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Angle d'éclairage conseillé pour spot LED

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Env. 40 message Meurthe Et Moselle
Ha ! Alors pour les hourdis béton, j'ai une solution !
Je l'ai fait dans ma maison actuelle, tu peux casser l'hourdi à l'endroit du spot, ils sont creux ! Cela te permettra aisément de caser ton spot (alvéole de +de 5cm)! Happy
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Dept : Meurthe Et Moselle
Ancienneté : + de 8 ans
 
Env. 40 message Meurthe Et Moselle
Évidemment, faut pas tomber sur une des poutrelles béton sur lesquelles reposent les hourdis, là tu pourras rien faire Tongue
Chez moi j'avais 3cm entre le ba13 et les hourdis, mes spots halogène y sont très bien !
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Dept : Meurthe Et Moselle
Ancienneté : + de 8 ans
 
Env. 300 message Yvelines
Effectivement c'est une idée, je n'y avait pas pensé...
Faut juste éviter les poutrelles... Biggrin
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Dept : Yvelines
Ancienneté : + de 10 ans
 
Super bloggeur Env. 90 message Le Cannet (6)
Bonjour à tous,

En tant que professionnel en électrique je me permet de vous donner un petit conseil.

Dans les spots led, il y a de tout et n'importe quoi en grande surface, je vous conseille d'aller dans un magasin type "pro" (ex : Rexel; Sonepar) éviter Yess électrique (anciennement CEF)beaucoup plus cher, et de les acheter en marque Osram, Philips, Sylvania qui sont de bien meilleure qualité sur le flux lumineux les degrés Kelvin (vous aurez un choix sur le blanc chaud plus agréable, ou sur le blanc froid), ainsi que sur la durée de vie mini 50000h (ils estiment qu'au delà il y aura une baisse de flux mais leurs durée totale est de 100000h). Collinwood viens de sortir des spots COMPLET (spot + lampe led) garantie 7ans et il tourne au alentour de 60€.

Pour info, les anciens spots "halogène" standard avaient un angle de 38° et suffisaient largement.

SLTS

Gilles
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De : Le Cannet (6)
Ancienneté : + de 9 ans
 
Env. 40 message Meurthe Et Moselle
38° pour les halogènes ? Je pensais bien plus !
En revanche peut-être ne distribuaient ils pas la lumière de la même façons que les leds...
Curieusement pour un éclairage "global" on m'a beaucoup conseillé des spots plus ouvert (120°),sauf évidemment au dessus des tables, plan de travail, etc.

Car autant on trouve des 36° en Led (souvent SMD) de marque et dimmables également pour mon coin TV, alors qu'avec un angle plus ouvert c'est le désert dans les marques...

A essayer alors !

Je vais faire un test live chez mes parents qui ont 6 halogènes pour leur salle à manger en tant qu'eclairage principal, je vais remplacer par 6 leds et je vous ferai quelques photos ! Mais je n'y vais pas avant la mi-septembre !
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Dept : Meurthe Et Moselle
Ancienneté : + de 8 ans
 
Membre super utile Env. 10000 message Haut Rhin
Oui, tu as raison, il est difficile de comparer un éclairage par led à l'halogène sur la base de quelques chiffres. La lumière ne se diffuse pas de la même manière. 

36° c'est plutôt des leds de puissance, de marque cree.
En COB et smd on est plutôt à 120°

Ne surtout pas acheter de lampe avec des un grand nombre de petites leds ressemblant aux leds tels qu'on les connais depuis lontemps..  Un site qui se dit leader sur internet vend encore  ce genre de produit complètement dépassé (en précisant que c'est le meilleur modèle qu'ils ont testé en 4 ans.. Et bien ! )
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Super bloggeur Env. 90 message Le Cannet (6)
Oui oui 38° !!! on mettait du 60° pour avoir une diffusion moins agressive

Les leds diffusent presque aussi bien la lumière en prenant de la "marque" (on a une très légère différence de teinte, mais le même nombre de lux).

Pour info : Une ampoule led de qualité équivalente à l'halogène (en terme de flux) coûte 20€.



teamr a écrit:38° pour les halogènes ? Je pensais bien plus !
En revanche peut-être ne distribuaient ils pas la lumière de la même façons que les leds...
Curieusement pour un éclairage "global" on m'a beaucoup conseillé des spots plus ouvert (120°),sauf évidemment au dessus des tables, plan de travail, etc.

Car autant on trouve des 36° en Led (souvent SMD) de marque et dimmables également pour mon coin TV, alors qu'avec un angle plus ouvert c'est le désert dans les marques...

A essayer alors !

Je vais faire un test live chez mes parents qui ont 6 halogènes pour leur salle à manger en tant qu'eclairage principal, je vais remplacer par 6 leds et je vous ferai quelques photos ! Mais je n'y vais pas avant la mi-septembre !
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De : Le Cannet (6)
Ancienneté : + de 9 ans
 
Env. 40 message Meurthe Et Moselle
Un site à recommander Gilles06110 ?
Je n'ai pas encore eu le temps d'aller voir ceux proposer par Const101, trop de boulot aujourd'hui !
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Dept : Meurthe Et Moselle
Ancienneté : + de 8 ans
 
Membre super utile Env. 10000 message Haut Rhin
La diffusion n'est pas une question de marque.. Les lampes de marques sont le plus souvent en led de puissance avec des angles de diffusion moins large que les lampes à base de led cob et led smd. Je ne dirais pas qu'elles sont meilleures mais il y a une forte probabilité que les grandes marques soient plus ésigeante en terme de tri (important pour garantir une bone uniformté du rendu) et de fiabilité. Mais encore une fois les protuis à base de COB sharp ou smd Samsung sont aussi très bon en temre de rendu !  

Les philips à angle 40° IRC>40 t°=3000°K, irc>90 (rare et gage de lumière de qualité), 5.4W, équivalent 50W (378Lm), dimmable que j'ai achetées ce matin ne font que 11,55€ (de l'équivalent halogène on peut dire.. ) 

Dans un 1er temps je te conseillerais un lot de celle là ou en osram, il y a encore mieux (avec un angle un peu plus fermé, un rendement un peu moins bon, un prix plus elevé, mais un meilleur tri des leds) et de prendre des cob (ou smd) sur un des sites que je t'ai cité et de comparer. 

Pour le coin repas (et cuisine), les philips ou les osram seront les meilleures, mais au salon, ou tu as besoin d'une lumoière plus diffuse, pas forcement ! 
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Dept : Haut Rhin
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Membre super utile Env. 10000 message Haut Rhin
Voici ce que tu pourrais essayer : (tu veux que du dimmable je crois ?)

