhM94WEZ7oEW90CN/xKPtITHZYRl727t+QLD+5t7/pGIf3hYeHl+9vnZTU/PzDw8NX3/5NT9EzMPT848PDF9/9jUg2NTD07O3Dsxeff4xjuHx28eGLm2d+i73YOXt/edXexc2tR6fLLp6ETjsYmmoxNNB8fq9w/X7hus2T5QXR1ScUxkkoNZWEmG2SlgFyOzkrTaiF1jwadXknOctHwnBVxOhFgJCEWBkYvoZxa3FIMakbl10KwacEYtJLO5ANhSCGksgNQhwfXF8DZySTsN10YjNlFwYTy6mUtrFXFahNwOpaxLp201mJRSB17Tqa/sD2srGmXyJqm8USJuUipq1Sqh0IQUd5aZh6q0lbVycYNcFFCIwwpZrVweVKgELC2a7igW+FajlVFQ+Sq4bDmYHwOVARCaWLg6GqpZka9aCdTEQPXREF0UUBUDUsSAFDFQdVJJeTrNn8OvA+Dsy4HKr/PlMVBVIlILgKtW5AmX54gSkLossi2N4srCGyQ4fhuJOEwuHiOhRkmlG8n4NhIRmFO4MoeThDYmYKwrUWYA2ZXM9KWxg8kk93KIZhlQvQJZmUQKJ+CDCVhfPMYbU+IGYL0xqMroQnMMypJC9iXh/fE4LwDvTsA4UqiBDG5tlrgVphvEWkcrqtf3tw2Oj24NDJ4Wdl5hNJ6LJ9Z9DTTjuW3Drs7LNVXXa4PXqgOXavzHQ7aTPvNlv/k7t/62v3JfpUpPgSKQKemIpCRURgYRDOQUZbLgoDJMroMIrmMz1psE8zbBVid/i501b2HOmkrXSoFhIr5byFynwjXwEUEasoFNXKvgTJkEm6zy+QrFXLlsStnfK3pSJ/9UI47Iwqcw/7cw/79cK3+v4n8MCj4E/vE7e+/nvffz3nt57zy8CAl/iwPzTSXjdQXtlZX6wkJ9bqI+NZAf60mPdIT7GuwDLf6BhvBQQ3ioIURgeKIjLnt3e+//y8MPl7e+vLj55aXNry4uvrqw+OLc7LPT009Pzzxc2nT/5NT9E5P3Tkw8Xpp+fHL6/rGJ+8c23ju64d6xDd8fHrtzaOz2wdEb+4Yvf9N/bnPXmbmO45MtRzc2HdnYcGRD/YGxmj3D4X1DNfPrqgwuHsPFogT4BQ4a1E4FOai5NlKunZJRQUyx4LIdlHQbKcuAySlDowVgFxnST0OtpRW3lUJrIVnh/LRaUFYrEtxdjGyEgWvhoFYiuo2KaWcSO1jUVhqxgYxtYVM6RZwuqbBXJe/Sqno12mZ1GVNiKVJ0KE2DIX2gUa1vlEk7VPIujbpRa6Vx3BBpj6p8KFjmrVUoaxTSWoWiSqmoVspc0rJSmgEtqC5h+VcXyGPhopVw8UoQb1U2MzpfEA+VA+CaGIgmBqqLBesSYMYEuCkOboxBGJPxrix27RpGOKbEHoO0RMEsUVBzDNychC7PpXvTcRVxYGViUVkOy59Kc2WUqlkoVgOeNERCDxKKh4iELiodl4+KSifFIbWxaMtXhZYovCeZWZVKD8QWGZflyVZC9QB8IJXdkkJvjMcF4jD+OFwggRBIIwVWl1Quy5F9DVIn4txJ5Ko0ZlMKszWd3wvSbECVz2Psm6nWSZOtx2cPhZvG5aGtxMpt/KoD+ZymVRBjKT3Ubw6e9dqvBWw3q13X6oMXa9wXauy3Gly3q8pve4xX3fpZPV9SkgOEJ4FL8rEMLENKp4tJhXxUvg5T2CQiDpbRxvS0jXr6pJ66UVvSK8oLEqF1dMq4hjNpYA1q8G0iXLeMtdHMn7Px5yuFizbJooO7yaidUm3okTyrl/4RFv4Z4n0KC/4Lhoix8W8h4ceg4Ivf2a9eznsf752H987D+9nF+cnB+hcMjFfljJdW2nMz9ZmJ8sRIeqQjPNIRHmhxX3h4pCU80uKf6AhP9YRl727vfXd77/vbe9/d3vvu1t5fb+356frO11e2vri4+PzCwrPz88/OzT89M/v09Mzj0zMPl2bun5y+f3Li3omJB0tTj07PPD41/WQpssI0fvfI2L2j6+8cGr22d/Ditr4LW3vPb+5Z2tRxfKr14PrafePV+8ardw0Hd4/UjPQ4FR4OI8jDe7kIOx3mooOcFKCThKkXltYLYAEqPMzOcJJSdOg0OZxEBzWSUaM80jCP0kVENxVBGxCgliJYW3FBV0lRBxrZWlLQyyD0c6k9PFobndRKJ3ZxKH0ido+I0yPm9kiFPWp5t0bVqVGHtVoq2wwW9vCtkx5TdYtS066QdJRpunU6v1xTSC3PVQ4IbFMeU0OL2tCsVterZDVqdVitNYjKoEQ7TtSBYbtTYLw4MCcWLFiZw/4qnfZVBjMKKAHAy+Lg+jiwLrmwPKXEnVziSMTY02j+XE51Gj2YTPAAMC5AqSe+2B2LssegLOl0T0lZcyHflwxXxReoVuMsa7DlmQVaWiE/QKD0EbHrSCXddJIAholOw65AKOLxjniiL44aSqAGYksqluXIVoC1AKwXQKlL5rQnsVqisIHlhY5VaGciwZdK9EZDy77KlUchDACMI4Vem87tyBAO5Gk24QPHSKHjBYbFQtWYwjmprRxlaIaw6g2F0kGsbmOhbF0i2kOlORdszkte2zVf+bVQxdU6/9U63+2O8Pftge9r7Td9hhsO9Y2AeVbPN9EKqESoQsu1VqosFqnSzCfb2LgGKblfxxwzkUc15HE1sUeaXVGS68CVdiooEybapAnTJS5q4uN61bRxC2fOxt/i5G22CbbaZVtd4l12y6x6X6voQ1j8Z0jw2/+RBcHvVcIICZFvRBbe+XgRI49fPbxf3NyfXZyfnOwfHaw3NuYPlYzXFcxX5YwXFtpzM/WpkfzE8JmHh2X4h2X4R1rSIy3xcRn+iY74VE98biQte3dr/7vbe9/f2ffu9t5fb+95d3vvLzd3v7m6/eXFxWfn55+cnX18ZtOj0zOPTs88WJq6f3Ly3vHJe8cn75+YfnRq9smZ+adn5p+c3nT/+MTdI+u/Pzx6++DorQMjV3etu7xj7cVtvec2d5+caT062bR/rGbPWPW+DdW7h0PbhsNNrWa+l0PwslBOWnGQS+lQFdVxCsJ0coeE0i4itwvJXQpYiJ1uxGRKoBIGvJeBG+KQ+hmEdUxiF6G4oRDaiinsIpa2Y1FtaEQXDj3AIg0K6H0cajuD2MEgdXMo68TsASmvk0NrYpDbxfwupbRDJevSqpp0NgrPlSHuopdPeSs7WsrK25X6ZoW8RSlxCLVQsjNXNSqxzwbNbY1aXYtSWaNQV6sVNSoDk2bIpQQoqn4q25ZTwIsHi2KBguhcTlQef3kWb0W+NL5AH48wJBRaEootCRhrMsWeK6rOF9Wk072pZG8y1p1Y6koqda/BeTIo3jyWDyoNonV1RdKaLKIrnWhPLzakIU0pSB0GyfNi6H3k0h56saIAH5NBXAYVxWCtq+mBNayqJJo/AWdfCdPFoGxJ9MY1/J7Vwj4AszkGH0gk+LPo4TSSZxVUuxKuTyG4k/HuFHIghR5OpNekCvtLfQdpzZfwVUtI6zcF2ulS9UaSdo5o2Epx7caXLxZKRuGi9UBWr4Tr3+f2XPc5vvPYvwvYrtZ6rtV5rzcHvm8Lfl/nvBow3fTq74bMN3zG/WaFm4fl8FDldqnTozLYJewKLtJCQvlY9C4NrV+Fa+MX2LCZcjjCy8T1lGFHDMT1Jky/Gt2lwA0aiKMm0noDZ8Em2ObgLpYLttilu73avfbecdWjOulvYdH7KsFvIcFvIf6nsOD3KuHvVaLfQqKPwX/E4b2fF3mo/WtEGZzsn5zst3bWW3uEB/qrcvoLC+2FhfbMRHliID0xkB7riQ/L8I90hEc64hMd+YmO+ERHfG4kPTeRnpuI/4eHSPx6a8/PN3b98C8kHp2eeXhq+sHS1IOlqQdL0/dPTN8/MfNwafbh0qb7J2bunZi8c2zDnSPjtw6NXt87eG3P4Le71l3a2XduS/fpufaTM61HNjbsG6vePRbeN15zaKRubjBcXq0qtZKgZiLCRcU1c2kDCvxaKbFfSumRENt4jA4RvlGI8LCyTYQ8AcTMRK5jYnvJ6C58URe+sBNX1IiGtuOL+pj4TlJxB66oG4/uIZWsYxHXcajdLHI3m9LDofQLGQMSTieL0kQjtQk4XTJxr1Lap5YOGXRNJhuOY80Wd1IqFytt/e26yk6ZslWhbFbLrUIDiOzOVY6KHItuS2OtRtekUDWr1G16g1dpROANOawWtmGdQBaEF0sTwdw4sDgeIo+DKVeB5cvzZdFQNaDQEIfSx2Otq5neVG4YQPElEP3J5JoEUnU8sSqZUrOGXpvJqYcp2qGqtjR+OJXpy2Z44Tw/nOtOLTEkFhnXFKiLC4RuPK2HSjAU0hJzKVFwwdcI6YoCZRKxIpXlicNXRJVWxOB8qbzuNeK1q8X9ydyWOIwTgLbEITRfZQuW58lyePXZ/KYEvC8R604k+hNotfmq9WjPQaT3eJH3FMp+DGM7jLEfIQbP0euusJuv0cJnCxUbMshNYEEvTdHbY6761u+8GXReDdpv1Lm/bwrcaPDeafDfqXFdDJmvenR3PLr7HsPNSsN8mUhOgZAEhbJKXplTwrEwwSJ4Cjs3XQbNMxQB1XCstoRgpZSGBNjuMszaMvyQnjRmJm2wkCes5AkLYVxP3mjgzlfyF2yCLXb5Lo9qn9u1WX+0S/YuLP4YEn4M8iI50sfg52ohEh8CvA8B/nsfPyIOv7g/y8KPji8wMF5X0L9kSv/woItIBPGxjvxET3mqJz03Up4bSS/M5JcW8v/h4f2dfZEfv9za89ONXT9e2/HD1W0vLm1+cnY2wsOjU9OPzmy6f3Lqwcnp+yemvz86cfvwxtuH1985PH7z4Mj1fUPXdg9c27Xu2x39F7/pObel8+xix4np5kPr6/aNhveMhneP1Bwca9o4WC1yC+EGIszGgHnoJY0M6johbVhGG5aReviYekGRX5Zfzs83sbJUpQUcUIiJHqQX9xGRbShwS2F+ezG0oxTRTSruZ+DXsghrabh1FGwfobgbhx5kkgZ4tH4utZdN7eXQenm0DgapnUXt5DH6JKI+ubRPKx3QKwZNujqtlcK2ZgtbsOYph7W7rayiQ6Ns0SqbyvRlQnM6yZ2vWM91zLstVa0qbYdW26FXN+tNKr5+DdaULRmSGgcVEgsQxQEAeQCgKBYijUWUxaAtMRhbHNaZSHQmsoN5+iGYbQ5imQXr5+AVOwq8e5H+fTD3N+CKWbBpA9g4CjNvhOrGcyWdSTT3GrItlxvI5bgzSBXJ6PJEuBYNJoXxZA+JnQPErsogfJ1JiYLwolDy1czKZI57Da8qhVefwG5I4remitqSqf4VYMWyFPryPMFqgi2VXo3QDuaKO5Op4WRSMFfQzKnZRfQfKnKdxNV+R2m5x2p7yOt+yup/Qmq/RW68Tm+4RQ+dR8gGklH2NSVulH5Mpm7Z5XDdDruv1bpv1rnvNfpvNfhv1Pu/q/GcCZUvuXXf2ctuOsouWhVHjNImEU7AQ9AlKCIXiaSDgQxgCi13JWFNEi8PqSslV9JLbdTSahGmQ13SoyaMGsmT5eTpCtxGI36jEb/eUDyoIq03sDdV8ucrRd84Zbvcmp3W8WHVq2rpH0Hhh4qx84EAACAASURBVAD3Q5AXgSGiCR+D/PeRBqtf8MEfsfDgfUmT3tpZkWTpdQX9VTntpZXywkJ5aiI/M1KeGkhP9OQnevITPfGJnvjUQH5mpLwwUZ4byS/NlFdWyuty6rL3tw98weCfxOnWns9xY9fP13a+ubLt6bm5R6emnyxNPzo1fX9p6t7xqbvHJm8f3njz0PiNgyM3Dgxf3zd0Y+/QjT0D13b2XdnefWFr17nNHWcW2o9PNx5aX39gtPrAWN3u8frdE0296/wMrxBpZ8O9HJCDWlzHZqzl0dcJKT2C0iYWxC5J1xjS1apMBTNdAKezoZ0c7BAFvZaI7CoEtSJyO4pAvVhkL7F4HYs8wqcPMIjryNgBIqYXi+rCo9cyiUN8xlouo4dF6WZTurmUbh69g01fJ+EPqqSdSml/mWJEr16rN1ZpK/AsaxqvBWeYtJrXthntvXpdd5m221iuEVhTCc5s9YjYORs2V7frtC1lZa06Y1CpxpBkCThfsXJQoW/isrS5YEZcLjMKqckUNSEso3nadcnc+lh2MNUygOu7WNJ9raD+NMR9EOo5DAudhIRO5rj2pBtnsrTjeZoxoHZDtmIgR9aTKW5PFbQmsarTWf4MujuxuDyhwJwGkwlKGSEajQlGrYwHf52JSyySfAXhxWF02cJAnqI+W9GQzA2kcv2pdFsUXLQslbwqX5jHrsqXtgCowVxZV5awLYXZkM5pLbGOth94Wzb4kFD9Ha72BqbuGrHpDqPvOb3vIb72AjZ4hhg4S3UdKBR1JsNMq2HGYnU/Tdk1UuH7rtp3o957s9ZzvcbzXb3/u6bQzY66q61VF+o9532WC86yc3b1Uau0m48xUyH84iwYMD4he2UcDJBAylnDh4OMeGQFGW4lFjho6LAA06ZEdSuxowbitBU/bSndoCdMmPAbTEUDqpLhMuIGM3XCyF6oEG93SXfaqyd0l1oU78LC90H+u6Dgc2rk538MCD8GhO99gvdewTuv4J2P96uH97OL+7OL+5OT88bGjCjDq3Laq3LaSyv1hYX8wkJ+biY/M1KeGynP9KRnevIzA+mZgfjcSHxhIkfilYX6upz6Dw9fkqV/w/Du5p73N3a/u77rl2s7X17a/OjU9OOT049OTt8/MX3veOQ7dffYxJ2j628eHruxf/j2gdGb+4ev7uy9vL3r7GL70mzz6fm2pdnWoxONh9bXHRqv27+hcdtEU7C7Ah8SFIVFiFohxM9AhmmEdgaujVVUTQc6KVk6SbbaBDEos9TUXAFMyUR2s7DryEW9JeD+IlAXPKcLmd9TAh+kYick3HERa5BDHWJTxviMQQ6lh4rromK7GfhuJrGLSejikPsEjG4+s4PL7JWLBnXqbpFwQC4d0SnXGtT9pvIGg5PMrUjlNqDK1lsta3srAsPllnUmY6+lXCE0p+LcINVGmXO2xlLVUmZo1mhrZXKnRIvGq1aTfGhpN0PRDKHb4rCV+fqR0uqdlOZ9WZrOGKYvSda2umIivWo/tO0Sov5cvmNPlmlLbuXuzIqda0wLyarxZEl/Er87kdOeyGiIo4RjKFWrBe2J3KbV7NoMdnUyyRGDMMSB9KASrYoqLMdRc7NhK4DEJEzZSrhqBViaSioHyqvz5TXpbNdqoiEaylmeTf46n7+G7IEr+tZQgl+jjSn8mlRhR45sGKwaxzrm+c3HiaHTJb6Lxf5L6MD50qpL5Kbb5IYbxOAZgvck0XOM6tiBUfSmFhmyUCaCYq1Q0zfmDV9s8N+o892o912qc19u8F9tqbrVVX+/v/lOR/WZqvJjlaoLTuMuo6yOhq6gIKWovGJoaho0MQWdnsqA5ChLQEYCyIiFmrBoBxPl4yLCguJudemQDrvBRJq2kKbMxEkTbr0BPahGD2qwo0b8qJ46YRHMO0SbKwzzuoVB1at66YeA4H0gIgj/eML+7ez0TwH9k5Pzo4PzxsZ+Y2P9UMl6VU5/VU5/aaW/tFJfWqnPzOTnJuoLE/W5kfLcSHlhIr80U15ZqC9NlNdW6msr9Ydy2g8VtB8q6Mve3z7w/vb+/5eHdzf3vLux+92N3b9e3/Xr9V1vr2x9enrm0cnphyemHxyfenByJhIPT848WJq6d2Li9pHx74+sv3tk/fW9665803Nuc8fJTU1Lsy1Ls60nN7Uen2o+Otl0aGPLzMY6ZaMCGmLCm0QFHdLCFkFhLamwlogIUaAucn4FDmJnwx1KqFWYUYYrFBWEReQRAXUdEdlXmDtYBOxD5PQi8wZxyA0c0hiXso5NGhWxR6WcUSlnRModErH7ObRuFqmLge9iEnp41AEpb0ghGVTKh8tUG8y6MaVyUCLuV4jWlslGyjTjWn2LykRiGFOYoSJVv8HU1VXhHTDrhsrNveVOMcuagreDy9bLy8er9Y6mMm2rRtuq1lskphyCJUM5AK+cR3kWYc5FUusxVNU3cM9kRllzhqY11zKRWLYhXrc+27kV5j1U5D8Cse3MMi5mWrammxbSdJNp6pFEYQ+A05bIaUlkN8XS6xK5LQms+lUEL4DgTyK4lkMkyzI5ycWWXHo5gcAlI7DJ6cXxcGV0ScUKpD4GpVlDKU+j2BPRuhVA4bJM5oocHgBtzRV0ZXI7VyIrlyH0KcI2iGm+yL4PYthCCh6mVJ8qchwvdJ1Fe89jgucJVRdwgQt43xmi5zjJfYTiOsRy7STrh0EUZyEziBH38KQt6wPhC83Bq7We72q9V+o915qDNztqb3XWPehrfNBTf6XRfciqPGhUjgroXmyBmVRELsoqLMrMK8zIKM1OpYFzFCXwchrIjM/RFufqMJkGXJ6LVtAkRvWp8OMmyrSVPGXBb9CXjpShB9RFa9XFA1r0WhVuQMOaLhcsVvAWVR19vIdhwceA4F0gcllC+G9b2F/c3L9h4ERq6Dc29hsb+4dK1g+V7Ehb6aWV8dJKe2mlPjeTn5upL0zUFybKS/PneGWhvrJESKBG4k0lddn72wfe3dr/7tb+X2/9owy/3Nz9643dv97YFYHhl2vf/Pjt1pfn55+cmnl0curRyekHJ6bvn5h+cHLmwcnp+ycn75+YvHNsw/dH1j84PnH74PDVXf1XdvSdXWw/Ndd6aq5tab7j2EzLoY2Ne8ca+tZ6qHVCeLOgoEda0CNFtgngYRI0gAc58flWLNSBR/iocB83t5KRbSj5//l666c47LffO+23EmlCCO7uvsq6u7sr7C67LLus4O7uFgUCJKFRCCEJkGCBKNG2aRqrN03tPuf8BeeHJWnu+zzzzFyzs7PDj7zmfdnnehNYGY0MTC8F2QFPb0yJbEgOb8mIacqIbYOkdqLBTQhAKx7exSK20XF1REQTFdtCIzSSsM1kbCMRUYfLbqRgWpikLj6nTyruEfN7hJw+sbCdw66lkuuZtGY2s4PHaRUIHAIpDMnxzc6Jp9UKBCW1Cn2zQl4tlhTzJSgEyweoSeB1sDQtNoWpXCQq5Ur1XFWWyBWbfzw6dyrGOBVfMJ1gnwpStIRwneT8elrRYIx6yIffHSjt2UOt3k2o8+d0R8lHgsRDgdLDYerRMOXBIEG3L6tlH7l2L6l6H6lmL77s82zzx8myHdHsHWG0j8IoH0URPgrH7UoS+8DNgVBpdBTE3yvx0xDc7kz1rkzVriThznjeZ5HMzyJo/4lk/SeSsydJ5gvKiyBWfwG2/yfd5I0qT5KPphtmknMvRsunM01zIOvVRO1sWu5loHkh27oAs16Bma9ADbMg3Zcw3ZcI3TQ+9wSE3xkNywPQy8Dcego5vz/XdM1tvl6Ys2o3rDsMt0utdyvtG6XWezWOx00lt8oLLupF4zxKORYoB8SS0sKTE/ziU4Ni0sOCAWF+iGh/akqUBBItA4dLgOFKaLAcEpaDjC0kJlcwszvl2T0yQIcA1CECtovSGrnJdezMFmF6Iyejmp7dKSQdU5GGGOUu6JM83C9m4o9m0k95xJ/y/oXBUzC8zvHwgH+p2+bhhRb3XIN5rsF+p/bwgPTw8FQB/1aBfCqDP5XBv1XAv5XDv5XDnsphz5Tw71SIFxrECw3c8/kBD5unPEh8vzn1/ebU643J7zcmf1if/H5t/NXq6Iu10ecrx54tHXl8aeDRXP+juYEHc/33Lw1szfZuzfRsXejZutBzf6b38aXBB7M9t8+03Trdvjnduny8fuFYzfyRqguDJdNdjskOd0GJPMWGT6ykptTRk2sosU5sSA4o1pQdrQOGKzIj1dBoPTY6lxCihyfJs3J4kC4SrAcP7URk1KZG1mbEdCMy27NTG0FJjZDUBmhGNxnVyya3kFF1OFgrDd/FprYzyK00YgsZW4eFNxBQTRR8G5PWxeN2MhntdEonj9nBZ7ewGC0MRiOT0c7ntgmF9UJJhUiOQ4r3g3OjSMVsvsMtUVULRXUSmVuugSL5PkBdPLeNJS53ivUmjjgTL/JjOkNUA8GqYyGGU2GWsxH5p8O0w+HcEnFpD7d4wI9d7S/sjsw5Fqzs9WHX7yOWBnJaojXHEvK+jDefidCMBor6/AU93qx2L0bLF7SGL3DFX0ByPo6ifhyI/tgftsMX8p9Q8qcx3I+j2J/E8bzStb5xrE/2p+zwAe1N5PikK3bHCj4P53wSStsZy9qbJt+dpvAC6L3BlgB0iS++OozdCdZNIM2zANOldPPVOM1MlnkRaFlKzbmYaZgD583DLZfhljmYcRaqOw1STcHUk1jNJFE3jhD3xsCsyThHFt6ioKpOWvLWXfkrrtwVe+6aLfem23K7rGCz2LJV43jaXvmk1n0zX39ZLWwggjBRX6TG7EtM9ItPCYrNCg0BhwWgYgIoSSG8rEgJOFScFSoHhSjAYXp4nJ2QWs6AtIogneKsVl5mMy+jhZ/ewEmt5QCahYBGbmYVDdLCpR5W8vqYXUXYF1bKrxbSTxbSL9t7GYSf8j4cNeDfVw6entL7+sHTXPKU1N8qEZ706ZkC8UyBeKZEeDDwxHM14rka8VKL9BjM7fDA8OPN6e83Tn6/efL7zanvNydfb2zH9zcmXq+Pv1obfbE2+mL12Mvlo19fGbo/0/1gpufhxb4Hc/33Znu3zvfcv9Dz6OLAo7mBR3MD92e6PYOIO2c7b37ZvjhWd/lI9cxgyXSPa6zdpbXxEwoJCWXktGpKejU51o4K0gPDdMAoLTBeD4/Lwcabyck2WnQeFioDlNLBvVhgLxbUh4O0IjLasKAODLAVntEISW0ApzZCM1px2QNcahcV10pAtpLQ7TRCF4feRie2EDENOEQzEd3JpHQwyF0sRjeT1UalNlOJ7SxKJ4fRTCM30EgtLGo7j90mFHZJZVUyJR4r9gfqw/EuIqvALspplskbxTIbTwkFcQLS5QnEIirHCUQJP0rm7qdURSiGg5SHApWHw3Imo/NOxedNhct6I4UNibKW3ehCX1ZDuGwwXNoZzKv2ppT4MZpi9aNx5uk4y9lg1VFfYV+AaOAAp3M/q3UnqWo3pvDzNOHHgbDPQ5FfxJE/iaB8Ekr/yB/7SQTl4zjBrnStL8ywN533H3/wpwEQr3jWnnjhrhj+Z9G8PcmyoGxzBMbuDcrbB3H4klozDOdSVOOhpIpUcRfIMA0wX0nNmQNZFkHmJZD5Msh0EZo3B8+7BDXOZOvPZmu+hGtPYrUTBOVhonwAI2qPh1liQToCTtUk116xm264ClbdeYv2nEVb7orLdLPUerfSvlXt2Kp2bLqN1wzSa2r+nILtQiYDYvYmJPnHpgTGZAYFA4P9kVEBlKQgVnoIHxDGzwzlpQXxU0MVoBgzOrWMBmkRQLokWe3CjGZ+ZjMvq5mX2cjLqOOkV9BSS0igWha1VyrqYPWXkp7ZGb9ZKT9bPc3WbR5+yiP8aCS8o4Lg4cGDxAutBwnUcw3qO/U2D89UyO/UmGcq9HMV6oUa9VyNfI/BczXypRb9Uot+qcW80qFfapEeffjyh83p7zdOfr9x8vuNE683pl5vTL66MfHqxsTL9eMv18dfrI+9XB97sTb6cnX06eKhrZmerdne+zO9Dy723ZvtuXuu+/6F3ieXBh/PDTy82Hf3XMfdcx23TrdtTDdvnG5bGq+bP1QxO1x2rq/kUKOdqifGWvEppZSsanJWBTkuHxFmAEfpYekWUooJl2whQOqEiRXMuDwMkwdowGYN4IBDJFgfMbsbD2vBgJvRwFY0sBme2QRNbwantyNB/Qz8IIM4wCD1s6gdFEIvm95FJ3eQid0MSj+XMSjk9HGZHXRKJ4PWQiG2UQgdTHIPj9XFZrTQSC1MYiuH0sZmtfFZ3XJRvVJHJyiDAIpQnBtDdziE2naJtF4kdgvkOLQoBGGMppbsh5u/QBaGCnvjcsbCtaPh2tFo/VhM7niU7mC4oieE37yfWLEDYNqDsEdwmhJlnUGsiv3EEm9qXah0IFx9NMZ4IlRzzJvXHSDsCxT3+Qo6D7Caglk13lDtDi/Afw5k7Y1n7kySfRrN3OGT+Z8A+N5klRfS4o037Unmfx6K2eEL2h1D2Zsk3BUn+CJF7ZVpCoBaDgCNvtnOFPGRFM25DNN8jOTIAVxZOKspS38CYrmSaZwD5s2D8i5nWy4hrJdRBVcR5ksQ/Wmo+hRSewqXO0U1TlLUw1RJeybOkQySSZmmOrnxdF7uNYdprcS+6rYsFBouOwzXiiw3Kgru1jrv17nuVtjXHLlX8iRXVKx1KXNJzS5BJUGS/CJT/MMzA4JBIYGo6AByYgA7NUIAiBJkRvLSQzmp4RJAjD470UEANfKhPRJwjwjcJQK3CsANvKxKZrwDH2dFpblI2BahaFgtGxR0VlGe2Zm/WSm/Wsm/5pN+sRB+sRB+NhN+sXgWWok/mUg/Gknf5xK+zyX8P7UE6rl6O15oMC802BcazAs16oXmfSBfalEvtSjPxe/XesxrPfq1HrXjx5vTP2xO/7B56ofNU69vnHh948Sr9ROv1qfe8/Bi7fiLtfGX66Mv1kafr45+e/3oo8sjD+aG783035vp92zy3Z/te3ix/9Fc/7OlQ0/mB+6cbb95umVtuml5qm7xaOX8cNnMYMmFvrK+ehtEjo/MwacXMzLKSPF2dKwFk2DBJ+cRY/XIUC0oq5wOaZZGlNLTcxBmKrAdntaFyegjQVvRgGZEVhMiqwUNasdCWpHAZkh6U1ZKKyS9G5c9SMEO0olDHPoAhzHAYvSx6H1ceg+H3stjDol5w1L+kIjbxaK2UQldTGoXmzYsFvbxuW0MWjub0cakt9IYDRRyG5vWJ5fVq3RskjgoUxqEdCIpBS6JulUlq1NqVPLCJHaZF9K+G1sWKu4NFnVHqUbiDSdijCejc8Yi1cfCFcPBohYfWvlulOPz7Pw9ELMfwR3Bbwhi1ezDOXwp5cG8lhBhZ5h8MFw57C/s8eV2HGC17GfUBbAaQmhV/gjLzljW56HYvbHs3fHiTyLIOw5kfeSVsTeStg8g+zSJsSMA8Ukwbn88MyhTFJQl35sg2peq3Zee45Wp3ZuVE4CuRlkuQc2LyZqzkeLRQPZgkmoSap6DmC5l6s5l6s9nm+ew9gW84xrGtogwzUJUU1DlBEY3Rcs/xTCP46XdQIIzC6rRMfVHjNbLBZZr1pxFh2mp1LZUbLnqNC2V2lYqClcr7bdqXVv17jsV9k2XacmqWMrhbSqZj43sW7lMMzI+PsUvPCMgGBgWiIoNoaWGcdOjRYBYGTBCnBkmygwTZ0ZqIdEWVHoFE94uxPRIIC28RDcu0ggNUWWGakApdjytTao4ZjRMGPUjgt5i/Csb862N/sZK/c367/KSZ7/15+2mE+lHI/H7XMIPBuLrnG25eKnDvtRhX2qxLzWYFxr0Sy36pedTi36pRXu2mz4I1Gs96p15O2aHh4RtHjamXm9Mvb6xDcOrGxMv1sbfxdh3K0e/Wzn6bPnYV1cPeZqtWzMDDy4NbV3sezDXv3Wh5975rq+vDH99ZfjO2Y6N6aaVE/VLY1ULRyquHqyYHSw9P1haX2EGCOhhCmqMmRBpRoeZMaFGjI8c6CNJD1anp5VgCP0yQr8uo4xFVsDKs1ObAPHNqJR2dFY7CtSKBbVjwa0IQB8e0YkEN4Mz2mGAdjiwCwPpI6AGKfgRFnWISz8oZh9Vig7JBX0C5qCENyIT9gk4QyLBoIjXxaIOiXndXGYvn9sr5PUIuL1CYQeT3Uam1ZHw1QR0B4Pew+M3SZU8oigoQ+ibbYQT9Fap0aorQgrKvTDuzxGucFFPlLTPn9noTauLUowkGSeidYcilMMhvJb9ONtOmGE3smAv2u6NLvTFFwXQKnwpZXsxDh+8049Y5E+tCOY2h4k6QsVdIaIuf3qtF9L2OcDwaYpmT4r6iyTprhjunij2rgjGx0HYHd7AHbvid+yO++hA5kf+8E8iKPuSRNHw3ES0PjCNvz9J4pWs8E5RHMjUBSPd6ZIjgJzZZN2lVMPlOMWXEcLRBOlxuHEWbrwI1p0D6s4hLJexBVfhpovZuTMw/Vm4egqtPo7XHieqDhIkrTC6EwiT6ajKYzmWS5a8Rav+mk234DRdK3dcLrHOuy1rVUV3W6puN5Zu1jjv1bpulRWsOA0LFum6UXDPwPnWSH9lYvRS0oCp3lHp/uHA0CBsfBgrLVqQFSuHJOYgY7TQEFmmvzg9RA2MMSHS3RRoKT3ZBA9RpvvLU0I0mTF50BQXHtnA5Q+otKO5OWM6Uzt9PB/1o43xh53+u432poDy/yz2kX6xkH62bI/k3jWdPOkT9qUO80qHfa3DvtJhXum2bR9e6TCvdNhXWuwrHfadTzv2tR79fY7n+jfuh1zsNg/fb5x4fcNTM0x8kCkdf7l+/MXa+PPVseerY8+Wj317/ei3149+tXBwa7b/7oW+ezOexw99WzO9d852bpxquXuu6/5M391znTdONl6fqFkar7p2rHrpaPXlQxUXRsqLXIYUrjBUxA5VoUINyPh8YpIBHZYDCTWCM0oJiDo6uU8unnRQqnh6HrQFlNwEjGuEJXWiAf1EWDcR1oWHdqBAAwRENxrai4MfZJAOsygjdOIhJvkYhz7KZx2XC6Zy5ZMm5TGd9JBKPKIQ9Iu4vQLOgEhwRCkbEHIOyoT9Ak4HmzEkFR1Sy4cUkl4Bp5OK72SQmmjkRjK5mUZp4zGbpRIxmR8MkoWQSrN4NQBOuS+q8BOY8wC1LlLcHcpp8SFV7SdW+TFqgwWNQcLWQFaVD1abwDdGcG0HKG4vgnsP2rEH7fYilnoRS3chnXuRhV5Imxfa4UctD2LXhXIbA5g1exEFX2Rqd6ap96RpvTL0+1JVO+NEOyM5e8KpO4Nxn/lAP9+f/On+mP94ZewKZ/qAcv2g+b5Z2j0RpM8CkbujWbvihHsTpT5Z5nhGF1B7OlV7IT1vIVl/MVYylSg9Hsc/nK07A9edhaqnwbrzUOMcwjQH05+HaM8idKcx2lOk3Em0pAuEtaIxGiVHPVJgO2PMuWzSL+ZrrxZqF5y5i07z9WL7FZdl3p2/3ljxoLtpq6PmdlPJg+bSu7XODZdpLV952yT8ysx7YaL8YCTN8AHMrAMx6T6h4OAQQkI4JzVCmB6thKTkohLUkGg5IEoBjFGCEtTQSEmGFz50J9LPX5CU4SRCqhigalp2I5vcK5Uc02smctVjKkMr7ayb8quT/Wch/Q879a2d+t54900B+U0BaVsurO/XN0g/vZtV/2gkfm8gvM7xmLFj35lPY17rsa91uO/1HvtdT2A9d/B/NGA967E7PGXD640TngL6/xOG71ZGv1sZfbZ87Om1I0+vHfl68eC92b5bZ7tvn+u5e7739vmu2+c6N6db16Ya10803jrdfut029pk3fLxmtXJ2uWxmmvHaucPV5weLNMb5FFsfoiQHSaDx9vxpBqhvdug6ZSDK4hpFeT0UkpaOQ3RJhS7GSU0SBsstRmW0A5N6oJndKKy2pGZ3XhwDw7SR4D14uHDDNKkTHBKKT7GYx7mMcbE3MNcxrhMMK4Tjyh5R7XiUa3koIw3KOIMCNhHlNLJHO0gn31QzD8sF/dwGf1CzmGldFgu6uUxu6n4Xja1k8PqoDNaqZROFrlbLLDL8lDiyjBpj5+oayfM+lGqdh/aFUCvDGHX+RDLfEgV/rTaQHaTH7fZj1O/G27wAtLgqhxWaWuqtjGQV+fDbvBi1O+lVXtRq/bgy7/Alu1GubwIpUGsugB6pTfO6Y22+aAKAjGF/girLzjPF2TwydTuTZLtiubvCqfvDSXs8cv+1CvpY6/ET0OpvgBrIMrtDbV/Ei3ccQD+sW/2p6HETyLYe9Nyk5idYPV0uupMmvZClnkhXn4yXnAkTXo0VTQClI3BNNMw7TRYcxqiPYfQn4NrTsM1p5GaUxjtBF57GEIvhyCUChJ/WC7YKFTesCpXzNqlgtwrDuO8yzRfaLpiN19xWa6WF2521t3urLvdXnWvveJxZ+WjlrLbRfkbBepbebynBvYrA+mVCf9NHqWVlgZN9YoB+sejY5NpSZHshEhuShwvLZKVFMZKjOSlxvDTI9nJ+1GBn0N8DtBiEvOx8BYRpkcKb+PA2tjEPgnviEY2mSsaU4ob8YecuJ+cnD8djD8KqW/t2/E/Hdqt22D8YiG8exRB+imP8GMe4ccP/LI8//Q/5OJ/yMH/mEv80UD4Ifff39/92Tse/i0bbrznYeLl2sSHPHjE4em1I5498AfzA3cv9N2b7b83M3DzTNfd8z1bF3o2TrWsTtatTNQtH69ePl65Mlm9NlW7Ml67NFo7f7TqSJeTJCWHCyjhCmq0BpleROK1SSsOWnI6peg6GqSei2lRZtUJ0srJYnl2FTK1ARTbBIxuz4hty0poASe1g5PbIMntsLReHKSPiByk4UaFrHER9yCHNsSjH5byh7j0YS79qJJ/WMU/rpcdlnGHBIxjcuFhCe+YTDChlg+yGf1M2iEh76CA28dhDPBY/RxmN5XeQ6N3noLJmwAAIABJREFUsxndXEYvk95FozaxmPlcNVFcn6I5FCDt2kMp+QSo2w3Q+2Lt4dzKQFbFAVKJD6ncl1IRxm+Nk/WH8mr3Ywv2ACUhaD4hx0l29USo24NVvRE5h8JUfQH8Zm9GXQCn1Y/VFMRrCeU3BdIq/AlFwQR3MMEdTCgKxjqDEPkBUJMvQLc/VbkzTvhJOOPzYPwnB6A79mX+J5TgDbGGEqoCEc6dCYodAeSPAnCfhRJ3hpL3xosTqPUw9QRQPZ2iOJWmPZusPpskOwFUToIUo2mCgVTuIEg2DlZMAKVjUOkYSnEcrTqOVo1jVaM41SE4vykJlkOBC9p53Hktd8OqvOEwrdrzlgvM1xz5i0XWy+78Oad5rjh/pbHsdnfjRlv1nY7qrY6KrabirTrXVnn+3WLNVj73Wz31tR7/yoD+0UheVuL14CBAqjcUFo2iJKfTYpIIMQmEuChybCQpNoIUG0aO8ceFH0AHR3BTwyQZKS5idocI1S9BdPOg7Qx0B4cxLFVOGQSHJdwK+EgB4icn6w8n7U8H9U8H7Y9C2h+FtP8fJH7N9yzDkn6xeJY7PMe9t+NH47YXxE/G7WelH8aPBtxPRsLPJvyO15vveZh6tT71cm3y5drki9WJF6uTL1aPP18d94iDB4avrx3+aunQ19cOP7o6fO/iwL25wa2LQ5unu26e7tw633v7TMf6ycZrY5XXx8tXJiqXJypXJ2uWx2uvHKmaO1rV2GDIkCFjlZg4AyndyQJXsgj1HHodG1XPzm5i4btltAFDVh0v20HKZ0AboUld4IT21Ijm1MjmtOgWQFxXVlxnekwnKKkfBxkgIfqJqBEq/giLeljEGdcrTttNh6SCbipxQis7bzdMaiVHJJyjEu6EXHhcJhiVcA/zWX1kYjcRN0Anj3DoQ2xqD53YScH30Ij9LHY3mzkg4LSzGOV0ppKphHBLUg3HYgtOByn6g/mNn8NMnwF0oYzScFG1H6fSl1EdQK8NZteC1Y1ca3OywO1DLfGilvszbACJg1TYlWEfDlJ37xe3+wqbgkVNfux6H2adP7s+mNcYzK4JYVRGsKqj6NVhxJJQnDMEbQ9DFQTDzQFgw/5M7a5E8SdRrB1B5B1BuJ1xPD+YPZRUHYhx7o7lfxaA3RmE/SSE8mkEe18MPyRLk06rBggGMyTH0pST6dovk1WnATkXobkzENVkGn8wldMPFB7O5B8CC4aw0mGK6hBRNoQR9pIUgwRpVwbOCkwhV+Lol2T860bpqtu8UmK7XlRwzWm5bjcvOSxX3ZYrJdYrJYWrdWW32mrutNc+6Ky531J6v871oKbwcUXeVy7pcyvnlYH6fS7ulQH5Qo/ZUmC6KMmEtAMwcAgKGwUmhGdhozKwcWm4uBR0dDwiIgwW6gP2i2EkwU2EFB0sq5iS3SFA9IkxA2J0Lw/XzeGNyEwTudIBvr4IdrWQ9MZF/9Pl8Rr9l4e3dupbO+2tnfb+Hen716Tv3wz9YiH8Yib8kkf4xUz82UL62Uz80UTwQPKDEeeRjveXjz8AA7vj9cbJ1zdOvlo/4SHBowwvVo+/WB1/vjr+3crYv8pw7dBXSwe/Wjr41dLhxwsjd2f7bl/ovX2+98Z0+43ptpvTbZvTLTdONK5OVq9OVq9MVS2fqFmeqlsYr758uPLCSLmtXJKeh4xVQxOMuMxiDqiSA6mkoeo5yDYxpkeM65Nhh/WwZrEwB9dABPWhsoYQGZ0ZsW2AhHZgYg8sfRCW3gNI6AQn9WPBIxT0IQZhnE05IeaOK4UTJvV8leus3TjEpk3JRXP5OcdlnONSzgml4KScPyXljQlZBzn0YSb9EJd5kMs6yGUMMMi9FEIPGd3PwA2y6d1MyiGZqJ7NYWTjMyh5cZqDKfYvY2zT4Tljfuymj7KMQeSyWFFLML/Oj1HuTSkP5jZG86rpGqfD7aJo3T7MYi9Bjb+wNJxXHC+tSjJ2Rmq7vLkN+1k1voxKP3rlPnyRD7k0lFUdRq+MpFVF0SrDySURpOIYckkk3hWOtYehrKGwvGBQjm+mcnccZ3c00ztDEYIriaDUhaLyPw/H79iTvtsXsjcUszOCuS9eGgY2xaHt8Rh3FLYintEFUE8CtNNA/TlozgxEexqknMwQHc7gDYGFw2DBIE7UR5V0kMVtZGEXlt+C5DfiODVgIF8LQp/ns1aVnCWTasFluVZmX3BbrjryFgvzlgrzFpx5S6UFy+XOlXLXRm3Jrcaye63lj1rKH9c4H5dZvnHKv8ujvzaSvzcQfzBgX5sw3+WgL1CTDKl7YYlfQIBBcFQYChuJQcdjUAlwVCwQFZOcHREFCoqEhWJ1eLaDCy8gwmo44EY2qImJ6OThevmELg5/WGKezMntYfW6MC9drLfF9D9cHnt2yp8O+p8O+h+FtPdf3p1A/p951PYbOgvhNwvht3zSrxbSL2biz3mEn/OIv5hJP+cR3l///tA55WcT/pc87I7/oQwflA2jnkzJA8PTa0e+Xhx5sjj0ZHHkyeLBh1eGbs90b57t2jjTceN0y8aXLTdONqxO1q4cr1o/UbM+VXVjsnJtsm7leO3SsarFY9XHRlzCChaoCBetBUVps1OdlLQSMqSKyRnSCQ/nMoZVqHZhdqccVcM3y9A9ROAgHtSHBfagAT0oQB8OPEJBjpDggxhgFyxtEAs+xsBN8KmnJOxpOe+ERjRlVMwU5885LaMi9hiHOi1mT/BpE0L6KSlnWsKZErImhNwxMfeIkDMq45/QyccUooN85hCT0k8hDNFpIxxmL4t8SCw4ajQYuLJElDJePZKcfyZIOxqoOPQFvnQ33BYraAlmNwQwG7yplT7MWj9mzQGUAczKEajN2WJrqLh8P7f4c3zeJwiTF9EZyK4IEzYEsOsDWA2BzNpAWqUfqdiPXBxCKw+nVIYTy0IJRSEEZxjRGUEuCiG4AzH2UKwtGleQgDbHIwyREE00yhRLKwunVftn5+4OAn66K3znvqTdQYidIcT9saIwsCWOWJpALk8glsXgKrL4fWDlGEhxHKKaAsuOQ+SjQMlRgHAog9UJ4XYgeR14USeZ14jnNuKFXQRJJ0bSCkBouOmIYQ7jmka0pOVfzdMu2q2LbsuCK2+pqGDJXXDNZV0pLlgptV8rKVgpLlgvL9ysc2+1VjxuKf+6yv61S/uVgfGVEvWtCvVCjXqlw77U47/V4Wa5QGnqvoyULzIBvtmIIDQ8iAqNEuFS6Nh4ECo8ERESBfZLxkZInFxxuRBXzkS3i8ENTFA9DdXBofcK2R08QRtHO8gvb6GsFVH+dDP+KKb+4aL9tZ0yUf92Mf5yMv500P90bP/iOW751k759xTNezCsxDdW/Jt84m/bbov4X/K2j9O882/fDo+Lyq8W/K8W3H/j4cXqxIv18efr48/Xxjw9pe+WR7+9NvqubDj41eLBJwsjTxZGHl0Zun2ha+NM+8aZts3TLesn6pcnKpcnKlYmKzbP1N8+23D3bMPN6caVsdr5IxXDnSZDBRtRjAeVkuJyIBGqrHQnHlxFyyqjEjqk7BE1fViBaBdAWsQQB01BzuzCgrpxwD4SdIAC68aDB6iIERb2IAMzxsIP4iB9yMxjdNQEj/ylgndSxj2p4J/QSc6Y1DMm7WmF6ISYNcYmjzNIU1zqSR7tBJs6xiBNiDgnVZJxOX9UyjulV5zUy4/J+IcFzBEuc5jJPsxjD3MYw1zOqEp20Gzkk6Ux9LIEw1Sw/FCAuO9TlNObUhrCb9iFcvjRa/cxG/ayGj5FFOwA6IKYjgi+y59hD+GXHmCXf050elNK/Kjl3uQSb2KxN77YG1/kjSvyIZT4kkr8KCX+1PIASnkAqTSYXBpMKtkN1O8G6byRZj9MgT/SHIQwRiANkbCcBLw9hVkZQyoKBMj3BAK/2BMc7h0SG5ruFYLeF8YJTtFGIWyRGGcM2pGAcSXhK8D8HpB4GCw9BBYfAooOAoRDIEEfmNOWRa5CsOvwvCY0vxnJbsFwOzHCTrK8By+oI4BIbWT0daNsrVC/aNZeMeYsFOQtOvKWSvJXqlwrFc7rpfb1CsfN6qL1csdqeeFmnftea9njzqqvGku+Kct7kCe4JUHf5Wc/FEK+EkOeypFPNcQ7Msx5DsSECE9P35+U5ZMK8IJk+yKyA7GYKBwlEYSLSswOjM7yjgR4k1VwThkLW8PAdAlh7WxwHQlVTxa0C9XtEkMT11pHmKylvSpl/uWm/e0m/+3Jl7bDY03N8HhUv0fidxvpj0Lq+2zqdxvldxv5TQHpjXXbMOWDG+AepwiChw3PCeTfPLfM3vPw+h0Mz9cmnnt4WB9/vjb+fHX02fLo06XRf99SLxx8fGX4ydWRJ1dHti72bZxuu/Fl68Z0y+pk/eJo+dqJ6s0zDbdnmlfP1J0+6hrtK+ho1OW6aEQDFGlBZFgRaXZUigkWKkmEuHHMbjm0mplRSkU0cPFdMmiHBNAiSbURSJi4Jhy4n4YYYKA68KAWdOYIE3NMQDoupp8SscZo2EFk5iEccJJDnMuVXzFr5wyKs1rxGY34nEY6o5Oe14jOaySnZYJpEWeCST5GwkwwSSdEnJMKwRm97Hyu6ricf1IjOamWTsoF4zL+ER7jGIdylMc8yOEf5LLH5OIygTKVmh+pOhitOhQk7tqJL/XjNnnRKz7Kzgvg1njTKz9FWPYg9IFUe7S4KlBcGyBqiZO3RohbvahVIdyGcEFLMKs2gFLmj3f5YZ0HMA5vnNuPVuVLq/ahVfnQKn3IZT545x5w7ueZ6r0QfSjJEU0viSAVhqJMYYicWLw9iV4WR8gPSGPu808L3BsK9I/QZmRyU9LDwqGB0fzIVE001BiHsCbAbQkoB4BaC2K3Afk9UMkgmN+Xye7KZLVBOS1wVi2EXIygV+B4DRhOfTazASXopCm6yaIqLJhXgkVfUdNvFahWisxLdvOC2XA533DVarpWZFutcl8vK7xeVnijpuhWQ+lmbdFqtetOW9WDnrpHHZVf1Rc9celvKkhrbMgtNvgeO+sBL/OhEPJQgbujIp+T4BzUdAQkDE1My4KFJ2UdSAcHZkFDgMiITFRkGiwsBRKcnB0IocahdTBCFRPfJYQ30XAVBFk929Qs1lfzcipo1W7k3XLG38XMv92U/3JT/nF9aNJO+8tJ+8fNeP/dIx2ea2WeAuOPQk9dQfrdRvq9gPjWRnpjJW7HOzDeBeFXC+FDTn41E3Z8KA7frR7/bm38u/WxZ2tjz1ZHny2PfnNt9Oulo18vHX2yeOjJwsiTqyOPrwx74uH84M2zHSsnmpYnm5bH65eP19442XDjy8aNM41jQ1a2AQaXZQBEqVGCuARtFqKAlGVEJeaAgTZsjDoNXU5WjebRe1VpxVRABS+lhBnpoqTV8tMKcCRKUh0ONCogH+YSWlGZ7WjAYSb2uIByQsT4UsCaoOGOYMGHsaAxGnpWJ57LlV02KmY0wtNy7myObNagOKMWzhgVFyza80bVWbX4OIsyTieclnGnZZxTMvaXcv64gDEuZJ2Q8k/JBJNi7jEWZZxBPC5kHROLj4g4Y1JOq1oH5RUGi9qiZP2h4u695NoDnDZffstuQtFOrO3j7LzdUG0yRa2wFJtLG7NEzhBeY7SkI4zXGECvCOHURIpaw9jVQeQiP0xBANYeQHQfIBQdoFX7sFuCBG0B7PovMIUfZyg/ThZ9nir9IksVRXTEU90JZEc83pqAMWdQnYk4o18S3jswNjk4XJqc1I5HjnMpBjAwMiwzNJEfmaGOAOkTs62psMIsYmk2sxFAbwRyO2CSAZiwD8RqzeY0o7gNCGZ5NqUIwayGc+qzmTUIVh1Z0obhlwBAdFM27pxStGxVXys0zeXnXrUartlyL9lyrhaYV92FK+WO66X2tSr37eaKzeay9Ybilbrizdbqe111d5tKH9c4nzh0m1LCDTb4Fgtwl52xxc64x8u6I4HfVRFu6ZgzKnozD+2Wk8Q8cDo0ICHLOzF1X2z8rrikvYkp+xOS98Um7opN2Q3ChGF0UHwdE9fI4FfS3R0qR6tMW8VRlxAOuvAvixh/FdH/8jhluWl/Oal/u+n/uLep+MfN+OudaHyoEtv3wLdVguyx4frjve1iPuGNhfR7PvmNhfgmn/BbPt6jHr/lewL/P3l4vnp8mwcPDKujT68f9cDw1eKRxwsHHy+MPL4y8vjK8MPLQw/nBx/MD9w617EwXnN1rHZ5ouHGycb1kw2rJxtunms7MlgIUYJDJWmxanCCGpyshcQrwZFyQJwaEqeDxuWAkJVUwbCOOaiFNAoTiznRBZSIAnK8nQi3E9nM9DoMYIxPHuOTunGgPhxkCA8do2MnWYSTbNIoCXmCSTjJJo0zsOdUvC8V7DNy9kWNcEYrvFygu+o0nsmVnjUpLjqNs4W5s/m6yxbdOYXgjIx92aQ4p+ZPCmgnxcyTYtYJEWuSzxhj049QKEfJpDE+87hKMqkXjxukJSoTUFR9gFnjz2mMVg4F87p2EWv3s5sCOc17Mc6daJs3xgDECepcloWpoe7eEbS2PlbcEsgsD6G7g+juAHppMLUoAG/3xxT4oAq8MYV7sc4DtOpgYXsQr3k30rYjWfZRiuQLgNoHrA/H5CdRXemMojSyPR5pSEQa0jD6RCAjMyJVm5HZR8dO8ClDVHRhVhosKMLXLykwnh4P1cdmG+OhljS4DcmohNGqIfR6uLALJe1HiXqR/E40vwXOqgGTi9IxNgSrBsGuh7FrsZxaEs1ORnLEYEQLi3q5wHSt2DlfbL/isCy786+58i7ZDVdt5mvOgusl9pUK50Zd6c2mso2m0s3mspvNFbfbax521z1qrXhSXbhlktzgIW8wMm8xMu6wM+9xsu5ysu4IIHfEsNsy5JYct6WkLqupUypcqSCDhw1AZ+1Pj9mZEPxRbMCOuOAdCREfg9P2kbEhWGYkQJ2MLMEJa9jGOoG8mMzIh+kKoJdKKL+6ab8X0f5y0/9y0f8uonss5P4pov9TRP/Hvc2DBwyPUPzpoP7t2i6yPTC8M5sjv7WTfy+gvC2g/G4le+KNddsA+/3513fZFOlXM2nHyxtTL9YnX6xPfvcBD9+tjj1bPebh4avFI08WDj+6Ovzo6vDDywcfXB5+cHnw/vzA/fmBWzOdi5M1i5O1q9ONN8803ThVt3m2+d5c9+zJJpKeGCbKSs/BZGkQUayEIHpMuDAtQQuL0ECDNYD0IgK2TYDplsC6pMlVzPRyLqRJEW/DwR0EsR5diQf0k2FDNEQvDjRMzB7GgEdJyCkGboyKGqNjz8q4X0rZJ8T0S3nyy3nys3L2eRVv1iC77MpZKLXMu4xzBTlX3ZZzBbqzVu1Vp/GqVXtOzV/IVy/kq7+Us6dl7NMK3qVcxQWVZIJHG+fQpwTc4zLeyRz5eafxRIkjP7cmTTa0j1y5m1oeoRgO4Xfup9VHyfrD+O2BJFcAxhCE1kejxHwu73CTe+H00YrWwWRZdSDL7UfKCyDn+xOsfjjrAZT1ANLujXJ4YYoOkKv8GLU+1LLPwIYdyfLdwBxftDWQUBhDdacySgHccjCnNINckIY1pmGM6XA5GogrphBPqLhjcl4BGp0dEhO822//niBf/xS/YGhCKjcDqkmG6tLhBiTZBSMWoVj1KEE7StCFEXbjxD1IbguMXQcgFiXBzAhaGYZRgWWW4hkuPVNzJk9/1aYf1Ytni6wLle6FMvtaletmU/lyhWuh0LLkzFsqzl+pdK3VFG/Ul91qKr/bUnm3qfJGrftmQ9HT3rqvW0q3HDmbctoKHbhOSdmgpm5Q028xAXfYwHtc0AM++K4I9EAEfSSCPpZnP5Ej7qjRS3LkrBRxWoIc40F7aBndrMxBIXhSg/4yn9ilhsjokWhhPEKdBRelwISJxNyMpmLcvVLqry7SH0X0v9zMf9z0f4rp/xTR/yl6x0MR/Z8ixj9FjL/d/zOP+svpQeLf+8dvbcTt+8fbs22K50jH71bKh7nTh3aM2zw8X5vY5mF13JMpfbs8+vT6sW1xuHro0ZWRh1eGPTA8nB+8f2ng/qX+e7M9G2daV041rJ2qXz9Vt3qy5s5sx4P53vmTTbJ8ZqYQmCaFJsqA8SpgvBYcowYmG5FxeWg/ZUaiHUHqkRL75em1tLgKSno9D96rTq9hJeTBSAaUlZPdQ4T2EsG9BNAhYvYwHnqEBJ+kIkepsDMy5pU85WkVf0rOmrEorhUZL+bKTomZc7myebv2jFl2xiA5rRHO5Mov2XIuWLWXHbnz+aqzSu6cTrRkVl3Q8Gc0wjVb7pVcxTkFb1rCPKvgntNKz+fIZ2w585UFx0ur+Oq2ZMXhMFG7P6cuUtgZKWyLV3SnyvvCabVeYJ0/gB0BZ4YhmPEwBpMjdjjtDJ0rVlgRTHcEEPN8MfkB6AJ/lN0bYduLsO/Dun3IFT7Eys/Aph0p4v9kqLyQ+X4EVyC5JJhSFs8oAfNKs/kVUE4ZkO5Ow5mSkSoimqNDwhVZCVIYgIIhxSWjvAJSD3hFIOMysamQ0KDU6EhMWho7HSgAwNQwrCUbZUGTi5H0SiSnniDrwUu74Jx6LLcBSnJnoPLQDCeO7sDR8wkIXjONcdPIv+3SXiu1LVY4lmqcKzXOG/VFt9oqV6uLFpz5K2UF6/XFaw1lN1sqb7dV3W+reNhcer/WdavEeqfc9qDKtuU23jaKVzioFXLmGjllnZq6Ts24Qc+6xQZtcYEP+ICHAvBjAfSREPxYDH4qgjyVQJ/KUT/ocW8LaH8Wsv50cN86uL872X+4GH+4Wb8WCWYUcC7AKyZ7fwwpDCxIybGAZkvJP7kZf7qpfxbT/ypi/OORBbeHgfc80P55JxoeGN7ZuW83Yd/aKduXwAtIv9s8TVhP34nqQeKNlfzGQnpPgufLr2bSbxbyjpdr//LwbGX82cr4s+WxZ9dHn14f/Vccrhx8dOXgwysjD64MPbw8eP9S/9Zc3725vq2LPXdmulamG5dPNaycalg91Xj5RP2h4cL8Ug6/gARXZofT4+PVkHQ7Pt6KDNcDow2wRCs2ypgdmw/FtQs4h3Ozalhx5fTkZl5WtyyjTRTtwKXooQI5vJUK78IC+/CAo3joISL0EBE8igGMUxEzat5CgeakintCzZu1aa+UmC8V6E+KWVdyZQv56lmT7LxOeEbOPa8WzOglZ3WiWYPskl46I+PMSFhXNKJZBW9OyV/US2elnFM88hkh46yEMy6gTvAoMzb9TFFOhyEfqWgOE7f5sSojBQ2xouY4YXMsvyGGU++Pde0GaH2AvBgUNY1ATcHx4tD8cJQgiFwYwKj2I9r3oS3e8AJfWMEBeKEXwr4X7fQmlezBOD4GGD7O1O2C5PkSywIZ9b6MmmBubYygLoVbCeKWAzllWezyZLIjOlsZmU5loTAmZCo7LRkJwWTCuXHpjKBwSFpQohuCqSIxM8LTfP2yIuOIKRk8IEQJhmnA2RoY2ogkOjCsSgyvMZtRmk22YSkuDMEORuhgGDUWryYgOXoI4jSfsqrnrDhylssKF4oti2X5azVFN+pK1qvdiyUFV4vzNxpK73bWb7ZU3euo+aa34UG9e82qXjdK71jV9wp0N02yB/mqJ3mSNQ5yhZS5SklbpaSuUdNu0DNusQBbPOB9AfChAPJQkP1YBHsszn4iyf5KCv1alv1Si/rVQnxTSHlr287v/3RQ3zrIf7loP9qYZcToVFRAGjeRoQMNOTFPi+n/y8X52814W0z7Lzf9nyL63+53eZGL+i5r2ubBkzV5ePijkOKZYXuu5H/QfvWcQ34vEWTPefA3HxTWnov5v1nIv1nIO16sTT1fm/DEtkQsjz+7PvbNtWMf8vDw8siDeU/ZMLh1qf/Opf7bc313LvXcvdh943TjylTt6qmmq6eaymsVFDMSVYDC2LAgAzKIk7iPGZ1ux6fYseE5oIjc7NgCXJQVE2HOziwnE3qVkCZRcjU3rVkI6VNBB3UJddwIMxwkzrRTgR3orH5E2mFE5mFk5jAs+RA85TgdfVJMm1Qwp3PFi8WW6+UFszbtmVzxSSF9mkueVfHncqVzesmMij+rFc7nSBcMilk57yyPNitgzIqYl1S8JYP0nIh+koY7QcGcoGLPi1inhcxJPvm8in+5MPdiob5CrMoUVUarukOZVQG0knB+TRy3PpJZF0Cr8CGXBFCLw8i2CJwqnSrP5sqQYh1YYgtl2YO4FYFU1xdI616YdS8s7wtUgTfWsRdR8AnI+DHQsBNt96JW+DKbglitQYyWYFpdNLMynVOeySrLYFSkMcsjqe4gQn44XBaXjDNS8NOF4hPF+WaeAJWJoWZRFEhGBYt/TCo9ptTKELSoRFxMpiA+S5YOUWRBZRCEHonPRxFsSKINQbBA0DoQQgVFaGEwFRomklHkDp6qicubErHWcmSbVu2S3ThvM84XaBYchmvuguUS+3JZ4WKJbbHMfqut+m5P492u+rstlY+by7eK85dVvDUZe1PF29Tw1uSs21ruPTVjjQ1ZoaR7YFinpW/QM26zAPd5oIcC8CMh9JEQ9lic/VgCfSLJ/loGe6qAv9ajf7MQfy+kvrGT/yyk/FlI/ctB/7uQ+ZeDeUOHMDJjoPwUnAZYaYPfLaG9LWL/5Wa9LaH/VUT/P07a3276X0XbPHxYRfztpr3vw77zaae8tVPflxDvukyUt3bymwLimwLi7zaKZ7Pjd9t2OfG+eHinEqRfzcQdz9cmnq8ff752/PnqtkR8e33s6dLoN9eOeWB4fPXQOx6GH1wa2JofuHep/+5c392LvXcvdt+b67430zF/vHKkL99dJyHkwZFOLLqCmmZDZDqJGU7KHk5UsDoDUsaIt6CiTchYKyEsDxNsyI62ojLKGemVnKgiWmwZA9wiRfXlZjVJY63YWHaClpLehwMNwFL7wYnD4MQhUNxQduIxJmZawz1rll92Gq66jDNm5UWvrWM6AAAgAElEQVST/JJWNCtmnaRiz3Ips3LerII/qxLMKLiXlPwFlWhGwJgVMuZlnDkFZ8ksf1hRcFUrOkXHT+ER01TcrJhzQcKZlbHnNMJZvXzeqKkVysCMwkRxV6Z2MErYFMNtSBG0RQk6g3itAcyqYG51hKA6hl0WT7OkMlWZNIHSUqgvb0Qa6xMEZYFY6xfZpi/g5p0w4ydZ+h1p6k+BufuxTn9qmS+1PIBeFUqpiCSWxpCKkmjFGcxiML86g1sdS3OHkWyJVCucIOfAiR1S2lqJ/JJZ0sEkVRJJ/ULppF5zwW686DANalWIFGB8OiUNoQIT9ThaLp6gxZNy8BQjjpyDIWmyUeKkVEZMHDU1mQJJweqI7DGLec6svaTlXTdJbrks627bFavxiiV30ZyzaDUuOfJXi+1rZc61Std6bcndjtqH/c1bPXV3msoe1rrvOYxrGv4tNe+Wmn9bzdvSCe5rOTcEqGVq5iolbZ2SdoOSsUHLuEnPvMMC3OOA7vM8R77Aj8WQJ5Lsr6Swr2XwZyr0Dwbc71byGxvlt0Ly20Ly34XUP5zMl0bKnCzbJohHSRKJZoTFib7qxP7hov+Xk+ERh3/ctP/toP3lpv9ZtN1T8iRO2/bsHyjD+/6SZ1D9fsfpXZB/t5F+t72/8Ed6U0D+vWC7sPb4DH3YhN3xYn3i+fr4d2vj7/Olb6+NPV0a/Xrp6IcwePThPQxbF/vuzfbevdi9er519IjDUS8k52cD9GnwQji2lgavo6WVEVPLqOA6fpKL4CVJSMzHpBQQgE46qEwQV0AN1MISbaREOylID/c3ICPthEQnObOSn1UjirNgE4UpBiZgiAAdwQL6kKlD2SmHs5NHUOnjYtoVV+7FQv2ZHMkJCfO0lLWQK1vJU15W8s8LGBck7Es6ybxBPp8jnZNzZ/j0GR5tVkCbV3AvaQXzBvGyXbNVbl3Qi89xKWfohFM03AUBa0bEPi+kz0jYZ8XsswLOkFROoeSEk4riRC3Jir4kWW+crDdK2BvF64rgNIcL68NFdeG82mh2ZTzPHcvQSHJzWlta2ea6ZFl5AF6/J1PxWar6oyTZRynyXZBcH6wtEOcIxTojyUXRZGc80Z5KLkxnFqXxKlOF9VmqrhRxQwLVDKdoZTSlncJuYJOPKFinVfwTPNpxDvWEmHtGJT1rUF90muYc1nqBJC4sKSQWE5HJTkOwSVSxUJjL5emoDCWBpoKghHFp1KgYDBbCKtbYenPzp82GSyblvI67bFWsuM03akpXytzXXPnXCvNWXYWrbtuKO3+j1H6r0nWvtuRefemD5spHLZUPG0of1bi+KrPdyVOuqbkbas4tnfCmVnA/V7ilZqyyICuUjHVy2g1K+g1KxiYt8zYz6y4bcJ8LfsCDPBJCHom244kk+xs54oUW94MR/yaf/LuN+quD/Ech6Z9C+isL5SAvTclNpOXAiDasppQwXkZ6XUT9q4j2p4v2v1yeJhLtv9z0v92Mv9/X0O5/wwPD+2brex7++0humwdP7/V9Yf1+C/CN9d91QM/W029Wwo73mdI2DMtj314b/Wbx2H+rHC6PPJgfvj8/tHWp/+6l/nsX+7Zmeu/N9m5e6j54xC4tIfErKYQSPK6SgqumpeZDUuwISCMX2iqGtIgQHZJIC2wPJyZCBUSUcOEV0jgL1VcOjbeQ4s34/aKMfZKMyDx0VC4iyoyOc5LiLMgsZZaOljZEgR2lwUYIoEMYwFEM4BgZ9qVOcM4knZCzjvMpU2zijJi9ZtGs2HRzuZJFq2bVlbfqNi3Y9Rf1koti9hk2+RybsqDkX9WKLqh4V0yyZatqXi88K6SeZZMu8ulnOOSLUu5ltfCijDMj5pwR0GbFnLNKWalAjSSpY0nmZHFLiqwnkt8WyWtLEHQnCNvjZK0xsqZwXn0kvyFe3BIjqgCLzSxtIVBZFScu3wcWfBTL3BEr2pWm8Yaa/ND5QRhrJNaWgCtMJblSyI5MehGQVw6V1UEUDZmiaqCkAsvPV7OUtQL5gFo5opIdkguOyUSn1eoZjWpaxpuWcc+qxOcMmoullsVK55jZykOR4uKQIYnELDAdl00kE9honCgrm58J5mFgfBFJ7hRo+wzmc5VlC+XOeYt2RidadZhuVbjXq0o3W+rXq0rXS23rZbb1UuftMsed4vxNh+m2y3zbZblTlL9VZrvjMN7J194xKm5pBJty1qacdUvFuWsQb5llj0yiOzLiCh2wTs3YpKRvbItDxh1W1hYH+IAHfsgDPxJCPDchPfrwjRzxnRrzQo/9yUj8zUz9xU7+o5D0p52xJsu2UiLJRiizhKaroB4sJX1TQn9bwnxTTP+jiP5/nIz/7aT/XUT/yzNweJ8mbcPA9Hz5YGhNe188vJ8/fDCIoPxuI3mQ+PBa+G8F7zCwEj+k4r/x8O3y2LfLY0+Xjn693VM6+OjKyLtMaXjr0uC9ub67c333Znu3ZntvXuqdvdDQfNRsOqQVdAhQFWR4JR1UTE2z4cLVgLQSEqpLntHIAbbwCL0qb0HSbnJYugkLLhJEGcl7hQBvcVaUAe0nA3qL0uKMyEwLDuqkAQtJ2SYUQpbJx0e3kUGjDMRJOmYMDzuMhx6lo6dV3EkJ/TiXNM2lnuZQLkpYizmSRYt6waaby1dfLci5YlQvGpSLOfIrStEFIfMMi7SoEi3nyOfVwqt66WWt8LyINitiXOLTr0rYcxLGjJRz1SBdMMguSvlnRIxLKv6CRnhWKhyQKdVcI4RVnMyqTWDURrPrYsUtSdLWeHlbnKwtjFcbyq6OFjVFS1sieKXRorIoeUMgpWBXpngnQOkFN/tjCsPxrihcYSzWlogrSCFY08m2LGYRSNQAVLQiNM0EWQmVrc/hqetE8j4hb1zOP5mjOmExnnVYj+cqp7TSi+acc0b1tEZ8QSefMWrmi8xrVUVXHQVjuZoyjkCNYRfQhb16U1+OuVGX75YYSqSG7pz8Lwvdy1WlK1WuhRLrRYv2gl66ZMu9XVN0t6Fis6nyTk/TvabqexWumyX5t12m+3bDhl56Tc5Z04huGZW3Leq7Nt0dq/qOSbqh5mzIGJsSxqaMeVPF3jIIvzLLHuVwbgoRN5iZm/S0W4z0W4zMW0zAbWbWPXbWfW7WfS7gAQ/wSAj2wPA+X/pGjvhahfxOhXqtwf2YT3prI7+xM5c02Ao5RFFEkJSj24swT53/l663Cq7sytZ0fW/0Ofee6NNdXKfKVbYz02mnk0nM0hZtZlybmZlBzFIKk8lsJ2eKeTODGJPZYinr8T7dhy3JquruiBErlpb0OD/94x9zzDmKNzTQZR10TQ3dUIPX1eANDWRVC13VQjbVkA01eBuJHWXYrbHGlWFNDV5V7RaXfu0J33n5dRDjzgS6f25z2mmJjadScR6+X3R+F+dhbvTr2eHr04PXpgauTvRfGe+7NNZ7aaz3YqznQrS7I9LVFu1sD3W2Brpb3N3nzl2TY+owoBr4aQvosCHvqKHouB581oY8pMjbJ0hLqsQdLYUdNIOgV/hpVtS/Z//lj9CvPqWm7eOBfkdO/r8KDvyeePpjeuJnrJQjkryjUlCSrDBFkJXHSS0mnmAWfdVUkHi9KPVnaM5PRVnfQrK/ReT9iCn8Hgn6AZp7B55/F5b3CFPYS0OPytlOnXBIzurlkvvp+D4KysWnucXsISapEw/vJiAGKJhBOqEPwPaSkP1k5AgNOwxg+imofjp2SEhzGIQuk3RQxu4WUns4pEd46EMEqIcEf8BTWKnafLj0CFh5oEj3OcL2JbHic3z55/jyfWjbJyjrAULVIca5L+lNf8eU/kem8D+S6X/Kk36cr9kHsxzElH2FsH5ZpP6yQHEMpj2JMh7DWI7gSk8TS9NIRhRRLiOwq1CEa0TiNyTcNTz8OhH1A51yX8Tr1st+FNG+Z5NuCVkPVOIHCv4jEbtHxB6Ucu0y/gAHGOBR+iWsTjGvW8YbUQkdMpFTLnTIhV6dwmNS2fXyUb3UZVI4jXKXThrQSAJqoVcr8NuUwSpDrN4aK9MFFXwPl+KhoX0A2k2EOwhQJxkRYBPGZMyojBmQACEJ2c/C+AGEjwjxA9AwGzUlwM/ysVEKyI9MCMBPhWAnwvCTYcTpCPJsBHk2hjobRZ2Noc7G0Anj2KQJ/DYM2zwAGTPUjDkgY5Ga+YKft6QAv1fCJsTFD1WwCzb4FWuhT1e0pAKvqIvX1EVbKvCGGrKmBq9pIaua4lVN8YYavKkFr2uL1zTF2ztxasi6BhqHYcdPb3e8xtUgHjuTF3ejYGciY/6SPD9eg/pnMAriYHwUryktOL6Zt38zN/r17MjN6aHrU4PXJoeuTQxcGeu7HOu9FO29GOm5EO7uCHe1Rx+2Bztb/T3N3Xcq2JX446aCQ/qCgxrQYUPxCSv8dCniTBn0bBkkuQyZUII4VgI7YASdKUdkVeJ/jzj07zmf/Xv+gX+HfPnfwEc/Ah38D9iRP5FO/w57+DfYo7/BHvsEf+Io8Vg66QgBdbQUmnCpIO1aUdr3kKz7MFAXHnIXVXALDvoJlvsjJPsWJOungrRHyDw7lzAkpY8o2A4Fa5hPGmLiusnwUT7Zq+C6BPRhOq4HBxugIIfp2BEG3k4nDNMwDhZ+lEXspWH7eBS3SeopVztsSrtN4bKp7BphFw3bQ0IOsQiDAkaPWn5ToTZShSwsD4IUnkHIjsEUh5H6A3DdpzDNZ3DVPpTuL4WKfztB/O8J1L8WyP8O1h6AWb/CVh8m1BzGVR/BVx4nVZ4ilSUQbWl4MwirwaElMjS7lcm/J5f8yCT+zCb9xCR9S8F9Q8L+SCPeFTAfSDg/82g/ssh3+IxOuXDQqBwxKx1GmV1C78QVPkQXDTOIfjk3pBH6lXyPhGVnUwapuAEqzsGnu2Rcu5w3qhS4DHKfRRUwyMIqwSgd30eCO0XUsEkyaZONaQVeDtFOgI4iC+2YYi8J6aeh/QxMiEcckzHHlJwJJSsmpvioiACACAHwCA02yUPN8FATtMIQJi2IOBtGnIkgTkfgpyKo01H07jDCszF04hgmaQyTPIFNmSKmxpOlGXLaNJAxA2TNApnz1PQXnJxfZMW/KKHvFJBXauQzE+a5CfleA1tTglfURSuawlV18W5HxnYRSQdZ1xavaYrixdZ/2ZNeVRWvqYvjMKyqIDvt30U7S79gSV6w0/pauJs17XiJ4r1F2F/k28MaP1rcLSv9Mw/jA1fG+i/H+i5Fey9Gey+Guy+EujuCXS3BRy3hR22Rno72q8ocY/4pc9FhI+SoCXrMDDtuhZ0qgZyw5mc2oYBbUth5+plK5JEK+EFN3lFd8SkjPLOSmFtPTSrD7xPk/waf8Dv06X/L3//f8j75hHT2FCP9FPbEkaJPskF/VxYcay9OuwHJvFKU9m1Rxn14/gNkwUNE4T1k0V1kwR0E6C4KdBuWfReW1U9FDPJILjnTLqG5JQyvhNnPwDrE1JCW45fRXTziMIAYJEOH6YhRFsbNJ3v4FA+XZGcThnkUp17kLlE6zJIhrbBfyx/UixxG6ZCE1cciDvKBAQm1TwSMCBndDMpdBvl7DrsOR7agAAVBiACzD5xC/eE07rensf+VgP9bEuULkPgLiPZzlO1LfM1XxNrjpNpEYk0mvhRMMGEwUg5BbGXJWnjCq3zhTRbztoDVo+Tfl9Jvc8m3GKRbTPIPdMIPdMIdLvUOh/ozjfATgL/FAroUgiGL2ldp8lhV/XTso4K0e7kpI1hoRMAI8KgOGt5BwQzjoG4q1knFDJGRo0y8R0wPaARhsyJqUQQUPD8PGCXAHUSYh4n1C4ghISXIJXgAhIcI8xNhTlyxiwgJ0NARDmFMSBmXMqbVvHk1L8Yj+gBEAIBF6NBxFnScWRQiZAVQyQFEQghxNoI4E0GciSBPRVCnI6jTUVRCFJWwA0PSBC5lApcyTUydIafFY5qSPk3JmKdmLdIzX3Cyf5EWLCnBS2rIugK8riha1RSvK4s3FcVravCSDryy07q3XU36p04N8L9sSO866T08gFdV8WHV8Upr0Y5ixI8QFe7hoWBvTXZJCVlWQVeUkGVF8S4P386O3JwdvjEzfGNyB4ZdHiI9F8Ld50Pd7cGu5lBny9CP1RdbpBQT/Lg87bgx/1QJLKESdcwGOVECOW4rOGrMzmvDSPr1wnva5DL4YXPRcTPkTCn6oD4vsw0L/44D+45XcJmTUIE7pC78I/XMf0C++DPiyJewr5ILDxYXHuTkfFGbc+pCQep1RO5VWOY3hek/grN+Ruc/IsE7KaguKqqHihxgoAdoyC5sQTe2YJSDd4upDgHZJQT8MvYon+JVMCfMgpiOE5BQvHxCWEwJiMkODsbJxfv4JA8bP0JH24XUQJl62Cge1QpG1Lx+JadXzR0xSkY0wgEJvY9PGuCThnjkPga+h4rtp5GGuJQeBsLBwdr5pG/IODEICskjpmTic0BkGIwHgfCL4dJcqCwHoYHjVWwCT4VmlcGJlwHG10z6dxz6PRmvSyPsVHF/5lJucygPxaxHMu4dDnCbirvDJN7mUG5zgAdc+j0G+RaAv0Mn3WFT70k4vXqZr9zo0Eo6ceDOotSHecm94GwHEeakIAdQRb1wUC8kx0WAeUgIBxE2gCoYxoNdTLybS3Yw8cMkuJMEdxKgISp6nIULAjAXrsCNLw5Q4GEaKkRFBqhIDwXmJkG8FHiIiY1wCSEuIcQjhvnkMJcQYqNiLGgMAIWw6UFkUgiZENeBKPJsFHk2Lg4xzNk4BvEYxyZP4FKmCGlThJQ4DLOU9Blqxgw1a56WtUDLeMnJWZLG85aiFWXBkrpgSVu8qi5ei3sALWxtj0PY0EI3ddANLXRdu922tFcc9iKxs8e327+0XWJaUYKXVeDlX4/UFa9svxQtK4tWlcUrSvCSCrKkhC4pocsq2IoauqwCf7To+G7B8e386DezIzdnhm9MDv0fYOjqCHW2hx+1hLrarrQrcoEzR6knv+IlnrUV5rTgMs9hE6phCTWwEyX5R01Z8MtUSbce20b7I+7gHyhfZdbhU+uI/yVLPlFXAPqanH4Zm3IRn9hBPtlEOFGH/8oA+xsj4S+wA8ngLziYRCP4TG1hQhM09SIq9xoq7ztY7rdI0I8M5AMx5aGA9JCF6WVjhrn4ARpimAofxBWP0pEuLn6UjbGzcQEZ0ydj+5WsqJ4XUjLdQpKHTxxTscbVHL+I4heQQ0KSm44aJEEdfIrHJB5S8xwqnkvNH1VyhtU8h0k8qhcNS9luOWdYxhyR0Ue4hEEa2s4nOZV0p4QUlBDDAtwACXyPjL7H4/4kkXwjFFyjM65TqNdJ1IsY3BUs8ScK9Q4O/zMc+kNxbicZ2c8lPaJj77NIfQp+n0Jwhw3cZgEP+cweEfc+k3KLjPmRjL7DIt7jAHcZ5DtUwn02tVPC6VWJOtWiLrXIZdH4DYp+APMQkvUAlNZTnDWAzB/BgkfQRf3I/EFssZuCdBBhLgJsEA7qK8oagOUNI/OHEflDiDw7rshJAIdo6DAV4UbleLB5YQAapiOCdISXCvMC8CAdFaShvGSYjwLz0hA+Bjomo0/pBJMK5pSMHGOAg+i0CCIpikiIoc5GkdvTOKOos1HUmRj67Bg2YQyTGCdhF4ZpYvo0KXWanDoHZMxRM2eAjHl6zgI9Z5Ge+YqXtyQtXFUWrSgLV5TFq0rIqgqypoasq8AbcTOg+bWD9V/c896Pu993ediViF1XvawEL6nASyrwkqJ4WQle3mFmJf43KsiyCryihiyroUtK6JIStqSEL6uhyxrIR/OOb+dHvpsd+WZm+MbU0PWJwavjA1fGB67E+i7F+i5Fei78ysOj9tDDVk9nq7WGdRQ4eYBy6gQvNdlWlNUAz2nGpDUgk+vgZ6vAuc0Y9j018Qb/kCDx37J++wX7dH4rcLQU+idJyn59Zs4VStY1YuoV4ok23MF69Od16EO1mIMl0EMWcJI6v1CUjeWlixmZ1ZiMVljGVWzBN9iib0jQ7wX4e1r2XRntDgPVw0ANMFEDdISDgbaT4YOEQg8H6+ER7Uy0l0/2SWghFTes4cV0Ap+U5pdQPQJSQEIdU3PCUpqPh3cxkMNkqFtA8ap5ThXXJWd7FBy3nD0qZzm1fJdeNMCljHAobgV7WEQb4ZNHeWS3gmWXAE4+0cHG+gQUhwAYlrJGDdIhs6JfJ+2RC7qErC4urYtJ6qViBgB0Dwb6EFJ4rzD/EQo+zCB3klD3sbAuMr6Xz3woZt0VM+6L6N1C+gMG8TaAu03D32US7zJJPwH4W1RCl4TbqRH1GRUDFs2ARW23qB1a6SAX6CGjOxFFXTBQDxQ0AC8cRhQ7iUgngA7zyEE2wU1G2NGFdni+E1ngRIDcqEI3psiJL3ZT4GEmLgjAHajsILl4jImKMJAhBjLERgcZqCAdFWZiIky0j4aI8Ynzas5ji2TBIl7QsmclhBgFFEImjSGTYsgzUdTpGGp3GmdC7Fce/gmGKULaDCkjrgxxHuZoWXPUrAVq1mNG1mtBwbIcvKIsXlUVLasgK0romhK6ooauqSGbKvCaunhNC/lfAID9b7cd/vn8Q5wr6DYSSvCKCrKigS6rIdtIqMBLKvCyGrKshiypIMsq6LIKuqSCrKhhK2r4sgq2rIYvaxCrWuSqFvHRnP3b2eFvZoa+nh7aFodfnUPPxUj3hUj3+XDX+VBnR7CzPdjZPnivkWfFHgZOfw6cPS5KSzTkJVoKztoKEyqgSdXQpBoI8gad9pM4vQL+N9aJfcRDIAs0pQ53oAT2N0XeJ9IU0AUS8kcm9CdG/nfM9GvUo82Yg9XwgxWIQ+WoY2boEU1uuh5EleRWYDPboVkXMPlXiOCbZPi3bPw9DadTw3nIxA7S0E4O3sHFO9g4OwAfJhT5ebiQCPBxiW4WzisgR9TcqI4/ZhCENSy/nBrRsMaNgmmzeEzD9YrIXgHBzkC4eYSAiuNRsr0KllfK8EnoLindJWc55ZwhHqWLBB2hYUaZ+CE2YYBNGGUTRqhoOxU1QkcNsnF2BdNlFtutsiGLvN8k6zXIHmqk99Ti+wrRIwmvW8B8RMN1ElGPUOA74JwhEqoHBb5fnHcHCnpEQPRyaN1CZpeE3SllPeBTH7IpnVxqF5dxl076CcA/EjAH9LIek3K4zGCvtDprbJ5a64hF2acU9sv4QwLWIIM4CGBGqNgREmoQXTSIyvdQkRMSeoxPchEhdnSBHVXgQBV4UIVudJGLCAkwMBM88hgL6yUWRejwCTZ2koOb4hMmBYQICxNl48a4hDEeMcjGTskYc1rulIIRFeCiLFiMnBfBpEaRCWPIhBj6bBRzNoZOjKETx9BJ4+iECdTZcUzCGC4hDkOch2liejxmyOlzQMYcJX2Hh8wFauZTdu4bUfGSArqsBC+ripe14FUNeF1VvKQpXtaC11XgdXXcLezlAb6hRcQx+Bet2IntntY1NXRdDf31dLUGGl/9cSSW1ZAVDXRJDVlRw5ZVsBU1fEUNX1HBV9TwOAnLGviqDrGqQ63p0R/N2r+eGb45PXRjauj65ODViYEr4/2Xx/oux3ovRrsvRHsuRLo6Qp3twUdtgUet/s72Rz/VAEbUSV76QerZr1gJx8WpR0TpX0jSvtLnnSwFJ9XCkd9yEDdZJ235X8oS4aVQWjMlqx6T2AwctaH+Lk1PbcTAvqETHwhw9wXIO9yMK8Qj9cjjtZijpagDCtA+SeZJeSaek1GKyzyPyr+AK7pEht6gob9hYm9JaI80nEdcQg+AdHIIHj7RxcOPAnAnCeZhor1sjIeJGqVBx/WspQ7rpIUfVNJjOm5AyZiyiKYtwgk9Z9LAj2hYAQXNyce7eISwkhVUsjxSqldM9YmoLj7Zyae4BHS3gNZLhPQRoMN0zCiXOMzG9xMhIwDCyye4WLghKmqQiR0VU0cULJdeaDeJ+43STqP8oV7xUKd4oJHfUynuKeQPJfxHXNotIuIBHnEfCb5bmHsvP+s+JL8bh+gDCAN8Rp+E1cmnPuKQe4WMITm/X85/KGYP6KSjpbo+i2q00uJqqHTUlw6W6YZt6kGT0lVhCVZbhrXiUbXApxEGFXwnHTeKK3IRwREWLsLCuYkQF77IjSvyEaFROjbEwHmoqAiHMM0nT3BxATpsjI2e5uGnuPgoEx1lYiJs3LiQvKhizytZUR5+XEyOCQkBBixILgjis0OolAgiYQydMIZOiKITYpikMUziGDZxDJM4hkmcxCZPYJPGsIm7tmESnzpFSJ0hZ8ySM2coGXPUrHjMUrPm6VmLjKyn7Ny34qIlBWRFDVlRg1fUxfE0aVUDXtXuWALNdvfeTsB39eGfFQO2roHGq67rGsiaBrqmga1poKtq2IoKuqKCrmhguzwsq6EratiKZg8JaviKGr6qRaxq4Sta+IoWsaJFrOqQ2zzMjN6cGb6xXWMduDrZf2W87/JY76Vo78Vw9/lwT0e4uyPY2RbsbPM/bAk8bH34Qw1WCT3ESTlATzhAPP45cGo/cHo/J+mIvuBYKeR0DbzwGiO9FX/Ikp1Uksu7TBdfZqDbSPCbguQGyseKrMM2cFIzNu8qGX6Li74nyL5COVGH+aoEelBXtF9e8Lkk75g0B8nKsOKyO3DFHbii84Ti63TUt3zCj0LSPRX9oYTykIkZZuPdfKKTixsGYHYK0s3CBrj4MJ/gZiGmzMz/7+emJzWKkIIWlDHCKu6YXuAVk908bEBMCqsZYS3bJ6M5uLigFIiqmGEVM6xkBaV0n5DiE1ACYrqfT7HT0ANU9Cif4pZznBLmKA9wSxhhJdvDJjioqGEKfJiB6WegBzmEQQljQCfpMyl6DfJevaJTp3yoUz3UKR9o5A9Ukk65sFvM7eTQHxJxjzDwByjIQzS4l4gcYBK6WIRODrlfSB+SsUaUPLte0i3njZiUrjLDgEkxUmH0tdR4m6vc9aWOCuOQVeFDOZMAACAASURBVOOutgTrypzlBk+53l+icasEHhHDxcA6STA3Aeolw4J0tJ+C8BLAXjJkXEiZ1/CjQiDMIcQ4uHEedoyLnuBhZoSEcQ7aT4WH6OhJCXVRy31qEM4pWVE+flJEnBIRxtmIKKUwiE4LIRNjyPhs5qQxTNIYNnECnziOSxjHJYxhk8axKRO4lF1lmMSnThHiMwvTZsmZM0DWLDV7lpozS82eo+XM0bIWGFkvuHnvJIVxU7sSt7MqyOpOzrO76OPPTR1sQwvd1MHiL1t6+J4v8A0tfEMLX9fAtnnQQle1sBUNbEUDX9Ugtle8Brqqha1qtxnY/b6mRa5qEKta+KoOvqKDrekRa3rkmh61Gx9Nj9yYHrkxNXx9cujaxMDV8f4rYzs2OtJzIdzdHupqD3a2BR61+h80B+63PvqhFiUv+pR+5gA75Qta4n7y6X2kU38HTh1SZifVolKb8VkXqCerIacrCovasZIfhervRZgWfPFFWt4l1pESyKES8Il61JlmTMp5AugGPfsS7Ugp8oC6YL+84IC06EtJ/jFxNoqZacVmnyeAL5Ag7YTC6yz0LTn1tgy4LQM6FfQuAamfSxjl4kcYqGE6coSFdnDxPgExJgXCYnJECSyUCBdLxFEFwyumhjW8WZtiTM0ZVzD8QnJExZowCif0vJia6ZeSIyr6uIYdldP9IlJQCkQV9LCMGhSRA0KKi0u088guMdMt5wR0Yq+a65VRXWysnQwdxhePkGCjZHg/BdHHIw/rpQMmZZ9B3qeX9+jlXXpll07dqVd3GlSdemWXTtGtVfSqpd1SXjef2c0gd1GwXWRMFxXbzSKOiBkjEuawhGlXcEeVAo9B4SvRDRnlg2aVr6E83FoXbK0NnKsaqTQNl2hHbdoRq9pXbQ5Wm51GhUMpcAoZDjbZzSZ52MQgHwjzqF461gXA/Uz0mJAc5eGjfPyYiDQrBWalpAkBbkpImBQRYjz8hIg0r2I+MfKfmcRTcnqYT5iSAosq+rwIN07Nj+DSx7CpE7jkCWzSBDZ5HJs8hk2cwCeN4xIn8EkT+OTtpm586q4yTBFT4rZhlpIxA2TMAJlztKw5WvYCI2eenr3AyHrJA72TFK4oIasq6G7Gv3vmc29s6qC77nlTB9vUwzb0sA0DfCP+ooev6+AbcSo00A0tdE0H2+ZhZ+mvarZ5WNFAV7XwFS1iWb2jA9tSgFjTI1Z18F0YNoyYdQN6TY/5aGb05tTw9cnh67uVpdivPJyPK0PgUav/YYvv/jn/vZZHP9bgFOB9jLNfiLKOCnMPUpO/YiR/wU48rMzIOIcpuslOP08+UwPNa8WQf+IqOuWWTjXnOjO3AQ66TM1oJaW2UU424Y41Yk814c80os/WYb4wgPcrQftkefsl+Ydl+Sck2VhWVhkBdIECu8JEXWHAfxAR72uY91WMO3J6t47To2R2C0i9bOwwE+tg40d5eL+UGpTSAgJSUETyi0hBKWVcSZ/QciNqdkjLnbRIp4zCOZMkrGBHNLxpi2RSy5kz8CbU9KCIEBTgvTxsUESc1rIm1fSQmOAT4HxCUkjKGGETeum4UQkzaFF4DcIhPsHBxjmoSCcV6aSi3FTMMBU9IqC6jIohi3rQpBwyyvsNsl69vFev6DEouo3KLpO6y6TpNGm7TJpuo2rAqB7SKQbk/B420EvFDzAIwxzyMJc8zKUMi2hujdCrl7qMMrtRNmpSOm26YH1FuLlm7OI5X1P5SIl2yKwcNCmcFQZfjcVbbfGWGbwWjVcnCxoUAa3UrxSElaKIgh8W0QNsbJiNHudipiSkOTVrXs2eV9Jn5cCMjDKnos2paE/07Fcl4qcW4ayWM6ViLep4T7TseRl5no+couZOkjNnyRnzlIwZYuokPik+s3k3tjuUCKnTxPRJfNoUIW2alDZNTt320EDGDJA+A2TM0bLiscDIWWTmvOCC3omLlxW7JEDX1NB1zb9UkCDrWsimHrqhg2zqoZt66AcjfMMA2zDA1/SwdT1sLQ6GAbmhQ2xq4Rs6+KoWuqqFrengq1r4mha5LQIaRFwcVrWwNR1yJx36Ndb0iHUDci8MGybsuhG7bsR9ND18My4O/8JDuPtCqKtjlwffg2bvvSbP/XPdt2qZGsRRVvJRRf4JedFhbuYJXsZJUdopTWZWMyb3MnCmEZnWhIZcJBC/YwruCQ1dKnO3DnmBkNOGKbxCB11lnGnGHWvAJLYBp+vRh23gI1bYESP4gDx3vyTnsDT3tDiDyMysJBZcAGDfScnfiHC3ZMB9LeuuknFXyezS83r03G4lo0dEHhZSRrhEj5g6puKOKTkBMdUnBoIyRlAKBMXkSR1nwsiPGvnTZbKwhh3TCcIafljLnTAIYnL6uASYUzMjfEKAjfOwMEEBYd7IfV4qmVTS/EK8k4tzC8guAdDPIthlLJ9R6jOIRoWAk0tyMnFOJt7NJbo5FAebaBdQPSblqE03YtWMWlRDJsWAUT5glA8YFf1GRb9J3WdW9Zs1AxZdv0U/UGIcKDMMlepG9NIRDtVJJzqYBAeL6OADLhnLb5R4LXKHXuzUi70mpV0rc1u0odpSf0NZrLXaX22xW9QjFrWryuSrL/XWl3pqbK4Ks7NE7y0z+sqN/jJ9qEQftahjOklITAsy0VN83IKC9lTPWzTwFnScBT1nVs2YUdHnNPRFHeu5mb9o4i4auS9LxG9sokUFZZqHmuMUL7JyHzNznjCyH9My54H0aVLKFDFpkpAYx2BPpG67Z1J6fOB5POapmbNAxhwta56ePU/PXmDkLDJzF5m5Lzigd+LiFeVecYCuqSFrakg8X9rUwTa02xhsGWCbeuiWHvYhLgsG+IYBvqaDruthGwbEugGxoUds6BEbBuS6HrGmg6/rEPFEaE2LXNMiV7WIVS1sVQdf028rwKru16Ro3YCOf1w3oDcM6HUTds2I3TDj1024DTP+o6mhm5ND1ycHr00MXhvrvzLWdznaeynSczFeY90rDp57Tc57jSP3Gsur2SBBVqKq4Ig49ytuxheMs0d5yWe1ednncCkt2NN18OR6ZF4LGtyOhZ3H4a8BwltS4k12YlVxRjM2+wI5+xKQeYme1kE7UYM+XAJNqiOm1BAOawsOyXKPCbMSOclUano1HnSRBvtZx7ylpt1WAHfVjLsK+gMNp8so7DLwO7Xsfg1nSMUeklCdEkZQwY1p+GE1N6TiTBkl03pBUEKOKenjWlZYw5wrV0yYRDGdIKYThjWcCT13TEGL8IlTMvqElBYT0/0CspdP8PIJMRVjzsCPyekuPtElpAQUHLeE5ZCzvTqhTytwCgCfgOrnkfwCipdPdnIIowzsCI/ktaic5cbRUr29RDdq1Qxb1MMW9bBFNWRWDplVwxb1qE3rKDWMlhiGS0wD5eahKrOzROsQs510oouKddJxHj7gFNHcSp5HL3JoBE61yKuTOVWiUaXAoZPY9RKvTeOxaVwWtbfMEKwvCTSVB+vLfLU2Z5XZUWZw11hDzVXh5spIQ3mo0hwq0UxYlGExNcrDT0soMwrqgpH32Cp+ViJ9YpUsGPmLBs6cmraoZ72wCd5Xyp+buPMy4rwQ+ZgPecbLf8nNfc0HveKBnrGyH9MyZikpU8TkaVLKNCl1ipga702aJCZPE9NmSBkzpPRZ8jYJc0DGPDVzgZa1F4YFRs5jVt5jdu5LHugXafGK8lcS4psPuxtt225BB9vUw+KGYVMP39TDN/SwdQNsy4TcMMA3jYhN4w4DO88NA3JDj1rTItd1qDgPa1rkyjYPiDU9ct2AXjeg9/IQjw0jZsOIWTNi14zYdRMuHh9NDd2cHLwxMXB9vP/aWN/VWO+VaPflSPelcPf5UFd74FFrXBx895vd9xpdd+s9dxtvX7PQ5OCzvJRD7OSDjORPqac/I588Ks5KKkefrEQeKy1Oa8LlnicXthKyz6GzmtFZDajseuzpCugRW0FyIyarg5TeSkxswB8uhX+mAR0xgRPKUEc1BUfEOcfpqcnkMwxCajUu9zoH9Z0auKNj3JEDd5WMTj2/yyjotUp6reJOPbfPJBixiocN/CEV26nkBHWCoF4QNYkmjOJpgyAiA8JCwoKeG1PQxnScSbNoTMsbU7JDMtqElj2pYQYFhJCYHBABHiHVK6b55UyvnOFXMCMqzriGH5IzXWK6R87yqnguBdut5ATUXDsH52ZhfUxsiEsIcPA+BmaEDB3lk0Jlelel2V5pdpYbnWVGe5lxtNQwUqIfKdGPlursZQZHhcFRZbRXGZ2lRkeZxV5u8pQZnErBKJ3gomCdNKyLSRxl4EdYJK+UE9BIgkZ1xKIJGGROBc8p53iUPKeSb9dK3Ualr0znq7X4ayz+cpO33OCrMoXryqIt1bGOumhHXbi5KtZWM3WhbqGlcqZEFZMzoiLSpJy8YOS9qFI/K1e8qta+q9G9KBG/LhG9LZO8LhG/sPAX1dRFKfapAPqSX/BeWPBeBHovKngnLIgjsUBLn6WkzpDTpklp08T0KUL6NCl9ipgyTUybIe/ZatiBYYGWtUtC3Dw8ZuU94+W/ERYuycGrKsi6BrqhiWdKsPXtow7QDS10Uwvd0MPW9bBNI2LDAF/XwzaM8LgyxGPTiNg0IjYMiHU9Mq4M63rEpgEZ52Fdtx3bEqGHr+kRawbEmh61pkfv2INtHjaMmE0jZsOI2TDhNsz4TQthw4zfMOM3zfiPJgdvTg5enxi8OtZ/ZazvSqzvcqT7YqT7YqirI9T1q3nw32/23G103q5x/Vw7cquuto4H5WefYiZ9Tjv7FTv5IPXsV9yMw4r8z2TZB9WgpDpsYhM6sRyaUAY5W408Xgb9QpP3pa5gvzbveAkkvYmQ0Uw6WYHcpyn4iyDjv9hJByTZJ1RFpwQ5R0mnctEnFJi0KmTWRTrsWxnxjp55X8/pKZHaa/XDlaqhcuVgmarPIu23SkfKFMMl0iGj0G4UBawyr0EQ1AsmDaIJJTsoILpZqCdmwaJZEFPRJ/ScKQMvIqZ4WJiQgBSTMQISWkDODCo4fjnbI2f51LyAhh/R8oNyZkhKDwqpLh7RJaIGNHyfhudWsIIKlpOJdgFwFwB1AzAXGerAFA5iCjxyVrTe5qkv8dWW+mpt7hqbu6bEWWN1Vlsc1RZHldlZbXHVWrejyuKtsLjKze4yg1sndfEANx3noeK8DIKbQw5IOFN6+aRZE7XqxsvN0RJdSC/zK/huEcMjYTulPI9G6i/RBWotvmqzu0Trtml95caJ5qqJ87WhjqpAS8V4e93MpXNTV5qm2qpnG0tmqgzTparHlZonNcaXTSVvmmyv6wyvqzXPS8WvykWvyiTPLYLnJt4LPfOJBPWUV/hOWLAkyl+SFLwX5f8iLngrBL3k5j5hZc5T0+eAjBly+gw5fYaUPkNKmyalzZDTZ8kZs5SMOUrmHCVzFsico2XP07LnadkL9OwFZvYiM3uRmfuYBXrCznshKHgnBS8rIasayPYtMlrYuha2poGsaaFrWsj6Hhjii37TuCsIiC0TMv4S14dNI2rDgFw3INf1yA0DasOAWo8v9J3nqg65pkeuGVBrhm2jHJeCHVnAbhixmybchgm3YSZsWnaDuGEh7PAwcHW3R+PXDemujp1kqdl795znTqPrTr3zdp39dt33lwxcKSSPk3mcnngUOHOcnnSSn32Il/kZJ+1jTtJnkvRPpMkf8xM+FaXsk2ftV4E+EWf+mZ20X5F7ygYDtdCSarBf6As+U4I+E+fuE2R/zss6Icg9w8tKIZ4EICes4ORKaHorqeBbCeEnLeOOmdtdpRxtMDnqjaO1xqFKraPaYK/W2Ss1I+XKEZvMU64KVmq8Fqlbww0qOX4R1c3F+4TkmJo5beJHNawZq2ihVDauZAS4uACX4JPQAjrBVIV+ukwb1PAcUoZXyfMpORENLygBXGyMi4EaAeAuDj6m5YfUXK+U6RVQ3Ay0G0C4yFAnCTqKLx5CgAaxxSGDJNJS7mssCzWUBxvLfU0V/sYKf1O5r6nM11jmayzzN5X7m8oDjRX+hnJvfYm/1uarKfVWW3wWlVtEdzPxHhrWS8P5BbQxvWRML/OrBGOluulq61ipftKiHlMKvFyym0v2ipgeMderkQbLTWMt1eFzFb760kBD+URH/dTlxvHLDdHz9ePnG+eutk1fbhrrqBlvq5rqqF643PD8evOz682PL9UttpY/b7K8rNW+qZS/LhW+KRO/LRO/tfLe6IDnIugLfsF7UfzKuvx3ItB7cf5bYd5rQe5zbnZ8wvkckDFLSZ+hpM1S4jlSxhyQOUvOnAOy54DsGSBrnp47T8+dp2cvMLIXmFmLrJxFZu4Tdv5zXsFrcdF7OXhZDV3VQtd00DUddFUHiUf8x3U9LK4J63rYlgm5aURtGpGbxl952DIh4yRsGlFbJvS6Ablu2LbF/6d0aG9StG7ExDVh3YjZTY3iyrBpIWxZiVtW4oaVtGkjf/RrstR/ZW/DUrj7fLBzl4dz3rtNnjuNzrsNztv1oz/W3L9RYjSQEMzcTHr6ScKpJHZmshB0hJ2xj5r0/xbv+79BH/8Oe/RPtLN/ZCT+gXrmr8yUj9lpf2UnnzRAUssw6RXYUxboIW3hPknefnH+AW72F8z0Y6yUVGYSFn5SkXXMmnu2HJbRRoF8KyH9oKH9bOTct0kGa3SOc1ZHk9XZZAm2lgeabc5qnbNK7ahQOEsVwVpdtM7ot8kcStaoCPDIWFNW+ZhJHDYIIkbRhE0RM4pCUmpYQo0q2WGzOFAiG68xTFboQgaRU8YK6EReFdchIHsEpKCIEhYQXTSEnYoIiIGwjOnnA24m3k5CjBIgDgLUSYLbCVA7DmKnYsI2ZbCp1NtUHmiqCJyr8LdUBVtqQi1VoZaqcGt1uK0m0lYTbqsJt9QEm6tDzRXhpopAY6W/vjRYovXJ2F4uwcvAeqhoL5ccUvICGmFAI5guU09X6KJGWUwrmlTxwwLAy8FHFeyghO2W8cNlptmLzTNXOyYuNY9fbp651j51uWXqwrlYa130Qv309bbZay3z11vnrjfPXG2a/7rlyQ/nn/544fmP5+evNc62V7w+X/m+yfTKJnpp4b22ct8aqW9V2DcSyHtJ0Z6biLZvcXwrBL0S5D3n5D5h5izSM+epGfPUzHlq5q51ngcy54CseXruHC1njpYzT8+LO4dFZs4iM+cxK+8pJ/+lsPCtFLykhO7UfLYZ2MUgHrtIbBi21/2mEbVlRGyakJtm5KYZuWlCbhhR/7vA/AsDcQz2vm+asBtGzIYRu27CxknYTpB2xOGDjbRhJW7YSB9N7DUPfZf3NiwFO9sDj9p8D1q898957ja5bzc4b9fZf64d/Lbq1gVzU5WIzC7IxJ5NJZ1JY6efZqZ/CST/DXfiPwsP/A761d8JiR+Tkj5jZ/yFlvwpO+1LcW6CAZFmRiXroCfkoL/SzvyZeuZTdsYXvLxDtIzD9JSTjLMQ1HFJ5lFj2nFLfmIVOucCE3lTQvpBy/zJwL1nEfdXad3NZZ6Wcm9LWai9InDO6q3Tu6vUrgqVu0IVrNFHG0zBKq3PKnOqeW41P2iS+vUir04YtsjHyzQRo8QnpXtEQEDNiZQq3GaRxyiOWhRBvdil4AT0YqeUZedRxjW8aQ0vKiYH2VgHALNTES4G1kFGOkjIUQLCTkS4KCg3BW0nwEcIsFE2MVih9Z8r852rCJyr8DaX+5orgy3VoTgJ7bWR9tpoR120oy7aXh9uqw131ETbasKtteHmykiFMajg+nlEFxXpoiA9dJxPSA2oeOMm+aRNFbMpY1blVIlmwigLq/gBMX1KIxzTiSfK9ZPnKuYuNS9cah9vq4t21I5daop21I231M5ealr4pn3+RtvcpXOLV5uff93+5GbbwvXmx1+3Pfvu4qufrr746erT7y68+Lr1aVvZQqXqSansuYX/Qkd9o0K/l0PiZ+3f77lv4p0I9E5c8FZc8EoAes7JfcrKfszIio953vYJtKw5IGOWmjlPz11g5MVjkQmKF5QWmXlP2KDnvILX4uL3cuiKGr6mQ6zpYGs66JpuWwr2GoM9EYcB/cGM3jIhN83IjW0e0HEA1g17wUDvzYh2Y684xHnYNG2b5r2asGUlbtlIG1bipo20YSVt2kgfjQ/tNdOXY30X9/Lgf7hTab3T6L7d4Py5bvTHmp6bFd+16tsblQIFNgV6LAdITmakHGWkHASS/oI6/jH65AEg9QtmeroCDrZRktTQz9jJpzTFxdXUwjLiaXHuAWrCfwfv+x368D5a0he01MNA0hlqYi7+FCXnkDr1cElRSiUW1EKDXeXjv5HTfjby7ljEnWWKwRqd51yZs7HEWW8JNpcFmqyBemOgVu+tUPsrNaEafaBa56vU+MvUHrPUY5YGbAqPQRQwy4JmWdSmHLMpIwaxT87yKpgRi8SvFzjEDI+U7VFyXQpOQCvyK/l+CXNCxYtJ6SEBMcTFu6jIUQAxCqBGSQg7ATlKRDkoGDsJ6SQi7URkPw46yCX7qwzepjJvU2WwpcrfWuFvrQq2VAVbquJIRDvqYufrY+frxy80Rs83hC/Uxs7Xj3U0xNpqY1Vmv5QV4JGcVJSbhPBR0D4GISxjj2klUYMiYlWPletnaqzj5YZIiTZklEe0kimL6llT2dy50mitZeJc5WRr7dTlc/PfXJi50R5pr5250vLk20vPv7v46vsLi1ebXtxsfff9+dc3W19ca352tfnZ9faX31189cOl5zfOPW4tfdJofFlvfFGueGnhvtUR3yvg7+MzPHfuI9q+iEVa+F5a9HZ7nkjeC27eM3bOzrDnnAV69iw1c46WvcDI20VikQl6zMp/zMp7zMp7ws57zi94IwEvKWGrGvi6HrGuh6/r40WhuE/41SvvmoQtE3onUFtGxKYZuWlCbZrQW2bMlhmzaULvjQ0jaud//z/BsBeSOAwb/2uOZCNt2kibNnI8U9oqIW+VkD8aH7oxPnB9rP/aWP/VaO+VaO+lcM+FUPf5UFdH4FGb/2Gr70GL9945z51G16161091I9/XPLxScrNJ096o1ptZBdikTFLSGSDpED3pU9KZT/Cn95OSPiUnHuNm8lqktbfrdV9bE2X5B5lJieqiNBX4OCdjP/nMp8STB6mJX1GTjgKJJ4DEdNxpHOgoL+OwrjChCpffwkRdF1O+llK/U7Hul8q6qtS9VZqBKq2z0epssjkbbMHWcm+DxVWtc1drPVXaQLXeV6V1VahdZUpPqdJlk/sqNOFqg8ciD1gUYYsyaJBEzPKQSRJW84MKdkjDDap4bj7Nxad6pEy/ghfWiCJqYUDC8PNJHjY2LCCHeGQ3C+fkEF1cioNJHCVjhgnIUSp2kAAfxsIHsbAePGxEzPRXm131pd6G8kBThb+1IthaHWqujPMQ14e4RIxdaIxdaopebhi7UD9+oWn8fH200uQVsQJcIMgD/HR8AEC7iUg3FR2Vc8f0yqhJGbNpxkt1EYtqrFQ3XWsNmuRhOW9WK46o+H6jdLKlbPpiw5MrrQvttYvna59eb569cm7uStvitZbXP5x/dqPp2dX69183v7na8OJizePW0lcXKn65UvO61fK8Vv28XPLSJnxVInhl5b0xMd7pCO8ViHdxHiTbMOzhIX6n3fY8z1eC/PjI5yes3J2955wFRs4iM64MoMes/Cfsgses/Cds0DNewWtx0TsZeFkFW9XC1/RxWdgG418w2LXLW2b0lhmzjYQZtWlEbZmxcRjiPMSfG0bUDhXYXST2srFXIjbNuL0J0rqFsGElbliJmzZynIetEsqHUmCrhPLR2ODNscHrsYFr0f6rkb4r4d7L4d5L/8rD/Wb37UbXrXrHz7WD31be7TBfr1Odr1OXlwqRpKyz0KOHMSc+I578G/HE3zDHP0af/DPy6EHiSbKV0vx97aW7LUgV+hPs0X30hMOs1P2Ek39HH/2SmnSYlnyKnprISE0gnszIP4hLOagEJZRhQE00xA0p7Xs193s151s1+0GZarDR0letH6zS+9rKPO1lo42WQEeVt7nE02DxN1p99aZgg8VbY3RX651Vam+l2l2mclRovdVGf6XeZ1H7DHKPRuTTiQN6UVjJC0oYLiHFI6F5xQyvkBGUscNKflDBD8jYPgEQ4BODPKKXTQzwgJCE4RTSPFJOQMG3M8lDJNQIA2en4ewkVB+quJeEcKoFgVqbu67UV1fuqy91N5a4am3Bpoo4D3EktvOljvroxcbYlcbxiw1jF5smLzREyvRuASMoYoUkLA+b6AXQfjLKgYO4GfgxtXBMK4pphSEZ28MHfELabIlq3CT1sggBOi7IB8YsyoX22pc3mh/X64McTIAOmbfyXl4ofXW57klb9ctL9e+uNjxptr1uK1u5VP2mrXSxQvqilP3SSH0mRz0VQ54KwU8EkGdiyBsF9L0S/l4B/0UKXpIVLUsLliQFv0gKlqSFS5KCJUnBkix+x2P8Sq/CX2RF76XF78TFb4SFz7n5j1l5O6lR7iIz7zELtMjchaHgGbfglajorRTyiwK6oo5vF8DW9bB4nXTDsC0OO14ZsWVCbJgQuzqwZcZsmjAfrJgtC+aDBRuPXR72CMX2v/8tM24XjC0TdsuMi3/ZMmHjMOzKwgcrccMSh4G0VULZjlLKVin1Qyn1o/Ghm3F9iPVdjfVdjfRejvRc3t6cftQeeNjmv9/ivXfOfbvReavO8XNtz9cVP7QZr9WpL1QrmivlEjEmCXr8C+yJT4gnP8Ye/y34y98Ufvmn/C//BNp/AnfG2Kq++aCdoid+iTl5mJq0H3/iz0X7DqCPHAMSTtKSEhmpCeTEg/n79p/6TW7CXzXFyfUkyEUB8TsV60ct565Z9IOaddso6KvR91UbBmsN3tYSb2vpSIPF3VLhbSn1t5YG28s9zVbfOYu3weRvMEdaSgP1JleV1lWt99dbS9+o7AAAIABJREFUfDWmQKXBoZeMKnkenTholPrlHJ+A4mCg7UyMh0f2C6gBKSMoZ/skTJ+A5uNTwiIgIKB4uJSIlBmWsVw8slvMiJjkDjGzn4wapKDtNLybQRzEI7oIcIdO7K2xuWtLPHVlnvpST32JvdLkqrEGdiQi1Fodaq+NnK+LnK+PXKyPXawfv9gYO9801dEQs2k9ImZQxvWLmS4uycXAeChIDwnqIsGDfGBcyowIKD4GxktHe2noqIi2YJKG+YCLhg1L2ZM2zUJL1dv28gkROohOjyKTI4T0CQF0QU99ahW8qVKtnjO+rlH+Uq/daDYu16me68jPREXP+fmvBaDXvNyX7KwXnNw3QtCSNH9ZWhC/rG5ZWrgsLVySFvwiLVzauXgifgdw/Ozlzun74l9k4LfiopeC/CecvEVWzmNW3hM2aJGZ+5iV94Sd/4Sd/4xb+JxX9EpU/E4GWVLAVtTxvomdTEmPWtcj4/tom0bklgm1aURuGJBbRtSmGbllRn2wYOJLPx7/sOL28rBl3v0tdocKzJYZu2XBbZqxmybslgm/acZvmvFbFvyWBbdhwmyYcRtm3KYFt2UlfLARP9iImzbCpo20VUL+lYcSymYJ5UMZ7aPxoa8nB65P9F+LW4ixvqvRnsuR7kuhrvbgo/bgg/bA/VbfvXPuu42uO/UjP9Xev1r2dbPhSr36Yo2ivVJeVy7BcAo/RR/7L9yxv6BO/A/IV/8JOvj7zM9/m7nvU/CX3FL6N10d6iZZIjn1JCX5AObYfvihY4QTZ4AzSdTEM4QzB0EH/3Tq9x9/9f+Ajv5em3GiFVN4mYv9VgrcVTIfabkPVIxHWk5fiWygSttXpRmp0o5UaYer9I4Gi6PR4m4t8Z+v8LeVe8/ZPPWmUJN18nxVpLXEXa31VOn89SZ3jT7WUjJ+zmo3iAI2ZbhEFdKLfELADiDsFISXhQ+L6VMG8ZhOGJAxg2J6WEgNCQE3C+diE0MiICgg+jk4N5fs1wg9Kv4ggB0ioAaJCAcNN0LGPiQg3Ca5pya+t1Diri/11Jf468t8jaWB5spf86WOukhHbfh8XfR83dj5+mhHQ6SjYaqtLmxU2LmUsIITkbF9fIpfQAnzyV4q0ktGhBjYMAMTZWAiDFSQhgwzMGEOYVrBnlZwglzyrFb0olL3tEa3aGBHiNlhVMoEOmUSnTyFTxknp08ycmbZ+YtCyBMp/LkS805PeKPGvhSD44OZ34hAb4X5rzjZb3l57wSgZWnRsmw7lqSFy7Jf75vYfcZP2e/cXlG8ogQvKcBvZUWvRAXPeKAn3NwnbFA8nnLyn3ELXvCLXgqL30jAb6WQJSVsTYNY08J/3Ug2INe3986QGwbklgkTr59umdBbRvSWGbVlQW1ZUHsAwH4wY/5hwe5SsWXB/sOC3TJjd5OoTRN604zdtGwLwuaveRF+y4rbtOA2zNhNy/bLlhX/wbbtHLZK4kiQP5QCH0ooW6XAZtl2vnRzbOB6rP96tO9atP9auOdKqOdSuOt88NH54IMO/702770Wz71zztuNPd9U/3TeeqNJf7l2m4emShlTivk78vBvMIf/iDn+P6GH/7Pwi98XfPm7vM//Bv6Cqsd9d7el9duafEHR58hjn8O/OoE/lUBOSASSThPPfAba/7vEP3x85ncph/4H88AfSs981VCQ2orK/ZoIuUND36Ug75Bgj1jYPjljxCoZKlUM2BRDJQp7udpVo3c0mF1t5e7Wck+dxVNr9labfDVGf60xWGdwlSqcJQp3pdpdrZ28WPns5rlgjS5YoZ2oNMSsCrcQGKahXGyCh0d2C8hRLW+hXD1tkU1oBRERzQEg7ADCQ0P7mGg3Fe6mItwsvEtIDyj5owxiHxrSjSrqxYB70NAeKs5rVXtqrK4aq6vW6q4rcdfZ/I1lgabyQHNlqKUqXmKKttdG4i9tNbG2mkh7fbijfqKlJqiT2pm4kBCIiWk+Fj4iBBY0ghCL4CVCYlRolAwOEQui5MIouTBKLo5Q4TEWblYIzApJj6WUJ1LyDA8ZJedGMakTmJRpTNIMNnGGkDhNTJkjpzwGUh9T0xfpGU+YWS84Oa95eS+5oOecvJfc7aGar3i5r3m5bwV5S9LCFXnxirx4mwpp0dIOCbu33O1e77V7FHNJAX4rK34tLnwpLHzOz3/KyX/KyX/OK3wpKH4thrwRg99KIb8oYEtK2HaapIfvllDjS3/TgN40/pMn3lGDbR62LOh/2LAf9mDwwYLdsmI/2HAfLNh4yrQng8JsmHGbVuKWGb9pwe1ursV5+GDbpmLLit+yErashC0rcdNG2rSRPpRSPpQCH0qBf5RRP5TSPpTRt8po2zzEBm/GBm5G+6+H+66Feq6Gei6Hui8GH50PPOzwP2j33W9z320e+qH+/tWKb1st1xqMV+q0l2uVHVXyc5UylhizD33st4QTfyEn/BF98n9CD/8efvT34EP7cSdkdbwfbrfcuNMGVaE+Rhw6gD12nHj6NPHMMeSJTzL+/udTf/jb6d8fO/U75Oe/tRzf35KT0ALJuAzL+QlZcBcDfoAsfgDLvw8H3cUWdbIxQ2r2sE4wquXZ1exRPddRInXUGFwN1uEStb1MO2JVjphlDpPEaRTbNXy7hu82Sz1lykCtPtpoCVTrghWaSIk6aJCE1HyPgBqUMnxiuldCD6m50yWqSYs8KGN7OCQHDWOnID10jIeBtgNwOwU5QsW6xcygSjDCJA4S4CMUZD8B1ktADvBo3jKDq9riqrG662zuOpunvmSbh6YKf1N58FxluLkq3FwVaq4KtVSFmysjzZXhlupwW+1Ec6VfLXDS0X4WNszCjmLyRlA5EQYiRAb7UJlBZGoImRpCpAQRySFEcgiREkSlhzDZYXxOjJgXw2fFMKkTmJRJdPIUNmUWnzpDSJrFJ80TkhdJqU8o6U+omU/pWU8Z2U8ZWc9ZOS85eS85ec/ZOS+5eS+5ea94uS95uS+4OW+FoDgPqwrwNhLSol+khUs7t3Dv3v24S0L8ZUkBficrfistfiMpfiUqfCksesEveiUsfiMBv5NB3suh/z9b7xXW1pnufefw+753v+/sNjN7z2RKZibN3QaDwXRJa0mrqnfRi7tpAtQbYMct7j1xAdwSdzpIdNS7BC5JZpzEe2ZiMKiQ9/Q7eCQhO7mu+9K1kJOz56f//b/Ls/5Rj/+zgXjVRCy2EIut+OtWkBoxlxUJo5yoqP6Eh4iKFVGzImp2VMOOathRNTuqTlARVXMjWh7gAWAQAUKhYi+ructq/rJKsKzmRzRphVQ1H8jCspoHvo9ohBG1cEktWEpmShGdZFkrXdZKI/rSiL40Zix/xzt8JYHE4GeugcvO/kuOvov23vPWR2esD8/Y7p+avXd69u6psTuf9l09cPOM7upx9eUjyouftJw7UH+ys75Tt1tYja4TZ/9auPk30qzfiDL/nbPh31jr/oNc8x5/Q5WxtPv+qaPXDxTugH4v2PRHWcYHwi1/YXz02y2/+t0Hv/j4/X/Pfv8/sD/+a+nvfqHb+sFJes4ZNP86C77NQe5y0Psk/Bin9RG0ByT1LofWW8oaqOQNlbH6xPR7AuqjSuZoQ8WUrn5YtXdUvX+4dVff/srhPeWWXaVjOyQTO2UT+yrGGqrG5XWTyj0z6n1TrbtH91YM10lm91dP75RN1ohnd5ZO1kmt+6oc8l3WhjpLpdgs5c5UisZknPFy3lgF31zOH6sUWirF1v110/trhst5k+X8qUr+oIgcLhOMN+2ableNJ3mY+kQLutEzh0FD2mA7YnQca7cfNdmPmGxHjPYjBscRg/2oyfFph++Q1ra/akpGzkqwaS51FMoYoqyzQBumGZttyBYrY7MT3eLCNruwzW58ixvPdBNbPMQWFzPDzcn2cnP9nOwwN3uel/tUmP9EnDcvzpsX5z4V5X0lKfhKVvhcVvBVWeHXFUXfVBR9U1n8oob6XR3t21rqt7XUv1VT/lZd9Lfa4hd1JS930VZJ2Av/cy/8w144ddPjW3c/plYxFxqQHxrQfzZgf9+PvtyLfL+H8d1uxne7Gd/vYfzPPvQfDdirJrBzQy7KydetxOtW7HUr8bqVCWaNAAZpgsB+yxikawLAIKrmxjSCiIYPYlnNi6h4ERU38Z+puRENP6IRLKuF4Oc/ohFGNEJw+pdUvCUVD+AR1YqSBVZQXRVHdOKIVrKklS5ppQCGqKHsHe/wFffg5+7Bz9J4uGTvPW97fDbJw6npu6csNz99eLn9xmnd1RPaz4+pLh1qOXuw4eTBBqWiqpCds4ad8S5/838JM/5LmPFL7sZfcjb8irP+t8QH5H7ks97T+z7dv1aUtUaS/SE/8z34o//c9Mtf/OH/+c3v/78P/vSLbX/6d8Ef/n3PH//TsOX9I3D2aaLotoB4IGQ+EBD3WPSHBNTHhB+z4D4B1ivEHnPgAT5jkAM9Iovu4gW9Ani0TmhprB5rrjU31fTXSQYrBOZSjllMWCRMSwXXXCMc3SGx7C4b21s5skM2UCUYKONZqoTTNdKxUt5kuWBIQJgl7Ok6qXN/zUSlaIRPmPn4mIQ1WyubrJVO7Sib2VU5s6vStq/WUiudqBbNVgjMEvIxHx0sF8xomqcOaic6tdOf6AAM1qNG65H22SNG2zGj7ZjJdsRoO2K0HTHYDxlshwz2Q3rHIb3jsMF11OjrVDj2lM2I0Cl24Tg901KydqzkownKRzO0j+30DU50swvd7MY2evCNHmyTl8j0szICrM1BztYgLzvIzwkLcuf4OfPC3OfS/Oeywmeywuelhc9LC7+WFX1TVvjX8sK/lhf8tTz/RWXhd9XF39eUvKyjfbcDelFDeVFD/baG8l0d5ftd1H/shRI87KP/cx/9h31gc22VhBQDCRIaUTCR+qoBBTs3/6hH/74f/Z996Mu9yN/3o/9swH5oAr6Z+bqFBUbuQOFoqY14nWyipfcQUhgkFEAFzjonouJGVNzk97yIih/VCqJaQUTLj6h5ERUvqubFNLyImpviIaIRRjSChAhohMtq4bJa8FrNX1InlCGqFS1pRctaEYABiENEJ43oZUAcIvrSqKEU6MNnnqHPXAOXXAOXnP0XgT7YHp+1PjpjfXjaev/U1L1T5pufPrjUfuO07tpJ3ZVPVZePtFw43HTqk6b6JukWdNPviv78G2ztb4QZvxJs/iVn3S9Za/+bvf5j/iZ8D6y5rGA0s/5ErnuX8pf/zPnd/9nwn//y0b/+ywf/+98++j+/3/zrP2/6VcHmX9Vt+cOh4oxzrJJLLPg2j3jEZz3kYveZjEdM+mM2o5eL9ovIx3zsEYc+wMeG+PgID+sjqQ8Y+Q+Jwj4ROlYjGtspG64SDstYw3zGIJMyyoXNYnRYRoxUcUeqBCNVwpEq0Wi1cLRKMFrGNYvZo3xyUszpxyi99PxRHmO2gjcuInqRwnuU7H6seKqMN1ElMpfxh8XsAR42KmWNVfDHS7lmLjLAhno5jH4Zb1bfNnPYMHlQP3lQO31IO3vUaP+0w3as03q03XrMZD1mtB0x2o+a7EdNKR6cn+idhw3uIwavscWxQzLNLhmDt0xSN0xT1k1T10xS105DG2zIZiee4SEyPMQWL7HFS2zxsbL87KwANzvE2zbHy5nn5zwV5T6VbH8qzvlKlvtNWf7XpQXflBf9taL464qibyqKvy4v/qai6JuKwm8qCl9UlXxXR/uujvZtHfXbWuq3tbTvd0B/3w3/Yw/9h/3pSdHbypD+5vMkCWgysFdN5IKcWJDj/2xAf2jA/tmAgtmkV81oonDUyl5qYy21kSkelhXMiJINmgavFawlJStVPE3TBN6ykres5EXVgqiaH1WDc8+PqgVRTQKJqIYfU4NvBBGtYFnNjST+SRjRiJJJkSiiESWkQJ2AZFkjBN2GZa14SStc0oqWtOJlvWRZL4kYEuYhZpKt8uAevOwauOQauODoO2/vPWfrPWt7fMb+6LTt4empe6fMN48/+qzz1lld10nttePqz4+2XjgqP3W4efc+4XZW7kZs63p27lpJ4W95mb9mr/sda/168TZKTXGZRrTv5P4tpfn/mv2bf1nz7//v2v/4l/W//MWGX/9i469/seXXv815d23xe3R87T4y+5QQviFjX+cgX/LJXjH7MQ+9z4QfsumP+eiAmDko5fYJyEdsxmMuMiRlm0u5Q1zkEVr4iL79EVLQx6IOCbAhAT7IZfQTxf1YwQiHOsKHBvn0ERFhFrHHhJwJMc8i5Y1JuGYBc4SFDxHIGIfsh4oeF2X1Ubc/puQ8puQ8LMq6n5/xsGjbIELpQ0ruU/Mf0AruUnIHCOqUjDvERvvQkn6cMsCm95Xy7CaF/dP2mUOGqYPa2cP62cP62cOGmUOGmUN662G99YjRdsRoPWK0HTXZjhpthw2OwzrnIb3zkMFzSOvT7reVM6ex3Enaxmnaxhlowwy8cRraOEvf7MK3esgsL5nlZWb5ya1B9rYQe1uQkxPk5c7x8+b5+U8EeU+E25+J87+S5X1dnv/XyoK/Vha9qCp5UUX9W1XJX6soX1eWfFNJ+Wt1yTdVJd9UFb+opX1bR/t+B/T9Tuj7HbS/74Z/2Md4lZYF/XM//VUD+s/9DLCs80M9PS0Yb66zYQuN6KsmDJSMFuQ42NV81YylegsLcvJ1C3O5jb3UBqpGoKHGWlIQS0pyWclaUrCWEtVSTkTFiajZETU7qgYpEzei4kdU/Kg6ETENP6rlR7X8qIYX1fKjWl5Uw49pBTGtMKYRJjEQACQiGmFEI4poRcsa0bJGlBjBUAvAeNKSVgR4iOgkyxrRsloY0YkjemnUKIsYpBGDNGIsjRhL3/EOXwEWAuRLroFLjr4Ljr7ztt7z9sdnHY9O2x+enrl/xnLr+KMrB2+d0/Wc0nad0Fw9rrx4rOXUYXlDU2kRr7BARMUqmMw63mZ+we8Za/6CrMmX5AobScXp+obj+zdzsv8187f/a8Ov/tfGX/3vzP/+t4z//m3WH9YUfoRhWXtl1IP72Bd2C65Xcu9Vi26JiEdi9kgpb1BMPOIhfUKiX8oyVwkttdLRSmGfAO8VESOVguFSbh+P8Qgt7EULH2OFj7DiXpzaR9IGmNR+vKgfLRggisxcyMJHzExknMStTNY0Tk5i2ASGjTOQcToywUCmUXyKwZiAaRMwbRyijkPUMRrFQi0Zg6hjMM1MpQyXFI1QS0ZgyhjOsPI5kxzWOBOb5hAWDmEuE7mNSs9hk+eQ0XXQ4DpocHRqHR1aR6fW1alzHzS4Dxndh4zOIybnYaPriMl92Og+rHcfNvoOm0Kf6HzNdRMsygScOQltnII2TUIbp+GNM/CmWXijC9viI7f6mFv9rKwAOyvEyQ5zt4V42UFedliQMyfcPi/OeyLe/lSa93V50V8rS/5aXfSipvhFDfXbGtqLauqLasrfqkte1FBS8W0t9bs62sud0MudtH/sgV/tZyzUMxYa6AsNjFcNaIqHVw3ID/XID/WMhUZ6+usJUySAWGjGfmhGQU8NVFHfCDn5uoX5upWZMs0RJTMpAuxlFTOiBjkSJ6LiLSk4ERU3qmZH1Bzgm5eVHCALERUvquYnNYG/rOFENJyolhfV8mM6YVQriIH0ScOPakVRrShJhSCiSZVQxYCHZY0wohYsa4QRnXg1TdJKojoJKC5FDNKoURYzyiKmsmVT+Tu+kaspHlYtRP8FR99F++Pz9odnbA9Pzz44M3bnxONrB29f0N84o+s5qbt+QvXZsZbzR1sPmPYzS+Ecdu52bmExj7qRnvHbnPf+a+t/f1j8e1ETrj61r+HADrgS+q/8936R/e5/5P7+PdpHW9EtPDFNtUd8drfkkgi5yCq+yiq5yaf3VvEfl3EGxOwhIXNQhPcLsUEJc7CMM1ojnNpXadkpG6jgjlYLx2slgxJWL4d+Hyl8iBb2s6B+Nn2Aiwzy8CEuY4BJ7ceK+hh5A2ihhUUfI5BpHLfjpBMhXXTcRkOsFIaNithoqBPCXDBugzA7jDvouJNBOBiEHcYcDNyBkQ6EcCCkAyXsGGlDSTvOsuEsO8FyEMxZkuUoLQ+0tvk1Gr9W69dofBp1UKcL6LQBrTag0/p1Wq9O4zVofEatr13nN+kCJl2gXefvMIQ6jU9MOtfOqjGEOkHbPgltm6Rtm6RmTVGzZmjZM/A2Kz3biea4iVwPc7uPtT3AyQty84K8vAAvN8jfHhbmP5EUPZEUPpUWfVNB/VsV9KKG+m1tybe1Jd/WUV7UlLyoKXlRTf22lvZdHQ3A8H0d9F0d7ftdtL/vpf9Qz1hoQBcaVl/ImX7ZYyo7SuhAA7LQsEpCgockA6CZACK5kEC8bmWmTacSS23ksiI5f6FkR1TsSKJexI+q+REVb1kJ7DLwx/yYRpBShtUEScuLaLgxHS+mS8CQJEEQ14ujOvGyVhTRipa0gog2YZpBoy2hBprUN6KkZ0jVWCVRvRSIQ8xUGjWVR36WB9fAJWf/JUfvJXvvBfujc7ZHZ2cfnhn/4nhf14E7Fw03z+l7Tum7TmiufKq4dLTt/FFFg7yUUUYtqoAy2dvXQBt/l//+r7Lf/V3ufzGqCvZ1VuzsqIDroI34xm2sDLScWtsoOqDbe7VTca+z7X5j9VVG/uXN73+e8f7Nok2PWMVDEmyAj/RzGINCbECIDcmY5hrhcI1wbE/p6G7ZYLVgsJw7Ws4bEuJ9TOgBWtxH0oZ52BAXG2Aj/SzkMUF7wCh6jBT2MvIeUnP6oIIBWsk0gjoR0kXDXTTcTkVttETYaaiDhjmomJNGOGmYk4a7INxBQx1U1EnDXBDugnAnhLnppAsmHBDmoBNOOuFiEDaE6ZdWzjfIg82tQbki1KIMtyjn29ThNnWoTRVqU/lbFP5WZUCh9CuUvlZFoK0tqFQGlMqASh1UqedaFa6yilkUs9KRGYg+Q4WtEH2GCk9ToRkaPEODrBBko0MOBHaisAuDPTjdx6T7mLCPCQc5SJiLhbhImIfMCxjPJNCLKui7OurLnbTvdwAwqC9qad/WQS9qqS9qqN/W0b7fCf/PHvo/65GFRjzlidNfJgKuuHtDBJJILDZhC03kYjORgiHFw4IcT+dhCUybKkiwzZMcwSAjSmZExU71zpJemQd4SOiAmreqCWp+XCuMaxPnPqYTgjQprhfEdKskLGsFEb0wqhdHdOKITrysEy9pRcsaYRQ4Zq0I9BZA0y0CmNGJAQBRvTSikybYMEgjBmnUWBo1lEaNKR6GVnlYlYjezxy9l2yPz1sfnZt9eHb8y+OD3Z/c/az99nnTzbOm7lP66yc0V44qLx5Tdh6sF+zA8B2opFnM28kqkVLW4xkflnyQLdhKNmHYfjq+AyqvJ3c3cJXqikMdez77pOX+Ed3gIfWoau89NuXW1j/fyXjvQe4Hj4rWDxP5ExLUIsYsUnJUgo9VciZ3iCd3S6f2l43vkY5U84ZKWcNiYpiPDjDhASY8yGIMMBkDTEYfAT9EKI9Q6iOk5BFS9JCR/wDa/hgq6C0pmKQjLoTppGF2KmqnoVYqYqWhNgi1QqiVhjhpqBvGnTTMSUMdNMQJoXYa4oBQZyIwJ4R6YNwFoU4IdTEIF4OwI8xgadXT+uZgozzYpAw3q0JyVUiuCrWqQ23auTZtQK4MtannVdqgQuVrbg20KMKtqqBc4ZMrQy3K+f3NTn7pLIzbIcJKw2epmJVGzFLxGQo2Q8GsNAKEDSYcdMJBJ5wM0ouxfTjHT7CDJDdAcv0EO8BkB0gywKZ/U4Z8V0v/fgf0cif8cgf0XR30bR3t2zrat3XUl7vgl7uhv++BX9Wji014ygYky0SrLxNJOeYUBotN2EITBi6tWGwmFpqxVFK0usWfphKJkpGSuaQiXyuI1wpiWclcUoJm8yoJKQxiGkFMI0gwoOKnYIhpBHGNMKYRJMVBGNcL43phTCdMiUNMJwQ8ABhSxz2qE0WTIrCslSxrxUlZEK32odM0YVkviRoBDOUxY/mysWzZWPaOd/iqd+iaZ+jKWzw4+y47+i7Zey/Yey/YHp+fvHdq+MaRh1c6v7jQeetsR89pQ9dJ7bVPVZ8dVZ451qLS13B2IBK5oMmwQ2ncvbetgldHFlcWUXZRhY1kk7JMoyzXtkgPqatPd+65caS1/7DK0tE8vk86zMwbKPm4b/ufRwreNxd/PAptsrDzJqUMazVvvJQcKycma3gzu8XelhpHfdlUDX+8gj0qwQb59AEeY0REDHDRxxitF4d6cegxBvXh0ABB78Wpj5DCB/SCXrj4cXH+JMxwI0wXDXdRUQcFsZcwgAI4aKidijgh1AVjDghx0BDAg4OGOGDMAeMOGLNDqI2GuGDcDeMOCLXCqJWBWwlOqHrnfENzoFEebFaEW9ShFlWgRRVsVYWV2rBSG2zVhBTaObUhpNAG29QhEK2aQKs63KJ8sqfRyZbMQoQNQu0QaqUiNhpqpaGzNGSWhlhpqBVCbTDmpOMuBulGSDeD8CLMAMbxYyw/xgri7CDBDuAsP870M5FvSvHvahnf76C93AmD+H4H9P0O6B976D/sYyTdAvKGIX7jeot0SAAJaEoNXiUxSE+T0g1DIllqY4LC0bKKtaQkI2rWsoqVNoPESZeFqJofUXEjanZUk8yRQJqkSShDCoaEVdAJ43oR4AFEXC+K6gQRrQDow3KCCklUB/RBvKxNKYB4WStKjSpFdJKIXhpJ8pAQB0NZ1FAWM5an5UtD171DV38qEcne3EX744vTD85a7nzaf/3QvUsHbp87cPOsqee0vvuk9tqn6s+PKk4fbt7VKmbUUsrkPFXnbsOhBrlxJ7sGpghy6tvKDpvqD6t2f9pad6qp8opqx0hnm7l116MybJi5zYZnTNLXDxf9yVLy3gT0gYW2ZgjeMCmkOOv49mreiBAeEsJjZeRsLd9ay7fWcCcr2eNVrMka7nAezyyvAAAgAElEQVQpOVLGtpRyRoXMQS7Wz0Z6SfojjPYIo/YRtD6s5BFc2AcV9xYVzDAQN4N0QziQCAcVdUK4g4aCZxcNc9EwF4S5YdwFYU4a4qShLph0QIQdwh0wYYdwB0S4IMJBJy1F8HABZGWLnu1pfNqsCDW3hZvbwnLFXIsy1KIMtanmlOqQUhNS6sJq/bzWGFLpQkptSKENKrRBpTag0swpVE/2NDqZolmItIKcDcLtEGaHMAeEOWDcAWEOCHPRcTeDdDNIL4PpRVg+hO1HOX6MHcBZfowZwFkBnOXDWQEW9k0Z+m0t9F1dyfc7qC93Qn/fTf/HHsY/9yIL9dhiA7rYgCw20hcakYVGLK1guspGqoS60IgtNuGvwY4/WGuWYwtyLC1BesM2pFbYEiXUNjBqylpSMNPyIu6ykgt6Z4nffq0QJEjLatayhh3V8pI6wI9oeDGtIK4TgbwIkJACIBXJP4VxnTimE8d0kqhOEtFLIjpxXC+O6UQRnSSqL43oZACJpVXzIFrWgeqqNGoEaZIsaihN8RBrr4i2VwAernmHrnkGr6Yac0kjcdmZGN+4aH18fvLuqeGeow8/P/jFxQO3z3fcPGu6cVrfdUJz7Zj6syNthw/s3dPErdyL19Vzqht4sr1MVnkxv4qi79hx4pPmc8bmy4bm83vLrwnQfjGjj9g+QN80Q2xykRun4I/NxX8eo/5lnPbBGO1jC7x+nNhqK4VCe4X2Gk4/q3iIQzMLGeMSdKoUN8sQZ5N0pefYq8sHpvZKxqv5YxU8cyl7UIiPSlijEnYvF3tE0B4xCh/ChY+h4v7iYiuCO+mEg4Y5IQycP3DKbTTMTkVdEOaGMScNc0OEC8JdNBw4BxeMO2iYEyZcMOGEMCdEOOnkeBG9f3vJDEf0tEE+J1eEmhVzzW1zLcq5FmW4RTmn0M6r9GGlLqTUhlW6ebUhpNIFldqQUhtS6gJKbUCleaJUP91db8M5Ngh30AkXnXTDpDOVGsGEGybcMOGBSQ+d9NCZPgbLj7ADGNePcvwoJ4CBYAcwjh/j+Jnoi0r877sZ4PXJ/9gD/bCfsVCPLdSjC/XIYgOauvT3pwykrMJCI7rYhC824YvNxKIcX2hGF5sBCaldBYABvtgChi+I5H4zuawglxXMJQVzWclaUjKXFKzUMMVbbbVUjpQwzRpuVMeNaHjRlFXQC2JaQUwnjuvFUa0IHO6Y7qckAK0Qx/SSiE4c1YmjOgnQgaheEtNLI1pJmkMANSVR4gH4B4MsWWOVRQylMWN53FgRN1XEOqpiHdWrPHgHr7kHVrOmVDj7Lzn6Lth7L8zcP2O5faL/+uH7lzrvXGi/fb795hnDjVO67hPaK8cUFw83nj6497Bpp0ld3dZSuns/p3oXWrsHaWrh6hWlB9uqT+n2XW2svo3k9VLWjTE2uMgML3uLm7Vpkv6RueTPlpIPLCUfWCgfTtLXTSIbx/DNNkmJswIf41GHWRSLgGERIRNSbKwMm9rD/ftFffTGsdl66Vgld6KaN1bFGZLi45Vc9/5q666yfi6jl6T0kdAjuHiguNiGEA464YBwFw110jA7RMxSsaki+mQhzUphOCGQI6EOKupYtdGoC8ZcMOakIS4Yc8OYE8bsMD5eBA8V0axCyZPm1lBzW1iuCLcoQ3JFsEURalOFlbo5lSGs1IcU2rBSB8AIKrVBlTak1IUUuqBK80ypnqvbbcfYTjrhZJBOBumEcSedsNNxG4y5INwDeKADHkgvg+ljMP0Iy4eyfQjLh7ABEn6U7UVZARb+XS25UI8v1CML9chCA2OxAVlsQBORvBByoRFJO/qrDuHt2lHzG475zQSJTNtoA/pALLUREQW5rCSXlGRiDk/JWlKsritEVJyoOjV2kWopCGJp5SNwvlMPMZ0orpekYsUgXTFIVgziNyVCHNWJo3pJVJ9QBpAvvVU+SlZXE9YZFJQiOklUL4saZBF9ImLG8ripYsVUEWuvinVUv+Mfue4bvg54SKrEZ66By2+phKPvovXRucm7p4d7jj66cvDupQNfXOy8c7791lnjjTOG6ydUVz9tvXy48cKBhjOm/Sf1e44oqzvbSk2tEkOLWLWPK68h5OXYEQH9AZo7iW12sbYE2JkB9hYfO8OGbZigfjBOeX+s5IOxkg+n4bXTyMZxeL2Zvt6CZowiWZM8qrWSM1XBnixnT1ayx6pZYzs4E7v4oxXMqSrubJ3AUsYcEmPDYsyxS2qtE/Vz4SEuY4SH9qPUESrVziBcdNIJEXYaaoewySL6aG6JObd4PJ9ipTJcMOqEUBeMuyDUQUNcEO6GCTeEJR5gwg3hLghz0kkrDR/JowxT6A5pxVO5ItSkCMtV4RZVUK4ItipDCnVIkZCCeZV+TqUPK3VzCbnQhRW6UJsurNI+b1OFK3c4MY6Lnjj3XgbTRSetEGrJL7HT0BQJ4J8AD75E1sTyo2wAQ5IH7GUdc7GBWGxAXzdii43IYgMC2HjdmLAK6VWj1J/gPuA3nuX4YgvxKolEcjabWGwhQDk1yQCZ6i0sK8CKMwvsc74xaZeYv+CAcmpMw4uDDlrCMb+VEYmjWlFMJ47rRSvJE59CIqoXxYziqEEUM4pjBklML4m+GRGdOKqXxgyyFA9vgiFb1skSfWi9dFknjehK0wY0ymPG8pixPG6qjLVXxzqr3/GPdPlHurxD171D1wAY7sGr7sH0Dt2ql5h9cHbszomB7qMPrxy6d/ng3UsHvrjQcfuc6dZp3Y2Tqu5P264dafn8QPOljsaz7XvPGHadNew8p93xqbysfQdXU4odZRcPMfM87MwgZ3OIvcXP2eLjZHrZmW5iswNZb2esm4HXTsNrp6A1U9CaSehjC/WjEeraCU6Be6dwZodwolo4s0Ns3Sma3ikYr+FYykmzDLeUMgeFaB+X0c9lmCXMIQE6wIFmynmDHEYfvcRMgxwI6YRwJ0TaYXIsnzaSUzxVzLDRUDuEOWHCCWEOGuqmE04IT2oC5k7BABNumHBBuAMmpqjoQG7REJXhrqx73qqca1GFmpUhuSrcqgq3qUJtqpQszKsNcyr9nEo/rzbMqw0hhS6sMITatGGF5qs2dUBa5WQwvQymh056YdJHZ7oYrBkaPpRTZKVibjrpoZM+hAVg8DKY4DkFA+AhgHF8GMvPRF7Wka8byVf7GUAQwMtqFxsZr5tTP/w4KC6lqAD3Y4MXdb5VSE156HQeUh2G1Jjq6tJC2jpbuizENLzkKB4PfKa8MnARb5EQ1QIAxEAK0lUiZhDHjOKoURQxiKJ6Scwg/QkPqSqq5A0d0EkBAEs62bJeCpBI8bBqow0VMWNlrL0q1lEV66h8JzDaHRjt8o90+Yavg/AOXkvY68QQx+WkXFx29l+afnB27M7JoRvHe68fe3jlyMPPP3l4qfP+hfa7501fnDXcOq3rOaHqOqa4dqzt+tG265/Ir5gazrXVHdsjOVDFOi+kTvLy/bzMAG9TiJvp52X6eZkBTkaAkxHgbPUQmx3I+lnG2hn62ino40nogzHq+yOUD4cYm+zV5JyiztNSM7NH6myoCLXtDLfV2faIx6s5o1JmHw99xKI/ZtH72IzHBPU+UthLUgeY0ACDMg7BTgbhomF2iJygIANZBZNFdAedsEOYjYYm7DKMJ/CgEzYaMkuhOyDMBeNumABO10nHbXRynIL25hQN07Hg7n1P2jShVk24RROSq8Ktmvk2zVybek6pm1fp59WGsMYwpzGE1fqw2jCnMc2pjWGVIaTQhhWa581tXmGZi8HyMkgvg/TSSS+d5UG5U1RsIKfQSsM9CNMDkykS0mEAfwYwThDnAn0IsrGXdczXjcSr/YxX+xmLDYyFhlR3GZx1fKGReN1MpudIr5vxJTmx+mqFpCakxCG9t/C6lUwNbKdkIfH5k5m8lCC8MaCq5UW1vJhOENOJUiWjmA58imI6MaACHP2oQQQiZpDGDNKYQRYzSmJGccwojuhXeQA5UlS/2lb7KQ+JCpJetqSVLidqSpJ0fYgZy2LGipipKmKqjHVUxzqqou0V7wTNPQHz9YD5eooKUG7yDl/1DF3xDH7uGbriGbriGbziHbriHfzc3ntx6v5Z853Tgz3H+68f7b92pO/Kod7PP3n02cH7lw/cvdhx57zxzhn9Fyc1d05obh1Tdx1suajddaKp/NguXlcpZBMUBniZAUFGkJfp42UGeJkhbmaAkxHibQ2wM13YRiuyzoqsm2GsnYA+HKd+YKZ8NEhdO8zMftpW/vJIS0i7c2qvZGaXxNtY6WwondkldO6ROXeXmaXsQT4+xMUG2IxBDv0hVnwfLuiDiqdghpNBuCHcTmeO5NOGc0qsNNQOoQ4Ic8K4lYqObqeY82ij2ylTFMYsDR0vpI3mFY0V0uwM0g7jU0XwVBHsgHEHwhotZtzLyh9CyOC+xkCLwtXY6pOr/S1qn1wZVurCCk1YqXmiNsxpDD6V1q/S+lVan0LrU+iCakNYY5zTGJ5o9M+aWr18mYvO8tAJL0J6EZYX5bhQnrmI3rutwAYTLgbpQZhvYfAWEiGCF8S5PowdYGHf1zIX6olX+5FX+9GFemQx2WtLicPrZiLlGYAygPfuLMnxBA8t2M9MXrQk7n0BPIA0KRURJSut68xJLXamB0iTYhpeTMuP6fhRrQCY41TJKKYTptQA2OiYQRwzSuImSYIKvSRmkCZ4MEiShKzqQwIYgyxmkKWDEU2vqOply1pZRJ8cUgKZkqE0aiiLmyri7RWxzspoR2W0vTKhD6Gx7qClK2C5HjR3B0Z7/CPdvmGgFV3e4eveoaRoDF33DV3zDV31DF61Pb40de+c+fapoZ5jg91H+7uO9F073HvlUO+VQ48uH3x4qfPheeODs/q7Z3R3Tml6jrReMey5rKr9vLn0QQ3mFhQHeFl+fmaQlxXkZwV5W0P8rSFeZpifFeJmesjNdnSDHdtgw9ZPwWunoLWTtLVmypoheI2jAvq2c8/CWW1Yt9tSzZmp49v3SMar2TN13EBTha1WNFnGmSzlWETYqAAZ5tAHCGgAKpmmIy4G4YRwO505nAeNbqfagR+gYW4It0G4uZDRm1U0kFM8QUHNhdAEhTGcV9y/rXCGTowVweY86iwFc8KkA2EP5FF7NmUP4+xgQ5NX3upobHU0K5xtaodc4VdpfG1Kb0trWKkLqHVOpcrZpnC2qexypU2u8Cj1Ia1xTmt4pjM8bZS7OCI30AeM5cFYNgifpGD9uSWD2ykOhOWiEzYa6qITP4sEyJeCODdE8P0YJ8DEv69lLdSTP+xDF+rxhXp0oQFZaEroQ5IBLEVCOhJLcnypBVtMzOHhP7EKzNQ9SOk8RJTsiJIdUTIjq7IAdICT7hbSeYhouEAfotrVthrosqW75LheFDOIo0ZR3CSJmxKaEE1CkoIhohOvSkdarMoCKL8meVjWyZa1pVFD2bJBEjXIwJJD1CiLmUpXOiqipvJoR0W8syraXhHrqIx3Vr0TsvSExroTYekOmrsCo12B0a7AyHUQwdGu4Eh3cLg7MHQ9MHTNP3TVM3DF9vjS5JdnzDePD/d8Oth9fKDrWP/1I33XDgGteHz5wMNLpvvnDffOar88of7ycMv9TxoeGutGdhEeUWGQlx3kbQ0IskOC7DB/a1iQHeZnhXhbQ7ytfvYWN7nJRWx04Bvt2EYrsn4GXjsFrZmE1sxyssMNwpcH9n9l3OtuKrfvkTr2yKZqeJPVnNla/kQ5e6KcM1stnKnkj0mYozx0lINacGQWwR10ApSVxgvpvZl5sxDmoJMOmHBChA0ip2hkf27JcAE8RsGGCqAJmHiUnT+UXzIJoYO5RVNU1EFnOunMKRr2ZWbe3ezCMbbAu7/R0Sx3t6pcSs2sQjXbovBrdO42paulLajW+VR6a5t6oqVtpk3taFW7mpVBlX5O3xHSGJ+rdE/3NDiZAg/C8qMsH8ayw8RYATRNIwbzqCMFNDvCmqWhY/nU8Xyqh0760zBIz5eAPgRwbpCNf1fLXKgnftiPLDRgqRvk08zDzwTIl5IkvMHDW1NJaTwQqe22iIqzpGBGlKyoih1Tc2OaxMAF2ElIeYaomhvT8mNaUErig65Cetk0rhfF9eK4XrJikMT1QB8kUT1gQBIzSmJGadwI9EEaM0jjRlncKHtLFn6qDFG9NKKXLq8iIYvoZVFDacQgjRpkiVaDsSxmKou3V0RM5RFTeayjKt5ZHeusinfWvBOy3AiPpyEx1h20dAUt18Pma2FzV9jcFRrtCo92h0ZAdAWGr/qGrjr7Ppu+e9Zy69TIjZPDPSeHuo8Pdh0Z6Do8cP1I/9UjvVcP9X5+oP9y58DljsGLHYPndcNnlEOf7Bzfg3vFhWFBzhw/OyDKDgmz5wRZIML8rKSRyPCxt3hYm73sDDdziw1dN8tYa2Wsm0I2TnJz/TuYoQapp0Hm2ifz7JO5dkttdcLZKt5UBXu6gmOvEVqr+BMSYlyAmNmMMZxhQwknjDupmB0irBDel5Xfl50/VkKfKGaM50OWfMhcSB/Jpw3klowW0R9mFfTmljzYmjecTxkrhgdzi6wwYaXhMxTEnE/9csv23gJoki/1Nspnm+S2FoVdoZppUTja1AG13tui8spVIYXO16afaVEPN7WYWxQOhcbXqg0odSFdR1hjet6mma/Z7SJ5Ppztx5hejDVDQSeKGXaMO1IAm4vp03RygopM0/CpItgJYX6E5U/qQ6qylLQQvCDBCbHx72uZCw3EYhP2qgFLWeS0N0qh6dWkhDjIQXMtcTkkgCGRMqXN5yUfmMsK5rKCTC61cZaV7CUlO6JkxdSc5BIPGLgAXjlNFnT8NEF4m4SYbrWoGtNLIqsHXRrTJ05/3CgDVCSeDdJ0JN5gIGkeYnpZzCBLkQD6bmDJIWosA2nSSntlvL0iaiqPtldG2yvindXxztp4Z82PB+remRu/FR67GbLcCI/dBA8hy42QpTtouRa0XA9aukLmrtBod8jcHRztCo52BYav+4auO/suT907a751auTmqaGbJ4duHB/u/nSo+9hg19HB68eGuo6NdB+xdB8Z7zkyfv2w5fN2ywX1yKGdk7sxn7hwTpT7RJgTEGQBHsL8reAzxNsa5GYGuZkBbqaPk+HnbvVzs5zEJiuybpaxfoaxfoK+YZLMmhEWW8vosxXYTBlircBmZdhsKWYtRSeFtDFeyRineITYPoRsG4Rzx+jFdgTUUjEHhNtgYoaGDeQW9W8rGMwttuRTJ4voMxTUChGWfOrIdsrwdoq5AJ6iYNMUZIaCjm6nmLeXjBVQp4qgmRL6YE7xKETMlFY6Gpon6psnG1pnWpQT8la7UuNS6WxyhUeh9Sp09mbltFw52tRibmqxtqm8Sp1boXW2qv2t6uctqnBlnRPneDG2H2V5MfYUhTFeTJ9lsAbzqIMF0EgJYyifOklFbTDuRpg+JJEvpZBIRRDnBnB2mIW9rGUuNpILjehCI77YCF60s3r0QTUp/Zv0GVXQWEh56AU58bqVmV5RTRVVI0pWsgnNAaXVaMIuJ0iIqvnpOVJcy0865gQDSasgXDGIVwziFYMkrpemFVXTLcGqGqxSkWYeYgbpiqk0biyNG0sBFelakfQPsqihLKIvS5vOkCVLqxVxUwXoRsc6KmMdlYCHlQM1Kwdq3wEYpCLJQ09w7HporDs41hW0dAXM18FnYLQ7MNrtG77u6Ls8df/c6J3TI7dPD986OXzr5MiNEyM9x0d6jo/2nLDcODF++8T0F8dn7hyfvnFk8mrH+EWV+ZO62Z1oQFw4J9z2RJgdFm0LC7LnBFnzwux5Ufa8MDss2BrgZgQ4WwKcLQFOhp+b4edudTO32ND1VmT9LGPdLLx2Cl43Rt8wjmWM4VtHGZtH0QwLljWGZ1nQzCHqhv6iNQOFa/oKPryf8+e7We8PF2x1MhhuOu6EMAeEO2iYA8LsMGGj4TaIsMOkAyadMO6AcRedcMKkk8500pkuOtNJZzph0g7hVgrDTkPtMOaA8JkSZJbJ9+2td7W0WdtU1laNXam2KdUzrUqbUmNtVdpbVc4WlbW+dbahdaa5zdaqtDcrXHKlU650NisCctXzJkWgtNqFcRKuAGU7GeRUMWOKik5BxGgRoz+X+jAzb7yE7sJYHpSVzkAqWQok//cgwQmz8Je1if7DYsPP8JDyDItN2JKcWJITyauQVlOjxRZiUc583cJ63cJaamUtKd6uIy0rmBElKwJuN1LylpWciIr91kgSSJbiWn5UzY1r+TEdHwzhgWpSqqGWxEMMMqUfjbJ4CgO9BGCQjsRbeMQM0ohOGjPIAAkpJGIGWcxYGgU8JAYxyhI8GGRRoyxqTNWUymPG8qipItJeDmCItlfEOqpXDtSCeGdu/BaQiJ8g0R20dIfGeoKWrlQERruD5h7v8HV732dT98+ZvzgzeufMyO1TI7dPjd46OXrjBOBh/NbJyS9PWe+esn95YubmkcmrprGLbZYDNc46ZE5cEBZueyLaNifOmRNumxNlz4m3hUXZYVF2SJgV4Gf6uRl+bkaQmxngZPg5mV5WpgPfOMtYa2WstTHWzjLWTkEfj1M+nqSunaB8PFbysblkzWjxR6OFHw7nvz+w/U8DuX/qz3nvXubv7mz6w0h+hhdDvXTCBeFumPTChDsxrYS7aIQLIp00HNRVUy3h9J5D6nsXnXTTCTuM27iiZ/K2eY0upNYFNYawSvtEpQ0rtSGlPqDQ+eTqQJMy2KTwNLR6m9pCrepQCxh9VYdbtfMt6mf75X5RuQfj+hCWj8H0o2w/ynLTSTed6cG4bpTrYHAmS1BLAW2yGHbSCV+aMqTacMmRDY4fY8+xV3lYaMBfN6JLzaDh8DYPr5vxZTmxJH9jiSeZFCVIWG7lLLWy0px0YpkhpQ/J/WZu0kmv7rLFNAJAAlhXSJ9ITVWTUiqxYhABffjRIAU8pItAKi9KwZDkoTSlACkM4gYZmL+ImUrjptKoQRYxSKOG0lSXLWqUxYzlcWM56DmAVnTUBApKIKqi7Yl8Kd5Z885bMLyJxI2Q5UbQ0hO29ITM3SFLd8jcEzT3+IavO/o/n7p/wfLFWcsXZy13zphvnzbfOjV689RIz4mRnk9Hb3w6fuu49e4px90TszcPT141WS62mTsqXTX0OXH+nDjnmSR3TpzzRJyTgmFOtC0s2hYSZPs4GX5ORpCT4WdvCXIzA7wsNyvDiqybZaydZaydpn88BX04Sf1wmvrRNOWj8aL3LUUfmAvfNxe+P1rw/nDen/u2/fFx9h/uZfzu9obfj+Rv9aKYB8ZdMOmmMz2g2QzabRDugQgXhLlgzE0nPPAqCR6Y8KSacRDugnAPnfAwCDsds3P4X9U3z+9rCu3aP7+v6Wm9/El981xT6zO1/pnG+FShnWtqfdLU9kSueNaseN6kfNakfN6s+kqueSbXfNWi+Xp/i58v84CffITlY7ACCNuPsvwoy4+w/BjXi3K9KM/JYM1SEQcN871pHlKduNQUU4iFvaxlLjQQrxqQhQbsdRN4Cxue7DDgbyRLcmIxrbeQWOJpId4sJb0hDkttzEjyKlWQLC0rucnrLUA1iZ+aSopp+VEd4IH3llUAjnnFkLLOohWD9EejLG54wxiAzxVT6VvJ0s+oAYDBWBozJmCImUrj7RVxU2WaDpTFTOUxU3nMVBE1loOIt1eudIDuWzXIl1Y6q+OdNbHO2liKh5REpGtFyHIzZLkZttwIW27MWW7MmW/MWW6EzT0hc49/pMs1cHX24eXJu+fHvzg3dueM5dYp863T5ltnRm+eHO45Ntx9dPzmp7NfnLR/eWL25uGpqybLhVazqdxbBT8R589Lc55KcuclOU9EOXPinDnRtnlxzpwoJyTIDvC2+rmZAV7CSwQ4GQFulo+z1Y5tmGWstdLXzUBrpmgfTdI+nKB9ME77YIz6gYX6obnk/aHCvwzk/7k3908Psv9wL/N3dza/e2v9HyyFuV6E8MCEC2baYcIJ4y6YcNEJMCaUEAQ67oJx0C1+Syg8dNLDIDwM3A1jHhh3MPAJGJ3GOU622EXwPSyhhyt2CqROaeXzJsW3GuNXcuX87vr5fY3Pm9v+Kld+3dD2rL71aX3L0/0tTxsU37Tqvtkn93IkHowVxDhBjOMFU0kYK4CxvAwCDCl5ULYX5SaUIdmSA1QEcW4Q567ygHOCbPxlHQvwsNiUaDmnw7Aa8jdGtZNdBfAaHiIpBWSqrppmHtgRJTuiYC8ructK3ioPGnZUw45peKl+c1wviukEsaSHBj4hphOuGCQrBmlyGEm2YpDG9VLwnMRAlnLSP8tDzFAaN5bFjWUrprK4ETyXxgEVptJ4e1m8vTTeXhY3VcSMlTFjRcxYHjWUxkylMZMsaiqPtJeDOlLEVB5tr4h1VETbq+KdNfHOKlBjXTlQG+usBRbinfmJ2/MTt9OpSFOJm+GxBBKrYFh6gqNd3qGrjt7PZh9enLp7fuKLs2N3zlhun0nwcOO4+ebx6S9O2e+ftt09MXPz0NRVo+VCy5S2LFhJfyItmpfkzEtynkhz58Tb5iU58+LceXHunCgnLNwW4GX5uVkB7tYAJyPIzQzxtga5W/3crW7mZge20Y5stNLXz9DXTsNrpuE1U9DHk9DHE9DHY5QPhwrf79/+lwfb3ruX9cdbm97tWffbm+vemygu8KFMN0y4YdIJEQ6IcEKEEyacEA7SIQ+d8DKYbphw0wkPnUx+SYJ8yQXhHjrpZZAemHDDuJNBjhfTR/KoNojwIiwvwnIjTDfK8TCFQWH50/K6eVl1UFQekFTMV+18UrkzLKsOSqsC0qqgrPpp3Z6v9jQ8qdrpYQs8GDuAsoMYx49yPAg7QQXC9jHYPoTtQ9kBlONH2P43k6Wf0QecHWJhL+uYCw0kmNZebALvbCbSMiXsdTO22Iwl3szZQiZWnFuYyUuFiRtyPTEAABDpSURBVNR7d96YwkiSEFVxIiqw8s+NqFMLDKkOAz+m4ce0/KhO8FYzAfCQzJESHjoFRtwoiRslcZM0ahBHDeK4SZossMoAEqkAwKwYS380laX+jBlL48bymLEsaiyLm8rjJuCSq6KGypixMmasjBrKo8byWEdFtL0iYkpY52h7BYh4Z9WPB2tWDlTFO6viB2rinbXxAztWDu6Id9b+DA8/m0GBJArwMGfuCox2uQeuOns/m31wcfrehYkvz43dOWe5fdZ865T51qmJO2ds9887H56z3T0x3fPJxBXD2Hm5VSELVtDnSoufSHKfSnOfyLbPS3LmJdsAD/Pi3LBwW0iQHeBlB3nZIR6AIRPIRYCX6SI32dCNVmTDDH3dLLzOhW220zfMwmun4bUTlI9GCt8fynu/N/f9LzPfu7Hx3a41795Y+6epkmI3A3fSMBeUsBCr49zJoe635pRSkf6nh066YMIGEZYCyFJAs0O4l8H0M8AwBcuLsn0Yx49z/CTPR3I9BNfHEvpIvhfneTGuG+V4cJ6fI/JxxV6mwItzfCh7tbmGcnwIG6w3eBksLyNhoNM7cellpZSlButByfoSc6EJX2wiXjfji03om+KALcmxRTn6So68biXAeweBdX7d8gYD6c/JphsbPC+rWJHEVXlvjqlqBDENP67lx5LVpLcGs9NsgyhZVpL+aJT9aJStGKUr7dKVdmm8XRI3SeIm6YpJtmJKwPBjexn4TFeJNwgxgjZCOVCDlfbKuKkiaqiMm6oAD3FTVcxUFW2virZXJ31CZbS9AnQbou2V8c7KlQPVcZAsddTEOmtXDu6MH9iZ4CEdibe0YpWTsZvzYzcBEiFzT2C02zt0zdn3ue3hxel75ye+PDf+xTnL7dOW26envjzneHDR9fCc7e7J6Z5DE1cMY2ebZ+XiYDk0X1r4TLr9mWz7vDR3XpozL86eE+UAGAAPQV52gJcV4GYGeVtB+gSKsF7WFju2EbgIB7LeS27xEJttjPVT8NpJ2scTlI/HStYMFX58P+tPNza8e/3j395e95cZCtUJoXYK6qThDrD9A2FOGgb249ww6YIIBxUDMDhpWGptOkUI+NINE06YnChGBnJKRgtodpjw0klvchg7cWQxjp/g+HCOD2MHcK4f4yRyHpTtQ9kBnBfAeH6E7U8217wIy4uyghg3VTt6M1YrrQHsbR5A1uRDmas8NCZ4eN2MAR5SVCzJ8dct2IIcBZ4hyQP7dSvz9ZtTGOkkRJTsqJr71g3bb49tawSJmpJOENeD7Zx0BlL5UkIofjRKEjwYZHGjBJz+uFEWNyb6zemy8GN7GYg48AbJT/AQM5XGTGXx9jKQJsVNFSvtFXFTVXrE2qsipqpUUTWaKLBWxTqqYx3VIGVaOVAb76yJddbEDwCJeJOHdCreIgSwMZ9AomfO0h229ARHuv2DV939n9seXwJCMX7nzPjtM7NfnnM8vOh+cM72xYmpnkOTVwwTp5rszaJwOfWJrOArWd7z0rwn0u3z0pz0fAmkTCFBdoCflZSFJA+cTD87083cbMfWO7ENHmKTl9zsJTc7sQ02ZJ0NXW9DN0zTN5hL1j7a9pebG969vuY39zZ9ZKXRnBBmp2AOKmanICAcVNRBxR1U3EkjnDTCSUPBoU9FukqAP500zAEzRwsYvdlFY0V0B530MZgeOuGhEz7G6u936pc7iHODGCeAsgMoO4CwAig7gHICKCeAsMH3qR/+9KE9L4PpQ9g+hOVDmV6E9KFMH8L0Y6wAxk4sAL1RZeL6k356sZG52EQAHpbkOKirps1lEEtyfLE1tcywaqaBJkRVnJQURNLuCIuoOBE1Z1nFjaiBgU6s/CdnVAVxLT+q4ca0PGAS0gdU0zcWfjRKfjRKfjSKfzQC2yBN2GhQODIAh5Cwy+lIJKjoKAfnfqWjPN5eljQMb0X5SnvlSnt1Sh9ixopo0jAAWYi2V0TbK2PtNbH22nhHDagmrRyoBTCsHKxbObhj5eDOd55M3kkhkQ7GzypGOg9zlu7QaHdw5Hpg+Jpv8Kqz7zPrw4vTd89Pf3HGdv+86/FF94NztjvHJ7s/mfhcP3W83tXAe1JJfVpa8Fya90yWPy/ZPi/OfSLNnZck8yVRTkiQHeRnBfhZfv5WfzJZCnKyAuwsPzvTz87wMjd7mZu95CYPuclDbnThG1zYRhe2wYFtsCLrx6hrH+f85c7m3/esfffBlrV2mO6CieTpxxxU1E5B7RQEwOCg4uBOjZRiJANN8gDEAXdBuA0i+nOpj7OLpmmEk850wYSbwXTTCR/C8oFGAcICriCZ3HMDeEIHAhjHj3M8GMuLsX0YG2z2BJJ5UWqi+ydsrMpFyjykiQYngHPCLPxlHWuxkfm6mVxsIoBhAEikJGK5hVxatdFE+u3CbzhmEKvbbdyIihsF96WqeeBumNStMHGtMK4VxbT8qDZxDUxcL47rJOnjeun+YcUgBlTEk3WkpGkGDJQlI52ERGq00l620lH+c5EGQ0fFSnvlSjtQhsrEfo+pImmgU86hMtZRE2uvjXVUxzqrgTjED9QCHuIH6uIHdvwMDz/NoOYnbs8BTpL5EuAhbO4Kj3aFRq8HR7p8Q9dcfZ/bH160P7zgenzR9fiC+/4Z2+1PJ7sPTnymmz6617uP87SC8rQs/7ls+zNp3lNp/hPJ9meS3KfS3GeSvCfi3LAgOyTIDvGzgvysVKEpwMv287L93KwANyvA3upnZfqYGT5mhpfc4iG2uPHNbnyjC1/vxNfb0PWT0Lr+/A8eZP35zqb3erM2OiAGgMFBTZ14PPkN7qQRLohww4SDitkpqIOKOWm4k4Y7KKiLCiwH4YJwBw130okZKnZ/S/5AHnUGIqeKGFOFdAeddCKkjYa4ENKPcfxI4pQHgALgHB/B9eEcPw5yfY4PZ3sxthdledN48KOJEw9wSmLATpmK9DXRt9lAWWEW9vcd7NdNrMUm4nUzCQCItLKARCy3kAl9aGUmu2/gLVXkW9Y5quIkVCKZHcU0Seus5kU1gphGGFULIip+DFx+oebHdaKYTpRqLyQnkcTpDelUJCVitc8AHoBPWDGV/dhevmIq/wkVZSumspWO8pXOih87K1beEIrylY6KmAmYaQBDIpLeuiKeyJSqwHhSvLMy1lG1cqA23lETA/qQFIf4gYQ4JPQBxE95AN8nqJgAWROQiBtzlu55c/f8aNfcKECiOzB83Td41d3/mbv3sqfvkrvvvOv+Kevto5M9n0x8rps6tNu3m/mkvOhZWf5XpXnPZHlPpQXPpHnPJLnPJLnPpdufiXOfiHLmhdvAbB9AIsVDgJ+d4gGEl9wCLISH2OQhN7jw9TZ0/Tht7UD++w+y/vQw8wNzfrYLRsDRt1NQOxWzUxI5EsigXBDgJKEVq0kUFXdRCBeVcNFIJ420Q4QDIiaKGPe2bB8ugCxFjFkKMVOMTlOwaQgfzSuxwpgbZTlouAsiAig3iHFBOdWHsn1YMolC2SGUFURY/uRPvh9l+xG2n7EaAYTjZ7D9CMeHcHwIx49yQfgQsDzN9r8xr8HxY6w5Nv6PnZzFJtZCIw54WJITyy2sJTkzmSkRyy3kUgsreWde4irVZQU71VhIT5YiSnZMzY2qOKnGQlTNi2mEca04phHFNOKYRgQ23eI6EQAgrhcCuwwaC2kkiMAEa4qHFZMkZYhTFhnoAEACBMDgx/by/9tR8X87Kv5vZyUg4U0eKlbaK1dMKQyqVtqr4uBPAIOpIpYoK1XHO2tjHclqUmd1vLNm5UDNj5/UJpVhZ3q882TyCxDzE3eeTNx+Onnn2eSdp5N3nk7ceTpx58nE7USM334yfmdu7NaThEr0zFtuzJt75ka75xLTfl3BoeuBgav+/s+9fZc9vRdc907abh+d6jo4eVljPVAX2IU/Ky/+qqzw69KC56X5T2V5z0HuJMl9Ls19Jtn+VJw7L9w2J8gO8bNA4hQUbA3xs0O8rBB/W4ibHWBv9TEzfGSGj7XFS272Mjd7yE1uYqOb2OAmNliRtWOUj/u2/+X+1j/e3/LnscJcUFxyUDE7FbNDREoEknKBOqhYShzeCicVc1IxB42wQsRYEfIgI+9xduFIAWQpos/Q8IlixgxEjBfTzdspdjrTQWeN58N2KhZAOf7/v6zze0rjiuJ4/pT+mmlenGhbNYpIBFFYwGVZjFpEFhAJPkeSgtaquwu205n20em0yejEVmjHqclUq2IEjb9glAiigG0f06eILPfuax/u7gXTmTPM3eXH037mfL/nnnMhqAy2vHK1NGOwZAlLxmA5ld0zklJpHfWaQCRQaR2VMVgzRuuJnkoTkuVIE5YTfbVf44ZXMdE5C/nGR189pN4+RPkB+Qey5DdjGK4fmUuPzVePyesAVfrCLO8309cBbBvkTlX5BHlh3HodtEq1VAmMfmGiXxjvEyb6K5P9FWm4Bxnoz8GUrTJlE76yCTf34MCUDU4P4gAzdjhthzNDUKYCpwKRYyDLoFcwwwDWCTgGcozIOyHHAM6B8oMEBuuUGUAJwQlYN2A9AusGvKfCDQusS2DdaOStwqMiElJH0gKEPCCMGjS8lZAXhL1w1gfCPjg7eisfRzz8epGI5hORYiJSQBGPFhLRfGIpH1/Kx5fy25H8diQfX7qQXcT5y5/PY4vnscXc5rPs+kJ2fSG7Pp9Ze3q69iT9x4/HK3Op374/WPp2dz6888PEIes58xkunepLh+ofh+qSab+wKwp25aW9rTioKA4qCjZFwaa4GGg5u9+EJVNG7vM7szZn6Bq9RDWkqYZj8s4xeSdlqkuZ6hAPW+rbL1o/XG58b/nTj7bvtaW6DaisdKghDrWmpFa6RHeSWoMsnwxHnQS6iU4VwJ951aGPKbtWWzqj9S1rSu2qQr3Wot5Udm536PZ15HprR0zZeUTQr7RkTNl1pCNPDFTa8G6dVFJQqFkVzzNIFSQKHRfwmqDSejOy4NK3bnYu/Z+HjInOWch/R62lMcvVWM/VGFny95T8PSU/WfKTVR785DX671o5FZSD9HWALgdoPMxQDpoxD2U8xzPRh2DAnkGY6Be+xDz0CZMDaK5NsshT9oqsjmpLq+L0kDgzJK1lGDAPkHWIHCLBgXiAM4zIuQHnBDwDeQZwDsAxYsglhlxiyI2zAWDdkMOXw5DzgNCIwA0jo4yKSCgVgNAwds8o0AekO2EvnK0icasg8RCVeNiJFneihUQkvx0pxKMSDDd5qCIRW8xtPsvFFnIb82cb82cb85k/n56uPUmv/nS8MpeKfrf/yze786GdufGDKdeZlygy6r+ZDsRDwaFE+eEvu/LSrigOtkk89DZle+9m7t897W1CG9VZa1PW2pyhm7FeSlMNJ+b6E3M9ygwpU13SWLdP1G2pbz9v+WC58f3fGz9OdLQnuySLfKAh9jWGpBZLI+NRpynV1VOjlIxJrVGuPhkONcSRhjjUEHtq4qVKF2vXL3+iXGvTPm9Sbii1CY1xV2vcUnWtfNYau9e9p6c2Vd0vmlUJjX6vi0jqTPihr206Qo84Li69O+tT46FvIHSzuRX/IPIeOarnjY++GrO8lXioBk4OMg8U0khyUOWAtRy0loM0EkjlIF0OWMtBdL48Ns396DgMdAkmbcLEAH4LTA5UUEiiyA6nB+W1VEqqUjEzVAODtLMmM+CoMRJOkXND1gU5N+TdYsgl8k7IuyDvhLwT8i7AuhAGkHPLi2GRH4HsCOCrD3pNSJsMmIcK7wGhBxXOC/gHMOyDs1KIX4+CsO8/GCswq/A5oOcAAAAASUVORK5CYII=" />la cracheuse de feu : imaginé par un CM2 et réalisé par un 6ème</div>
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" /> Le Baziscorpent : imaginé par un CM2 et réalisé par un 6ème</div>
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Bon, je ne vais pas tous les afficher mais ils sont excellents!</div>
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<span style="font-size: small;"><span style="color: #d34817;"></span></span></div>malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com1tag:blogger.com,1999:blog-2448632928002889205.post-16691297606258526892012-05-15T08:58:00.003+02:002012-05-15T09:06:34.936+02:00Vademecum t2, un pied dans la tombe*<a href="http://www.cndp.fr/savoirscdi/typo3temp/pics/9fba29daad.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 280px;" src="http://www.cndp.fr/savoirscdi/typo3temp/pics/9fba29daad.jpg" alt="" border="0" /></a><br />SavoirsCDI annonce l'envoi à tous les établissement d'un "<span style="font-size:100%;">Vademecum : Vers des centres de connaissance et de culture".<br />S'agit-il du projet d</span><span style="font-size:100%;">e JLD<a href="http://lestroiscouronnes.esmeree.fr/actu/actu-un-vademecum-pour-les-cdi"> promis</a> lors des rencontres de savoirscdi et inspiré du séminaire de l'esen sur les lear</span><span style="font-size:100%;">ning centre ?<br />On n'en sait rien puisque aucune information ne se trouve sur eduscol ce matin... Surveillez vos casiers, ça devrait pas tarder!<br /><br />* indice pour le titre : facile, j'ai laissé le sous-titre! C'est fou comme la littérature jeunesse exprime bien les angoisses de la société, on trouve un titre adapté à toutes les situations!<br /><br /><br /></span>malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-36687848027453063592012-05-09T07:35:00.000+02:002012-05-09T07:35:42.066+02:00évaluation games : la révolte*si vous ne le savez pas encore, le <a href="http://www.legifrance.gouv.fr/affichTexte.do?cidTexte=JORFTEXT000025824582&dateTexte=&categorieLien=id" target="_blank">décret de mise en place de la nouvelle évaluation</a> des enseignants par le chef d'établissement vient
d'être publié au JO. Il a été signé lundi 07/05 par F. Fillon et L.