Pour le salon : En blanc chaud léger, à moins de vouloir quelque chose d'aussi chaud que l'halogène 
http://www.starled.fr/ampoules-led-gu10/1221-ampoule-ceram-l[...]olor-2001221000006.html
(elle sont un peut trop froide, quand même  4000°K pratiquement.. un peu beaucoup pour le salon, sinon, c'est 2600°K, bien chaud, mais pour un salon c'est peut-être mieux ! )


Pour le coin repas (3000°K c'est parfait je pense pour cela)
http://www.leds.de/en/LED-lamps/LED-lamps-GU10/Philips-MASTE[...]0W-930-GU10-DIM-40.html

Pour la cuisine (tu peux aller sur un peu plus froid 4000°K)
http://www.lumitronix.fr/Ampoules-spots-LED/Osram-Parathom-P[...]-2W-blanc-froid-36.html
(rendement moins bon, mais qualité de lumière au top). 

Pour d'autres endroit tu peux essayer :
http://www.starled.fr/ampoules-led-gu10/1220-amazing-led-gu1[...]atts-2001220000007.html
(pas dimmable mais très bon rendement et irc correct)

http://lyalight.com/ampoule-led-gu10-220v/72-spot-ampoule-led-gu10-5w.html
(existe en dimmable.. boutique sérieuse, le vendeur fait attention à ce qu'il vend)

http://www.starled.fr/ampoules-led-gu10/250-mono-led-high-co[...]gu10-2002500000007.html
ou http://www.starled.fr/ampoules-led-gu10/159-mono-leds-smd-45[...]gu10-2001590000003.html
Car c'est bien de tester du COB

Starled, je connais pas, j'ai jamais rien acheté chez eux pour le moment mais je trouve leurs fiches bien faites et leurs prix raisonnable.
ttp://www.starled.fr/ampoules-led-gu10/1221-ampoule-ceram-le[...]olor-2001221000006.html
Edité 2 fois, la dernière fois il y a +8 ans.
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Super bloggeur Env. 90 message Le Cannet (6)
Je ne dit pas que la diffusion est une question de marque, mais comme tu le dit les "marque" font un meilleur tri. (se qui implique généralement un prix un peu plus chez). les marque ne font pas QUE des leds de puissance (en fait c'est surtout une question d'optique de led). les Philips que const101 a prisent sont un bel exemple de qualité.

PS : quand je parle de "marque" je parle principalement de fabricant leader en terme de qualité sur le marché professionnel

TEAMR je n'ai pas de site en particulier à te conseiller, car le mieux c'est d'aller voir directement en magasin PRO ou tu aura une démo (CGED par exemple qui est la couverture nationale de Sonepar)
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De : Le Cannet (6)
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Membre super utile Env. 10000 message Haut Rhin
Je ne connais pas de produit à base de COB ou smd chez les grands constructeurs (osram, philips,..)

Quand je parle de tri, c'est en bout de chaine de production. Les leds peuvent avoir des température de couleurs différentes de celles attendues notamment.

Voir la mesure de l'élipse macadam : http://www.megamanlighting.com/fr/technologie/stabilite-de-la-couleur

Megaman par exemple ici se félicite de sélectionner des leds ayant une stabilité chromatique inférieure à 5. Pour la gamme pro de chez osram (dont celle que j'ai recommandé) ils descendent à 3 et sont donc encore bien plus exigeants au niveau du tri.
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Super bloggeur Env. 90 message Le Cannet (6)
En fait, pour comparer réellement il faut les courbes spectrale qui indique le nombre de lumen en fonction de la hauteur
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De : Le Cannet (6)
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Membre super utile Env. 10000 message Haut Rhin
Courbe spectrale, c'est fonction de la longueur d'onde (des couleurs donc) pas de la hauteur ... et sur le site sur lequel j'ai mis des liens il y a justement les courbes spectrale des lampes (je pendais à ça quand je disais que leurs fiches sont complètes). Il y a même celle d'une lampe halogène (qui ont par nature une courbe très différente.. )
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Super bloggeur Env. 90 message Le Cannet (6)
Oups désolé, pas courbe spectrale, ce que je voulais expliquer est en dessous

La loi du carré inverse :
Selon cette loi, la puissance de la lumière sera inversement proportionnelle au carré de la distance.
Par exemple si nous prenons une distance de 2, si nous calculons son carré, nous obtenons 4,
l’inverse sera donc 1/4 soit un quart de la puissance de départ, et non la moitié comme nous le
pensions au départ.
Si nous bougeons notre sujet à 3 mètres de la source
lumineuse (3×3 =9 donc 1/9) la puissance de la lumière
descendra à 1/9 eme de sa puissance de départ.
Dans notre exemple : 435 lumens au départ.
- 435 lumens à 1m de l'ampoule
- 435/4 lumens à 2m, soit, 108,75 lumens
- 435/9 lumens à 3m, soit, 48,33 lumens

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zkaOzWD2XWWcdmOMccNyA7JCeJGjIDU3ceC5iLmFkai4hA8b80tkpWeI488sli9LNvVq1eXPZmlwRizNDq6d7RJU03XcnUzV1RMDSrZVlRMgJhxHIRoqQ1SRH6W1tgi8cMf/nAhr9e+9rXp2c9+diFUBGnClM/qGS/1kQDPuIbEzBAW/O28+4Ug0AgIFnEiWQQbRBtE6RnpMRNaPFzGCJXLGql7h6VB3Mms3pNPPrmkx1Igz0CQKiWChesY5FtRUTF5VLKtqJgA4ToOskVyyA0JX3TRRekTn/hE2f8Yyb7iFa/Y8Zk795shbJOJRz7ykemUU04pzyExRwSHHJFhkHArsSJLy3hMfNp///1L3O7xDISrl4XsvLgvvfTSEvfRRx9diDgIGuFeccUV5X6TtA466KCSRvkQj3vlVVzO+7uiomJqUMm2omIcICEEhryQUhAQly1S+8AHPlA2sPiN3/iN9Du/8zvpqKOO2kGkrF5WJivyEY94RCHpsEbXrFlTrEr3idM7EK6NLrh4ES5i9bejvz3rviB98DyCdC6I0/OsWOTrWWTLrSxdyNasZe866aSTSvyeizT7HUehoqJialB7U0XFOGDlAQIKKxJMhLId4ze/+c1CZMZpkZeJR0iK5YnYjJeaqITwTKgKhGUaQLhh4SJVx/gdZN9EWKDOezaUAHGcfvrpJQ0IN54Thw/M+/yefBhjNmGK0uAe7xKH3+71mzu5oqJialDJtqJiHCCeAOJDmCYb+WA7ouWqfd7znleW2jTBZXvJJZeUrRO5bJFXWLXA4kSYzQBBjnFEnoiT5Rn3gOtNy9M1k6m4nb3n/ve/fxkvthzJeWHVqlXpBS94QSFcVrf1wDa8oBAEQrkA76yoqJgaVLKtqBgHYTFCWHu2YfzJT35SxmKf+cxnlh2buGNNkEJ27jFWa1aw7RONtSJDJOia+8ARuQlNsg2iBYQaoXke/B1xiTcsbxOfWLHeZ0mSpUGucUWbHCW9XM3y8b3vfS/ddNNN5TloWrNNRaOiomJyqGRbMe/BguNODcJrWpFBZv5GRCxC47Rf+9rX0ste9rKycYRNJViOxkjBPaxen7zjWjaOGlYoAoz7EB5CE0Yj051BxMUCDte0CVXGg5/85CcXVzLXNgKmLMiPdcBvfvObi2vb2uAf/OAH5bp0mtgVaH6ft6KiYnKoZFsx74FIEV6QHbJFPBBkhozNOP74xz9eLEIWKwvRd2Tda8wT/EZwZg97diyrdKoQrl7vaFrhyBaZcicbm5U/1q00IeX73e9+6SlPeUq5l2Lwla98pcTFCrfNI2tbHioqKqYGlWwr5jWCrJou07BsY/yS1crK+8Y3vlGW+Vii86IXvSg9/OEPL27jIGb3+4Yssj311FPL0hrxIsHRyDbePRmEBS7+sJ6BWxtZSqP9kY3dxgQtaTapy1IlS5LMTrZOmFscxBnf5a2oqJgaVLKtmNdozjAOIC3WH5JEiEjKGK1lPIjVhChWIUKDmPjERWsZEHczy9GSH3GMRrZB6JPFWBaz86xYS5FM0LLxBlcxlzLIh00vXve616UTTjihEPKnP/3psrdyLD1qjt9WVFRMDpVsK+Y1ws0LCJB1GmOogBAR0Yc+9KF07bXXlglRZvTGpCeEhJhNQrIdIuvQ7k2IFtmNRrSemwqihaY1C/KASMNqpgg86UlPSnfccUf6+c9/viMtnpNX7nAWLlLmbpZPa4DdN5oiUlFRsXuoZFsxr4F0EEsQbZMYESmSYtHa4N8yHu5jLlhWbNP1jKCsvfW8cVJk2owrCDaCa83rUwVxRl5A/uxcdfzxx5cZ0sjfV4EoAsjUWLRtJJ/1rGeVZ62/NX4L7qmoqJgaVLKtqNgOZBOWInfrrbfeWr5Pi2i5Ym3FaHax+8J1HPfbc9i6WsTGLYvEEFsryQbRei6enSya5CpulnbEHROiKADu4+aOGcfc4AjXxwp8bF5gFX/mM58phFvdyBUVU4dKthXzGkGA0CQ/E4S4hU2IYt0+/elPLy5k9yBRBGYMFNzHWjTeabcoG1YE+UGTaKcDTbKFSGP8RqA2tOAqtmQp1gQjZuOzFAfjt2ZXc4FTGtxnsldFRcXUoJJtxbwGUmLdISUhSMuGFG9961vL8cUvfnFxsyJYROU+MImIRWt2st2YzPxl+SJha10hrFjvEfx2birBnR1Lj1ohP9LNMhekzczkUBQoAJE2G2G8/vWvLx+39/3br371qyV/FIkAi71avBUVu45KthXzGjHBCRAJK9FEqC9/+ctlDPapT31q2WvYhKfmGC0gac+yAm3biMw8z7J1nA0IxQBM6rKDlJnJJnQh2iB+eZE/S5YoFlzLn/rUp4oLPSxy7ufYrxk8U1FRsXOoZFsxr4FgATkiHmO1n/3sZ4ulysUa+x6zYuO+APcs0vLR+NNOO618HD7Wp7o2m2CtsJ2uWN/W1RqPlsZIJwJFzJQK7nK7TF133XXpYx/7WDlClBGwmJtEXlFRMT5qb6mY12CFIlwBeVx44YVlvam1tYjWGKzxTkBYzXHXWFfLBcuqtWNTkNFssWyb5Civ0mns1n7IxqLDJSzvgnwfccQR6QlPeELZbtIGHcrDxxcoH/KvHMIlXlFRsXOovaVi3oN1h0RYfB/84AfTbbfdVmbmsvBYtIgFEFb8RrS+7GPtqm/ZxhgtQgIu2Rj/nWkg1CBGR3smSzsibSoPrkkzK9fs5Ze+9KWFnM3IZuEa56VEVJKtqNh11F5TMe+BPBDsueeemy644IKy0cNLXvKSst1ijE+C8dkgGmRlj2Tk++hHP3rHMhqWJOvQvbPFuoUYbzbuikjtnezj9wiUpQrSbitHoDRwi9vAQ75MmDI2zW0ecfmEX0VFxc6hkm3FvAarFnF+/vOfLx+Dt3EFiw7RIJ9ww0IQLTJFziZSGc9l1SLlIKE4zhYgfkoBq9XMafkwdutvy3xinLmpHLjGfc5qR7j+9hGGn/70pzvGucVVUVGxc6hkWzGvgURMADIhCun6ZN7jH//4Qk7IpDnRCRm5H9n6MIFP6SEtfwe4ZWN282xA04UsbfLEmn3Uox5VyLRJnpFXeRQoDfvss09RPmzUwep3v+VQlgTF3tAVFRUTo5JtxV6N2HgfeXCBBlhzyMfynn/5l38pBGJTfmO1lrcICDfGNMWDfBAVkjVpyAQqVm1MHIp74/dssHBZ3PIeS3sAgcqPPZGtof3hD39YXMKI2N/yHbtMIWSzmF/+8peXjyu8613vKhZuM2/NJUCxfhfq93ArKu5BJduKvRrGIJENAlm5cmU5h0gQBEv2ve99byEYa2m5hBFLWGxNwhSP+xytwfVpOrOP5xJCGQD5olCYbc2yR4ysYBPCTP5Csix5z9jy0Tgvq//www8vY7eWRxnrZRU3yZbiERYyUq+oqBhBJduKvR7Nb7MiWkTjGOtpkbCZx1zCyBQxB7hgg0yQkQ/IX3bZZWUdKmKeCwg3chOI1iQpu0YpH58QDJKMHaMoKcas3Ws5ULjYb7755nT22WeXZxCu8ozxXmXnmXBNV1RUjKCSbcVeDUSJVOJ3uIhNDHrf+95X3MCPfexj0+Me97hyH9IIco0JUsgkrGMTqYxf2o1prlhukY+mZSsv3MZ2ivLxBOOxvlyEaA8++OByT/N+pOreZzzjGWW816YYlkmxiJE5og6lpkm+FRUVI6hkW7FXAwmYsIRA/UYyxig/+tGPFjcyi9Y4rWU+4D5kEUBSwFLzoQEzkM8444xC2HMJkY8mnEO4XOjyrVxiGRAgzCBNRwoHd7K9ouOjBj7J96tf/aqMDTfLRDlXwq2ouAeVbCv2aiATCGJBlu94xzvS97///bJDEuL08QBADqORKIuN2xkZWRrkyzjczU3Lb7aD9Tka4VJEWKzc4j/60Y8K2YY7Wf5iprVxbM8rH+RsSZAxa0rLt7/97TLOG2XnOQrLaO7rior5itobKvZqIAgWGSKNjSt8RB3BstC4hIOQm1Zd/EYcnrUBBEvYh9a5mz0zF8i2mUZl4e8IgGxZpQjURCj59MlA49Py2NzUI/J8wAEHFEXFbGyuZxPGvvnNb5ZnIFzuFRUV96CSbcVeDy5g5PmLX/yiEAMrzZdtLGWJGcosuCALLtWY4BMzkC+66KIy09bXfVhwCHguWG5Nsg1IO0IUELBgDJqLmMXvvKVBzrNQ/W4dx1Z2T3nKU9Lxxx9fJoxxJ/t0H4QbPizkioqKSrYVexmQAtJEKGACD4vNBwb+7u/+rlhi8dk8E4GCEBBwWGPIIpb/IFSfmeMm5WpFzuKPSUFBPmOFmUarQiBN8imPjjGpiYXLRW7Jz/nnn1+s93AhUzaCQJG3/HOrI9o3vvGNZVa2Lx+ZPMYqdk0QZ9Ml7TlEHmhuBlJRsbejkm3FnAeBjjQIdKTA9RkWHYHvizXcnIjX91yN0/puq+eaa2pj1nITdkqyYf8xxxxTxmoRRridg4DmMuLDCQjVR+PNzrYxhY8yhNs4yhKQtfJVbo62tVSeXMsI9ytf+cqOskS4ocDEc/G3e/aG8quo2FlUsq2Y82AtNQmhSRDcwXY8YnWxZFm11tM2xyLD+mIFes7fiMARUVtbi1SsNQ13Kst5NliuU4HIP6uWUgG2ZZRXZSuvzfKFsJBtcmEnKhOmbI7xiU98onwJKe6B1me59MVLEaqomC+oZFsxp8GiZYGxzAh3xBEuZERrhu2XvvSlMu749Kc/PT3pSU/aYZmGsG8Sp+ed97eZy8Z5EdCRRx5ZrjdJem8BCxTkmfVuXNpkMGOwyiZc0cg3yhaCRD1jDPwhD3lIIdwPfOADxRvA+g13exB6IMq7omK+oJJtxZxGWJqAXBEAiwuBmNT0nve8p7h+TeYRrKcN0ojxw9EsLM/7MLx9kG3kEBtesHhZZq1joXMZkX/lwR3MiqdUWOqEJBFjkGNz3NW5IFzPvOpVrypueq5kS4Jin+RQXgImmIU7uaJivqCSbcWcRuzihAhNuIm1nldeeWX56LnZtY94xCPSq1/96uLyRJQIE1mGOzOIE7HEOKItCQVrUFluyCG2MWx1i851xFh1KC7KiTXPSrVcKiYyRbk1gUSRqvN24qKY2F/ZjlQ+OG9iGUS5NtFUlCoq9nZUsq3YK4AozTpGnty/vk2LaC1R4To+7bTTfk3gcyeHhYWs/UYad9xxR7riiisKkRiLBPfG86y+VrfoXEUoDvJPUfE3S9SeyRQZ7mA7RAVayRaUi7LyvA/pcymri0996lPpe9/7XnFJB7wnEBZyRcV8QCXbijkNpMe1iQAJe2OzrCpjtatXr04vetGLimszyNQ9LCpjvU3XZtM17HN7N910UyGMBz3oQcW6AzN3gyDcvzcgLE9lqDyUpzza7INFb1Yysm3mV1kiZUf3KqfwKJiEZvtLm4YY87Vs6sYbbyz3C94TqK7kivmESrYVsx6EOhJotYqC+BAtArXG0+xh35o1m/Y3f/M303Oe85wd+x4HWGJcp+KMyUEh+JG15T5m1L7whS8s5w455JByhLgPwewNCAUixm2RpolNysGsbX8r0yBJ4+Lu9QzlJBQUZYm4TVRj3SLcBz/4wWXHLnsoc8k36ww8EyQ8Vqio2FtQybZiViOsqHDxBvwtBEkQ9KxRn80j2Al8y3xcR66t7k9WnMA9jEjch3iNy3Kdcj3PNzTJTZkhWt+75SFgnbJukalyCpd6jLsqv5jlDTa8UIaI+wc/+EHZKIM3