Chatel (on est bien d'accord qu'on est allé voter dimanche et que le nouveau président élu va sans aucun doute changer de ministre de l'éducation [paraît que ce sera V. Peillon, on verra bien]) et publié hier au JO (bah oui, ça sert à ça les jours fériés : on fait ceux qui s'entendent bien sous l'arc de triomphe et on laisse un beau cadeau empoisonné en quittant le bureau). Il est censé entrer en vigueur à la rentrée
2012 malgré le refus de cette réforme par tous les syndicats et la
plupart des enseignants. Le décret réforme par la même occasion les
grilles d'avancement par échelon.<br />
<br />
à lire:<br />
<br />
<a href="http://www.cafepedagogique.net/lexpresso/Pages/2012/05/090512-evaluation.aspx" target="_blank">http://www.cafepedagogique.net/lexpresso/Pages/2012/05/090512-evaluation.aspx</a><br />
<br />
<a href="http://www.educpros.fr/detail-article/h/dfbf22bfe9/a/reforme-de-levaluation-des-enseignants-regard-de-deux-experts.html" target="_blank">http://www.educpros.fr/detail-article/h/dfbf22bfe9/a/reforme-de-levaluation-des-enseignants-regard-de-deux-experts.html</a><br />
<br />
*on se refait un jeu de titre d'article? Le titre du post est inspiré d'un livre de littérature jeunesse qui est un véritable carton au CDI malgré son poids et ses 400 pagesmalihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com2tag:blogger.com,1999:blog-2448632928002889205.post-9494353399509113682012-03-29T12:54:00.005+02:002012-03-29T14:23:21.507+02:00lettre de rentrée 2012 : le CDI ne deviendra pas un learning centre...viennent de paraître aujourd'hui les <a href="http://www.education.gouv.fr/pid25535/bulletin_officiel.html?cid_bo=59726"><span style="font-size:100%;">Orientations et instructions pour la préparation de la rentrée 20</span></a><a href="http://www.education.gouv.fr/pid25535/bulletin_officiel.html?cid_bo=59726"><span style="font-size:100%;">12</span></a><br />je ne vais pas faire une lecture détaillée, schématiquement : personnalisation à tous les étages, égalité des chances et réforme du lycée.<br />l'intéressant, dans la partie "<span class="Stitre1">Accélérer le développement des usages du numérique" est cette petite phrase qui m'a interrogée : "</span>les établissements peuvent réfléchir à la mise en œuvre de « <a target="_blank" href="http://eduscol.education.fr/cid59679/les-centres-de-connaissances-et-de-culture.html*" title="Le site Éduscol, nouvelle fenêtre">centres de connaissances et de culture</a> » (3C). Ce projet éducatif et pédagogique s'appuie sur les compétences du <span class="blsp-spelling-error" id="SPELLING_ERROR_0">professeur-documentaliste</span> qui peut, dans cette perspective, recourir au soutien des <span class="blsp-spelling-error" id="SPELLING_ERROR_1">CRDP</span>. Le centre de connaissances et de culture privilégie à la fois le numérique et le livre, dans une approche où la maîtrise de la langue est un appui indispensable aux autres apprentissages."<br /><br />j'ai, bien évidemment, <span class="blsp-spelling-error" id="SPELLING_ERROR_2">cliqué</span> sur le lien pour savoir ce qu'était ce pompeux "centre de connaissances et de culture". Le centre est une évolution du <span class="blsp-spelling-error" id="SPELLING_ERROR_3">CDI</span> (j'aime voir les lieux évoluer). Ils sont à l'image des <span class="blsp-spelling-error" id="SPELLING_ERROR_4">e-learning</span> centres anglais (on sait que le système éducatif anglais est l'un des plus performants, enfin surtout les écoles privées...).<br /><ul><li>Que <span class="blsp-spelling-error" id="SPELLING_ERROR_5">trouve-t-on</span> dans ces "centres de connaissances et de culture"? Des enseignants et des personnels <span class="blsp-spelling-error" id="SPELLING_ERROR_6">encadrants</span> (je ne sais pas dans quelle partie l'institution met le <span class="blsp-spelling-error" id="SPELLING_ERROR_7">prof-doc</span>) qui donnent des conseils et des aides <span class="blsp-spelling-error" id="SPELLING_ERROR_8">méthodo</span>, surtout pas d'enseignement! Je vous laisse lire </li></ul><ul><li>que <span class="blsp-spelling-error" id="SPELLING_ERROR_9">fait-on</span> dans ces "centres de connaissances et de culture"? on apprend à maîtriser la langue (si, si, en fait, on est prof de français...en reconversion?), on donne aux élèves plus d'autonomie dans leur parcours (mais de quelle autonomie <span class="blsp-spelling-error" id="SPELLING_ERROR_10">parlons-nous</span>?) et plus d'occasions de collaborer entre eux (spontanément?). c'est un lieu privilégié pour "personnaliser l'accompagnement des élèves et développer de nouvelles pratiques pédagogiques adaptées à leurs besoins" (là, je suis d'accord). On y tient aussi des réunions, comme la conférence des délégués ou le <span class="blsp-spelling-error" id="SPELLING_ERROR_11">CVL</span><br /></li></ul><ul><li>comment sont ces "centres de connaissances et de culture"? Ce sont des espaces conviviaux et chaleureux pour favoriser le travail (toujours la même vision "mettons des poufs et des plantes vertes pour faire réussir les élèves")</li></ul><p>donc, exit les <span class="blsp-spelling-error" id="SPELLING_ERROR_12">learning</span> centre, <span class="blsp-spelling-error" id="SPELLING_ERROR_13">welcome</span> les centres de connaissances et de culture... erreur, jeune <span class="blsp-spelling-error" id="SPELLING_ERROR_14">Jedï</span>, en regardant la vidéo qui nous explique l'extraordinaire, le magique voir le <span class="blsp-spelling-error" id="SPELLING_ERROR_15">miraculeux</span> projet de <span class="blsp-spelling-error" id="SPELLING_ERROR_16">Schiltigheim</span>, seule la voix off parle de "centre de connaissances et de culture". Et nous voilà dans le coeur du programme : on change de terme pour recouvrir le même concept tellement décrié. Les professeurs documentalistes ne veulent pas de "<span class="blsp-spelling-error" id="SPELLING_ERROR_17">learning</span> centre"? Pas de problème, c'est pas ce qu'on propose, ce sont des "centres de connaissances et de culture". On y retrouve le mot "centre", commun au <span style="font-weight: bold;">C</span><span class="blsp-spelling-error" id="SPELLING_ERROR_18">DI</span> et au <span class="blsp-spelling-error" id="SPELLING_ERROR_19">learning</span> <span style="font-weight: bold;">centre</span>, on y trouvent des connaissances (évidemment, qui va contester le fait qu'il y ai des connaissances dans un <span class="blsp-spelling-error" id="SPELLING_ERROR_20">CDI</span>?) et en bonus, on y trouve de la culture, attention, pas des cultures, non, juste une, LA Culture (avec un Q majuscule comme diraient mes élèves).</p><p>en regardant la vidéo, je me suis rendue compte que ce qu'elle nous montre, en tout cas en ce qui me concerne, c'est presque mon activité de tous les jours : les élèves peuvent travailler en petits groupes (le truc de dingue), ils peuvent aller sur les <span class="blsp-spelling-error" id="SPELLING_ERROR_21">ordis</span> et dans les livres dans le même endroit (oh là, où on va <span class="blsp-spelling-error" id="SPELLING_ERROR_22">Marty</span>?), on peut y faire cours ou laisser les élèves en autonomie et même leur apporter des conseils et <span class="blsp-spelling-error" id="SPELLING_ERROR_23">remédiations</span> en cas de problèmes (ça veut dire qu'on considère les élèves comme des êtres apprenants en construction, qui ont besoin d'étayages? <span class="blsp-spelling-error" id="SPELLING_ERROR_24">Ca</span> révolutionne l'ensemble du système éducatif français). Excepté que, au <span class="blsp-spelling-error" id="SPELLING_ERROR_25">CDI</span>, la page d'accueil n'est pas Google (je sais, quel anticonformisme, ne me dénoncez pas)!!!</p>bref. J'ai <span class="blsp-spelling-error" id="SPELLING_ERROR_26">ré-inventé</span> le fil à couper le beurre. Pourquoi utiliser une nouvelle dénomination pour recouvrir les mêmes activités? Parce qu'il y a une différence, et de taille : la disparition des prof <span class="blsp-spelling-error" id="SPELLING_ERROR_27">doc</span> du paysage! On ne parle jamais de son action. Oh, on en fait mention : en effet, le centre de connaissances et de culture (qui est un lieu, je le rappelle) s'appuie sur ses compétences (comme le monde sur Atlas). Le prof <span class="blsp-spelling-error" id="SPELLING_ERROR_28">doc</span> peut lui-même s'appuyer sur le <span class="blsp-spelling-error" id="SPELLING_ERROR_29">CRDP</span> (peut-être même en faire partie, carrément). Où est l'élèves dans cette drôle de pyramide? il plane au-dessus de tout ça, essayant de s'en sortir "en autonomie" (ce qui est valable pour un élève en <span class="blsp-spelling-error" id="SPELLING_ERROR_30">BTS</span> ne l'est pas pour un élève <span class="blsp-spelling-error" id="SPELLING_ERROR_31">d'ULIS</span>)<br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEEvDG5JLaGaAda8a1n6Dy3WQh-5x1m-y2gLJCvlDb-EUFPEk2dEXD5pyof_09eqgPtWMlagIxc9J_plfVVDXLkw9ghHFoVyfgyAIYxDcPbxVzdpQFH7-bbjpVrFKdbpYp2vTj9fW8K07o/s1600/centre+de+connaissances+et+de+culture.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 218px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEEvDG5JLaGaAda8a1n6Dy3WQh-5x1m-y2gLJCvlDb-EUFPEk2dEXD5pyof_09eqgPtWMlagIxc9J_plfVVDXLkw9ghHFoVyfgyAIYxDcPbxVzdpQFH7-bbjpVrFKdbpYp2vTj9fW8K07o/s320/centre+de+connaissances+et+de+culture.jpg" alt="" id="BLOGGER_PHOTO_ID_5725292890631794274" border="0" /></a>malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com4tag:blogger.com,1999:blog-2448632928002889205.post-38593614849156364322012-03-23T15:27:00.002+01:002012-03-23T15:41:52.231+01:00"anecdote de doc" (y a un copyright?)mon principal arrive tout sourire au <span class="blsp-spelling-error" id="SPELLING_ERROR_0">CDI</span> avec une liasse de feuille :<br /><br />Lui : vous savez, madame mali, que nous allons faire partie de la 4ème vague d'équipement en vue de <span class="blsp-spelling-error" id="SPELLING_ERROR_1">l'ENT</span>?<br />Moi : oui<br />Lui : pourquoi <span class="blsp-spelling-error" id="SPELLING_ERROR_2">souriez-vous</span>?<br />Moi : pour rien...<br />Lui : dans le cadre de cet <span class="blsp-spelling-error" id="SPELLING_ERROR_3">ENT</span> nous nous sommes vu attribuer...<br />Moi : un chèque ressources numériques<br />Lui : oui, vous êtes au courant?<br />Moi : je préférerais qu'on en parle en conseil pédagogique, les prof <span class="blsp-spelling-error" id="SPELLING_ERROR_4">doc</span> sont un peu en colère sur ce sujet<br />Lui : ah bon<br />Moi : on nous a attribué le bébé d'office sans que l'on se sente légitime pour décider à quelle discipline donner la priorité<br />Lui : y a pas que vous de cité, c'est "en particulier les professeurs documentalistes" mais pas que...<br />Moi : aujourd'hui, c'est en particulier. Hier on recevait les <span class="blsp-spelling-error" id="SPELLING_ERROR_5">info</span> sur nos boîtes académiques "<span class="blsp-spelling-error" id="SPELLING_ERROR_6">cdi</span>" et professionnelles (ma.li@ac-nantes.fr)*<br />Lui : donc, vous voulez pas vous en occuper?<br />Moi : j'ai pas dit ça! Le sujet doit être débattu en conseil pédagogique. 1- les ressources vendues sont essentiellement disciplinaires (des manuels numériques), 2- Les ressources sont vendues en licence élève donc c'est 3€ sur le catalogue mais multiplié par le nombre d'élèves, on ne peut choisir que 2 ressources au final et c'est pas moi qui ferais ce choix, 3- la plupart des ressources vendues ont un équivalent gratuit en ligne<br />Lui : <span class="blsp-spelling-error" id="SPELLING_ERROR_7">ok</span>, je vais jeter un coup d’œil au catalogue, merci<br /><br />l' argument que j'aurai dû donner en plus : le chèque est sûr pour cette année, peut-être pour l'année prochaine mais qu'en est-il de l'avenir? Nous habituons les professeurs à une ressource subventionnée et demain il faudra prendre sur les crédits disciplinaires pour la payer.<br /><br />* évidemment, c'est pas mon mail pro, n'envoyez pas vos commentaires d'admiration devant mon courage, ma perspicacité et mon sens de la répartie à cette adresse!malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-44699001521088842722012-03-22T11:18:00.002+01:002012-03-22T11:25:24.501+01:00le détournement<a href="http://lestroiscouronnes.esmeree.fr/actu/actu-inter-cdi-denonce-le-detournement-de-la-mission-du-professeur-documentaliste">Synthèse de l'article</a> (un peu fouillis) de François Daveau paru dans inter-CDI publiée sur le site des Trois Couronnes : comment notre institution détourne notre mission d'enseignement au profit d'une mission d'éducation (bah oui, comme la vie sco ->avec la vie sco -> intégré à la vie sco -> ? )malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-48765871542011688782012-03-20T10:32:00.002+01:002012-03-20T10:38:34.609+01:00semaine de la presseUn peu occupée avec toutes les formations, actions, journée départementale, stage et vie perso, je n'ai pas trop eu le temps de réfléchir à la semaine de la presse. Bien sur, je mets en place un classique kiosque, les élèves de 6ème ont une première approche du périodique (à noter que le mot a disparu d'esidoc ... bien embêtant pour les formations).<br />heureusement, découvert sur le site des<a href="http://lestroiscouronnes.esmeree.fr/actu/actu-la-photographie-de-presse-au-dela-du-cliche"> Trois Couronnes</a>, Gildas Dimier, sur <a href="http://www.culturedel.info/cactusacide/wp-content/uploads/2012/01/pr%C3%A9pa-photo-presse-v3.pdf">cactus acide</a>, nous propose une séance orientée 3ème/2nde sur la photographie de pressemalihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com0tag:blogger.com,1999:blog-2448632928002889205.post-39848167833943845762012-03-19T13:19:00.004+01:002012-03-20T10:29:12.329+01:00la relève ... du courrierTous les midis, on y passe, le casier déborde de courriers divers et variés. Aujourd'hui, caché entre deux colis de la semaine de la presse, une petite enveloppe qui ne paye pas de mine envoyé par Berger-Levrault.<br /><br />Suspens à l'ouverture, le titre d'une publication de cette (peut-être) maison d'édition :<span style="font-style: italic;"> "le professeur documentaliste, le nouveau défi de l'enseignement scolaire à l'air du numérique : un guide éclairé pour maîtriser tous les nouveaux enjeux! ".</span><br /><br />je passe sur le guide <span style="font-style: italic;">"éclairé"</span> (terme qui m'a toujours fait rire, n'en déplaise aux Lumières) et regardons de plus près les informations fournies (semaine de la presse oblige).<br /><ul><li>les auteurs : Françoise Leblond<span style="font-size:78%;"> </span><span style="font-size:78%;">(personnel de direction dans l'académie de Paris et dirige le lycée d'Etat, Foyer des Lycéennes Jean Zay, centre de concours des personnels d'encadrement de l'Education nationale. Certifiée en documentation et docteur ès Lettres, elle a notamment exercé des fonctions de proviseur, de principal, de chargée de mission " Etablissements et vie scolaire " au rectorat, et de chef du bureau des collèges au ministère de l'Education nationale)</span>, Charles Moracchini <span style="font-size:78%;">( Architecte dplg, docteur de l'Université en géographie sociale, Charles Moracchini est inspecteur de l'Education nationale et responsable de ZEP. Spécialiste de l'aménagement scolaire des zones fragiles, il s'intéresse plus particulièrement aujourd'hui aux fondements du sens de l'expérience scolaire de tous les élèves au sein de l'école de masse. Auteur d'une méthode complète d'études dirigées fondée sur le concept de " mentalité scripturale ", du cycle 2 au cycle 3, intitulée " Le Tour du Jour en 30 minutes ") <span style="font-size:100%;">et Brigitte Pierrat <span style="font-size:78%;">(rien trouvé sur elle sur Decitre mais un livre sur le bilan de compétence)<span style="font-size:100%;"> Les auteurs ont l'air de savoir de quoi ils parlent</span></span></span></span></li><li><span style="font-size:100%;">l'accroche : suffisamment lèche-botte : le professeur documentaliste "<span style="font-style: italic;">porteur d'une responsabilité toute particulière dans le système éducatif</span>", mon préféré : "<span style="font-style: italic;">à la croisée de deux mondes (Pullman, sort de ce corps) [...] le beau métier de professeur documentaliste reprend tout son sens et toute sa valeur</span>"</span></li><li><span style="font-size:100%;">les encadrés : là, ça se gâte : "<span style="font-style: italic;">comment accompagner l'évolution du centre de documentation vers un learning-center</span>" aïe, moins intéressant, la question à se poser serait plutôt : faut-il transformer le CDI en LC? Qu'y gagneraient les élèves (ma réponse est : rien si ce n'est une perte encore plus grande de repères, une attitude consommatrice envers l'information et une autonomie physique au détriment d'une autonomie intellectuelle)</span></li><li><span style="font-size:100%;">ce que je ne comprend pas : "<span style="font-style: italic;">comment porter une attention particulière au processus de construction identitaire de chaque élève</span>"? alors là? on parle d'aide individualisée, d'éducation à ... ? je ne sais pas</span></li><li><span style="font-size:100%;">ce qui me fait rire (jaune) :" <span style="font-style: italic;">les croyances individuelles</span>"</span></li></ul><p>passons sur l'encadré "guide pratique", je n'ai pas lu le livre mais la description ne fait pas vraiment envie : la révolution du CAPES (parlons d'une catastrophe pour le système éducatif français), des conseils heureusement éclairés (parce que s'ils sont sombres, ça sert à rien)...</p><p>un peu dég' (comme disent les djeunes), je tourne ce prospectus avec une certaine appréhension (comme disent les moins djeunes). et là, miracle, la table des matières avec un florilège d'expressions plus imagées les unes que les autres qui ont bien fait rigoler la salle des profs : le professeur documentaliste "<span style="font-style: italic;">ange gardien du cerveau de l'EPLE</span>" (après les croyances...), "<span style="font-style: italic;">planter une clôture pour mieux s'élever</span>", "<span style="font-style: italic;">le CDI, terre d'accueil au sein de l'EPLE</span>", chapitre 2 : "<span style="font-style: italic;">prendre enfin au sérieux les comportements et les attitudes scolaires</span>", "<span style="font-style: italic;">l'amour des savoirs, boîte noire de la politique documentaire</span>", "<span style="font-style: italic;">la politique documentaire pour vaincre la peur de penser</span>" (j'ai du mal à garder mon sérieux en écrivant!). Le chapitre 3 oublie la partie professeur de professeur documentaliste mais n'en est pas moins très drôle (pour exemple : "<span style="font-style: italic;">la classification comme mise en ordre de l’intériorité de l'élève</span>" oui madame). Le chapitre 4 clôt magnifiquement ce travail : "<span style="font-style: italic;">compétence sans conscience n'est que ruine de l'âme</span>" (rien que ça), "<span style="font-style: italic;">le cœur de cible du professeur documentaliste :mettre la narration et la pensée conceptuelle à la portée de tous les élèves</span>", "<span style="font-style: italic;">réenchanter les valeurs créatives de l'école en temps de crise</span>", "<span style="font-style: italic;">la condition d'outlaw du professeur documentaliste</span>" (rien que ça, hors-la-loi?) pour finir par une partie consacrée, enfin, au "<span style="font-style: italic;">métier de professeur documentaliste</span>"</p><p>en conclusion, alors que j'encourage mes élèves à ne pas s'arrêter à la couverture, à lire les premières pages pour voir... Je crois que je suis bien incapable de commander ce chef d’œuvre de 210 pages "environ"!<br /></p><p>Alors que les professeurs documentalistes qui font entendre leurs voix luttent (peut-être pour, peut-être contre la majorité silencieuse) pour qu'on remettent l'<span style="font-weight: bold;font-size:130%;" >élève</span> au cœur de nos priorités et non les chiffres et cette logique comptable du seul résultat qui compte. Que faire pour convaincre nos institutions que ces élèves en valent la peine? Que oui, ils ne sont pas toujours polis, ils n'aiment pas forcément travailler, mais que les mettre à 34 par classe face à un ordinateur ne va pas les aider, bien au contraire!<br /></p>malihttp://www.blogger.com/profile/00762022924263131589noreply@blogger.com2