ofm921jjXFExH1DJtmJWg2BGiq1k2YQJPOvWrSsuS2RrrPElL3lJWYpCoCON0cg2CDyuIV3faBWXjRpG2+Rib8RoZavM5N8WjkjUxwZiQll4GJCzcgyE1Q+WSlF27KFM+bH+1uzuQHgUKirmCyrZVsxqNC1aVhRiDaEfwd/cvqwnBPDc5z63fOTc/WNZtoAo4h67S5kYxQozTmtGbeyutLdDOQhNy1a5I1kbXZgspXyN3Zp5rFwQrmfCwg04z9WMrLnfX//616cHPOABZWMQ7n3xKG9EHkuDKirmAyrZVsxqNEmSlUuYI4IgYYKdxfThD3+4TMix9ATZcnc2J+MEmoQCYaUhbZaxeLmg59u+vU0LNRAkjGxt5fiNb3yjlLmyai1b50YDd/ILXvCCMhucdeyD/SagwWjvrKjYW1HJtmJWo0mOBL3JUAgRWKUsps985jNlmY9ZxyY12RgfWbJOW9Eq4Flm3uF+pG1NLmuu1WLb26FsxyI/36194hOfWCadUW6QpXoIRcUxfounuUxKHT3ykY9Mz3/+84sCZLLUF77wheKNGK1+Kir2VnT834ztvysqZh1YTEGuEEKcZUXof/KTnywb4CPYN7zhDemhD33ovSzfJlmPRibOmfzDvWkc0RgjUpgv47XKJ8rFcbTyUpaI8aqrripki3x9sCCuK2cB4To2oZ7M3PYJP54JM5u5o8UXm4WMh3hHRcVcR7VsK+YMmoLX+KodjkyIMoPYelruY2BNEeI+p4eskUCTRAJxzvNcyNzHxhNbCWNvxmjloryUmxDKjaNxcPtMI0ozi5VTuI/Vjd9N97LfMePY+lvbZdrW0YYhtnSM799WVMwHVMt2hjGasGsCccQ9u6Plc9c1rYfWvycT956AtBLahD3hzt0rzZdcckn6x3/8j3TrbXenF7zwZekZz3he2m/f5amr0767nUluFi9cnLZt7E8LFnSltuF8hqfTShXHHAY296aO4fZ07ic+lRZ3LUqPfcSj06GHH546rExpy4TrPsUzVoDhfJMy3J0glZMq9u0ZGTVxE4dhunau9+ZZf7flco4wnP/e1tuTuhZ0pwMzYf7qttvSRT/5cXr4Ix+Zhnv7Unf3wvLgUP492D+QFmRyHc6k2z/Ylxbka+quvSvXR67HAw48MC1cuk/6yc8uTZdcdlXqzHk/4ojDyzeCtb8InlHPzaVEFRVzHdWyneUYbzbtREQNrVadWaKBsErAPRFmE6Tf+CBIL2HM5XveeecV9+9Tn/a0dPrpD02HHXoonsjllG9sZGHJivwsPgr054u9Iyc6Myn/+KKL8q+2dNRRR6WV++1XzhfMrmKYUSxcsDArMV2lLrh+h4aGyy5dCxdmq3Vgu2Wb/0UbRaxRflF3/dvvO+2+pxUvxLHHHJu+8PkvlO8Mq0dQv9ofkmU9UzQrKvYWVLKdY2iS4c5YowQXITma4GI1hjXRhPsjzDQiDawdv+1s9LnPfa4s8znk0MXp+c//jfSwhx+Tli7tya15Wxpq35qG27fk3/nvjt4StgysG/nd2Zd62zelnhxSV3/aNLA2feuHX03dy9vSSfc/Ni1c2VXuGezKz3b1bY8jm7ljBb0HwexumJRVO3nsjD4xMHSPQjaUrfj7nnbfMmZridSWnlyeqifnYygrhMOd2/PUlttODtm+zXpOX7aO+zIB9+RLvemQg5amF77wrHTGmQ9Mt99xa9k/GXEbz9Uem+tvYyvJioq9Abl3VMxmIEmBMIqlL7uKVjIVX6sFG6TbGmYarHouxXAtmnVsCYpJNy97+cvKDGSTdQLF+m2/d7r7+nwWbkTZ6OhoTwsXL05DuQyM+dodyXgii60gl0tH18iuVLPNyp8pDETZtXekQw4+JJ18yilp67at6eeX/Pyecu28d3vxm6N6cDhbq7nNdraNjP329Pemg1cdnJ541lnl+8I+GmGCmz2YwXPaOYRVXFGxN6CO2c5y0Pa55yLsKgkiVvc3x2mDwCO+VsQ7duU90wkKhvT7uMB//ud/lm/MvvjFL07Ped4Ts5W1KJOjGbUDWbBn66ltMHWUZLPI2Fb92dIdTp1d2fJiy+WLQ/l4852/St/49rfTomVL0gNPf3A68KCDXU19w8qrvfwe3k7a5feooWOUczsfJl+6YqAv716QhonQnsti3foNafGiRam9gxLSlpYvW57uuOPOdMkV16YT73P/tHjpglLaA7k8RD2U78kqTy7qjjJ2O5TLtCufb8t3bO1ZlxZ1t2UFaUk6YL+D0zXXXFeUHh6L4447riy7ouRomzE5q6Jib4BeVzEH0EqACAhhTgT3EVxNGLflXg4Ld7ZbcISu2cdmHvuguQ3uY+OKxQsz2ZrMlKmjPQv3sKCAVSX/i7sXZUGPAFBCW9rau7VYUrfe+qv0gPs/IB1++BHlfufbW6ziinsszI5czP39femA/fdL97nPfcun88woXrdhZAZyUzeL3ws6R56l4MCKJStKXSzo7E4nnnRiWRetLX7xi18s62/t5FVJtmJvRLVsZznMHoZWwkSQYfGNh7hOMHLZGQcz+zMgfvEIQbqzxaIF7mPpttWfyTSsn5e//OWFcDuHF2WLlfBenANCXZwTb33swpyXBWl4qDu1tS/K51hendnC8t3VBemqa69PP734F2nx4v3Sox51Rtpv5f5pYKgzl0V7WpCJOdvBqae3PXV0suRYr2OFe1uquxpmWtNVyxMFaVzY3VWOzeDcnWs2pFtvvyPtm8tv5X77ps7t86KEocFcfkVx6chWba6PAUodwtYe21NvJu0FXUvTwQcfWpYRWcPrq03W43Lrz7clWBV7P2prnuUggKwXtRa0ackSRDsrjHwyjkVoBq/xsdguz/gmshWMk4nfuZgVOhtACeA+/uAHP1hcjS972cvKjkTSvHDHZ+5yWofunV4KQ1E0yPuMLWXizcgfd2TFw8cGTjrxxPLRAujvH9xOBCNkYUyyIpW2B6GUsTopQMbJ1cO1111X3Pp9I8OsO2BFFGzZ3FOOI2PvI2XKnT+U2xiL1v7JT3va08r+ydzJdpi65ppryuYZFRV7E6plO8NAooQOciDQEB3BZJP2Sy+9NP3d3/1dWeriCzaWQ7iPIHIP4YdwPddq4TbPecbm8VyxCMtkIBOMuOxMOELCPqXW/EKOZxCweFgZwALx2zUWsvgna30gvdj4wGSl+E6sWanefdlllyVNVFre9KY3lXIg6MvSEJOOhzOBDuU0DOcw6Hd+WMiMuXVTypZqLq+tA2n54oWps609XZnj+262kFeuWJYe+dCHpQNW7pfjSKk756O7I1tj+dGO/PeShd3lt9yNGdoG81HI9bAbISX7LwvcsGOEoXx92O9MPm0t18qzCCzimfowspHWtlzXfbneEeC2bKluS8P9G9KKfbuyIndjWrv6prRsSWc6dNVBucza07ZNvWmxtbU5i4sW5CPtJdfPgu7FuVp8C7crKzaLc/vNZZjL3exm3hZbb1IGua2Rr37huj7iqL0127U+4p6KirmAtmzB6AoVMwxWJfJEdkjwy1/+ciFBY4tHH310+vu///tCkohJlRE6V155ZRFMt956axFYxjCRMOGExGwCz3Kz9aBt8lgpCNOm8jaGN972Z3/2Z2X7PIR2+OGHF1IDpCo9xxxzTLGM/S2NSFsaka14phreKW/iZzH9y7/8S7rooouK8P1f/+t/pVNPPXUHOeOb4Wzsl2HazLP9mQt68jkE0WGokCGbQ2+ftbqZ3rK5ZZnJBT/4XjrqyCPTM5/5nCy4uZtH3OiDQlZ2WF3+HtI1xuse7Vz8SHP30JlJ1HSt8TAw8OsfWJe2kWQNFCtxd6F4hhpLe0aDCVLlxgzv1T56e3lDetPW/OgFuW5EcfzxJ6fTH/zwdNCBh5Xb27dnK1dlLtORZztyPamHMsTeAm3Mki4eDPX/0pe+tHzAYMWKFaXdhRImHpb1jjZQUTFHUMl2FkAVEDAxEQWJ+oqNcUqC5aSTTkr/+q//WsiWJo8QjHG5h0sYEbL0WK0Il2DifnaubCCQn3vPe95TSAu4/5785CeXcyal2FTgD//wD4tQ8wF2lqNt9RA1K8KayniPLfdMThL3VIESEO+SX/A+azDNPj799NPLOK2lItKwA1kvWHdXygI5C3d7dWwnhREW2Zb6tq1L3Su6Uv/G1WntuttymdySfvGLH2cl45p0wAEr0/3ud3q+t2MHgYULHQH52+YN4671bN+cn594ktpYaN+xndXY8H7puyeMpMtvs60pELuL9hLX+GTrOk9GFK6/tROhN2s6GzdvTEuX7JfrYFU68YQHpoedfkZatu9ROWndaaCvM3Uu2Dc/1WDX7XXU0zOctvWsL/U+Ev8I4b73ve9N73rXu9IRRxyRfv/3f79soRk7TAV4dvxdlwZVzCVUsp1lYDkg0gsvvLCQ7te//vViob71rW8tm+2zXOF73/te+pM/+ZPiGrYMBgl/5CMfKRNMfGEFgXIRG+NkHRsPMzaGRMRtw36W6Qc+8IFiQb7uda8rX3Xx5RtkfNZZZxWB/o53vKN8Yu3EE09MF198cXme1eGj4oRdpGcy4DImPBGp+JSBL/lwoSN130SVdtY7EPSUk8Vd2YTFNVkO92ZO5F3sZPCQy/1bsnV/WybyX2UF4up0/Q1XpA0bVo+4ZNsQzEAmqu58j2+qjszyNhPZ0dKfkWPKgr6xq1Qr9gDZUpyko5mukRnT+e9sPoZysjtAthPNvlbOXLidnT7uMLKTWTwzkN+/aMniTJgHprvv2pjvXZAe+IBHpWOOPi11de6T2hFtX66UrNAU9wPObb5u+2/tLIZPeGC0dXMMKHx/9Ed/lJWi+5V8r127dgfxSldzN7SKitmOSrYzDMTBoiNAAJmx9Gj53MG/8zu/U0iWO9WRgHGv8VwE6Ter15El4J6/+Iu/KATLQkDUviPK/RokfO6555ZZvX/wB39QAoH+p3/6p2W8DKFajvHwhz+8EPrb3va29JjHPKa4cW1Cb/LKq171qvSc5zynkPW9LM3dgPwS4Ag2xuVsUv/ud7+7jFX/7u/+biF36y9tahH5J2wXLkT0yIrrWzDOuCWtX31duvGGS9Idt2eSve7i/Nydqa93dVq2tD1b+QenI484KHW0D6Z1G3vTshX7bieQkXcT+I5xrrmj0a+hzTt337IcKoOZ42PhIrOs86tynst+xfnY7ncOBkVjU4ndQfuwSWFN9vt1IMF7yia+pjRSPm3tI+uau5asSlf/4vqsrN2YFi08LB1wwMlZMTohHX7EaWn5/ifkdC7LMWXFaLgz9eXktmXy7eq891irclb26tdHISh5lL/nPe956Td/8zeLd4fnRlv1bv1G2qp1WzFXUMl2FgDhBOkKYNz25ptvTr/9279dLDqEakxVdRmvQnqvfvWri7D5x3/8x0I+CJPLGEH/+Mc/Tp/4xCey4DugELNZn+LxLq5m7jvjtgjZ38ZurXUk4N74xjeWpTXc1NzMiBBpE3aE4Stf+cpi+RpPmywIzMgzUBIoC9LhQ/CveMUrihsZjDcbMwblxaju7dlaiHM4W6zr1t6Srr7q4nTF5T9Kd6/+ZRoaXJeJdUVadcDCtP9+XSkbYWnF8s5cJisyQbCKFqRNGzYV4moN4DiuMEe2O0GYY2E4PzvR0yNjtiPWXwm5/mIsOduDWdnZfc9CBzd0Lv/x0PRchKiI8klt29KGjazNw9OmjUPp2mvWpNtv680WaEf+e0FO377pwQ95YtrvgCPTIYedmBYv4yWgnLVni3ygWOXaU0xyokxp2+r54x//ePrYxz5W5hMYq3/JS15SvDaBUNIqKuYKKtnOEiAdBBLCnVX7i1/8Iv2f//N/igAydmmz/CAcpPSa17ymEOhf//VfF8vgb/7mb9Ipp5xSXMesUpOsjjzyyLKPMHfsH//xH5frXHUsBJOfkDhLGqm7n4uZcHvSk55UiNZ1z3DlSodn/c21NxWTVDQ/ghMoF9zahCxLhtVtlnRsx+i+IGYzUQc7rs/Wakf65fWXp0suuTBbsT9L69fenEm1Nx1/7H7pxONXpoNWdaUD989KzBLvWJdNqDvzS3tSwrVdiDsENgJzKP+N/M4YzErMmMiW2j3P7zoG29qzdTu+ZblwoenA2xNjjBXJbg85htRhcetuos3ssgnGbFPZNSqXnfepJ8eSnPxf26asDWTLv2NlLsvD87mDUu/6gfSrW4bSjTf353rZnG69fTAtW35EOuzI+6aTTnlgOu6E+6Wli1bkGM1bXpIVuaF7eUcoduFOtgyIhUvRY+FSviiJI4rW7isZFRUzgaoazjBiPeGIe+6e74P6jXhNkIlJMhCCydEsY9aB+1gIBJX7kKC/xYVUuXztIcwyRcJm5DrvWe+34UUswUHk4kbihByCd87EKcLvJz/5SUmbexHeZCG9LBpKhPW0CN64HJe3ceKmNdO0+qWXq/39H3p/IecLf3RhWpTL48lPeUqxvE3kOvXU+2ThvKLMMh7YtD4N5vwPDyLdTHCZRAfyOxM3bAm53BGPCUcjRV3Q0d01Tuge5dzOh678fHc+jhd6e7elvt6e1N/XW/YoVl7cyMoC4QzkOt/dMJTDCHmOE4a2l41y8zflwFZS2qFNPxYenrZu2pi2rrk5N+a7i0J0+BFHpEc96lFl+OGMx5+R9tl3n/Szi39W5hR86MMfSj+48Afptrtuz3W+qbQ1imUoXMByPuGEE9IZZ5yRHvGIRxQvjpnKNjeBSrQVcxF1ne0Mg+AgQAkbvxGZv5EgwjSD+EEPelAZc2XhhaAxMYr2b7cdE0kQrgkkIajca93ib/zGbxQLFrkaC7Pcx/gry/Ggg7IlkglXXMZy3cOlzHL1PnEKhKEZye4VH/czS3ln1jiyQpruPnH4Wzo3pVvSurabM/EMpXO+8+n0T//5r6ktk/gzX/CC9LBHnZGOOPqowosDaXPq678rbem7Pt215sfpsqs+l7753XemH5z/f9NBS3+UTjnm5nTmoxakRz24Ox196Ia0bOFtqbv9ttTRtjZ1d/ZkbrDXbldqa8+WbMe+WZPJBN5+YLatssU8uHwSIcc3uGS3Q9vg4tQ2MH7oHF6aOoShJak9P9NenllUQupfnM8v2+3QlsNIHhzHCEM5n+4rYftv5weWpr7hY9K2wQPT8IIjczgo9bV3p+GFQ2mwe0Ma6ro1Ld9/XQ63pRNOGkjHHd+TLenL03VXfTZdeemn0qa7f5j6e9pyGgZyfWWlY2Euk4GO1NHbkXrW52rvbUsHHnBA2mfhg9Odv9qcn7sl12dnOvzwg1JXbnZ9g+tTd9fi3FdG3P7amaGUJhFT4ppW8+5AXxwP4VLXfwV/x7lATABs9gNwXrqbadTX9DnQVyarWESaRoNr8te87hwlPfJBgYf4eyw0nwmIC8Z7biyIL+SicnOkkEfZ7CzEE+Xemtc9jepGngXQIDQmHSsaA7LVGVmPfh966KGlobHqYn2ryUzcapZJsHSstxWP6zoJAmUZIkZx+ZtAMvZrDNczOrSJSEjWGKyZyaxZlq2OL22xixVy9azJSrCzM0IJFPE0O4p03t3+y/yrL1190w3pPe/6YPrS576V7n/fh6c3/fab02Mz2XbnovDerkyY69bclH78029my/obaVvPmnTyKUemxzxgXVrYcXdavmJ5Tu8+2bLNBGQMlYWqf3W2pWGLb4upquOzzMKCyh2v7Do1n5v/9jIZD+PIpp6suAy25fovs7vFlUMp3/xQJsE03J16ttnAY2muliWpr6crrV3Tm2656a504w23p1t/dXg67ND7pX33OTQddeTJ6fhjH5CWr8xEvr26BnuzbpSJ9cMf/HZ629v/Ka3fdGt65WtekN70B7+Vli3tyreZPDY2GWl3kyWricTjaMKb10X75nmKoRbx6C/OE/76TTzrvP6qf4X3BmJCGMS945GFd0SIvyP/cS7QfLd7gpCUGUiHe/TbJlrjpyjEOfdHvHFOPI6BOB+I/IYMdE0cIQujvOKeuJ9MVF7NuEaDcg0Z5Rnx+duRTCQ/9xQq2c4wFH80tGajh9HILJY/QAgTRw0zGmJ0ao1Rg9Lpm/BOz7hPZ46GCxqnNIgL0cV46WjYWWGG0OXRO+7VqQc6s4LQl/7t3/4lfeUrX0r3u++J6fWve0V6/BMfngZ7VqdLL/1W6u2/LV151bfTNdd+L3V2bUqn3He/TLSHpWXL21P7wF3piMNWpXaThOQ9v2Owr7esPTVzto3F0N+nlZd35pxvD4GdIJu9GcNjC+57MHb52A2qzU4VKQvkQrKODeE8nMs/k/FwX74vE2Pq3jf/vTT13L0pXXftTenKG1O67c7NaXCgKwvt5WnVAcel4455QDrmmPunfVcdnyNYnNbftSkNDrWn8z7/xfTO//7vtGjp4vSWt/x+etKTzsqW62DaZ8XK0p6b/Ubbbwr+yWAi8egdLC73UVhbEWvfx4N+qL8JQQL6VfTJXUUzzc0yiPPNc/qh9+5MWUlboHn/RO9ohXvivtZ6E5yL8yG/3N+Mk0zZGSt3NBk6U6hu5BlGa6Nt/h2dT4eNhkVTRlwaY7jJ3Odv92qUOmqQoKP7IeKOo2ueicbot3PR0DVyjb3ZGXXO6KBx33iITiGdGr74wPPDWYh+9jNfSR/5yIfLrkKvf92r0ukPeWD65bWXp+997+vpF5demC677KI0MLghHXPcQenhj7hvesjpp6ajjzo0W0OL0/Kl0qDT5rQNDKaBTKy+SmPjB2lrN7aY8zS2dXaPUJqfGLNg7oE6VvejBEt4SsXlP0tZxrH8EPK19myh2HFksCP1be1PPRu3pfa2rnTIIUekk+/76NS9YFmuywNy3Zkgd2e64nLLtm5L2zb3p8783KpVh6bFy/dJ3V0L0rXXXpOuvvba1J9vPnDVqnT4YUfldtW9Q7nUpiD6R7MvTRe8Q//xvugbEaQjFF3pC7ew9FJk3eN5/aPZl1z39+66wMUZIRDkFmhea70v7h3teeeibAV5jN8gn81zre9tBeU+6s39zXpzTdn4O8rTvY6u7Uz5uE+aQDx+C83y3lOolu0swWgNHDSsWBJRCCrfpzMG+WqEQaw6s+eDPN0bDSwa7ngICzcaZMQbiHc33zERuKJjtylE61l5IWxuvPgn6a1///fpxpuuSA944EnpSU9+WFq/8cb0yxsuTPsfMJyOOXZpWr5vbzru+H3TwcfZ0GJbGt52Y7Yk1qSly7K1tPCoNDywbUeZ5SSP5Dn/a2dxKa9MwvdYcI73lO9wtsIsv5m3YHk2ymM0hCAcFYN9udDDmqXUcEH6W5kScFmgDeTfmVDLOlu3bepPw4NZoDq3dMRD09c/nNau3ZxuumlNuv76O9Ndq20HuTgLxP3Tqac+Oh155APSgQeelH7xixvTf73jw+knF12anvXMF5alboY09BHtdXfJaTxEvxwL2nS4eiG8ONp4tEtwTl8dqw9Kv74V1qy/vXssUoh0TUQa+rR71GPcK+4oM+8TVwRo/t2UAXFdviJv4vFb3K430y3IMzSfiXT4W57Vm2fE1axDE0ObZRvySZx+k0ET1Xm8sykn/ZbOnZVhU4VKtrMMzeqIhgIah79d91vn8bffGqzzGp5ziNUxOrbr8YyGrlG7P35HAw5Cjt/Nhj4axNFM42gIRcG94o3OYWes897/P+lbXzk/nXDi4ek+9z02Ld8n57F9Qzr2uBXp5FP3z4S6NR16yv5Zgt2S+nt+ld+1MXUuziZQZ+7A/ZvStp7ubBktLWkYSYfyGUnXyJaGJs3mDjUcaRy5J1DJdmKyDcE4GtqQrZnc45Fte35HtmrTUD52ZMLtzG1qKP/dO5S2DWalbcnS3D4Jbe15WbZaF6Q77+xJ11xzV7rxxo3pV7/iUl2VHvzgJ6STTjo9ffVrP0r/9fb3pgXdy8veyZapcdOOphRo8+Olf2egLY0H/cekQ94ny+ysa9fmb7jhhvJhDXMfWLf2N5dG95qHQfAjavMkTGiUztga1NwLZGI2fpDvbMRUlG9AOZNTTZlljTWl3GRNZejcrhKksrb1KyXIhj/TsZ/7zqKS7SyD6ogqQSA6c2hkzcat8cBE1up4aL5rrE7DMiUkkGSQOcSzO9PZguxDcFgjbMOMb5z/j+m4Y1J66EM70mGHH5AWLBzMxHtoOvHUoz2V+rbenbZuWZ8WLliYFnZ7Ngvsgfz+4SxY7UC0sCv1btmUz4+QbNnOMAv4/KqRkOX+okVZwPsiUCGVfCzEO5IH2w0O75gwNQ8xnMuwlM3YUG9joXtoIAsQ13NAuIV0ka9zfmd+XbQwDfX05fY6kEu/K9fx0lyNuc0OURT7Uk9vTw69aSC/Z9GSFWnZ8pU5tsVp7fredPca3pUD0jnnfDf97Ge3pkMPOS2tXHlCuv66O9NVl9+ctvasT3/1V39VthMlSIGSGAod5a7VO7OriP4xFpTPP//zP5fJik94whPKNqa2PLXEDgFbKYCEn/WsZ5W02ZHNl6ykVx+O3dpigxhL62zoQUH1lSvkHWmIPhcB5DH6ZCidzb+bsoMsgVC6Qd9sKt/kSTzvPMVBHEhurL4uDkG80g2epTBQ2CO90tA8Ct4X8frbu42BW+9viaKVEpby2dgmngvFyjv9PR582MKqDWX/sIc9rOy1zRvinfIVed0TqGO2MwyNQIVHpTtGoxOaDVzn1eid11AE2nEIF427KWzc71x0IJ27eR3EH4027nHO7+gs3qmBOwfN9O0M4p3itabXWlpbQ27ZcEN67WuOS2ec+dhsudw/nXjSMemAVSvS6jt/lTasuz3ts/+BmaA7UofNHwazMDBGSFB3dKbhvsFsCWwsM5CRrLiFzk7rV40RW8PandMqBdLZGsj7fHE+W7ZlJu9IWYwFdUfIjRbaslU70jozuZaCJsz93k7AKQvUTAYdCxalrmXLU2euu4Ge3rRl46bUuy231YHc9ttHPDALFy4qS3k35GsbNm5LQ1mhWrR4ZVq/oTeddt+HpQc98NE5LV3pskt/mW65+Y78is5M3CP7aFvChtC0S/0h+siutNHdBQ/N+9///rIG2JI5/cSe5MgGwVpbrB+xzvTHT33qU+WaD2v4oEesAgilWf/wARIbvFAipB/5eHa0wPKjELPgHJvBOWXheTOkTa50HoEiaXXIenTNvSxraSUD/PYcq9DvpowAz8qHOKVBcJ/68HysgwfnI73eE+vkHb1DXNF/PW9P+E9+8pPloxSuW2tte1nvFof0i1tZ+R1xjxYoQfaF9y4Kjv0GzEBuyrM9hWrZVkwpdEodRicPUnfOkiKuoNtuu618LtD64Wc9tzM99WkPyEJ4OBOkceCstXYOZvE/mIVttpCG2otQbRvK2nIObUNLsjzPltEwy2hhvvf21GF/3vaO3KG3psMOPSx3wrXpmKOPS2t15nUbM0EjFJSQO1axakN5acuWbX5f16+7H1sxMDBYiGEwCyiwIb+86bCbNm0s52YrwrIZFUMLsqAbmcUuKKLBnNdibVLc+vrTlq1jf/VoKC3I5WKslKDMzw7lMsrWand3R1q+wprtpemIIw9PXTkNq7NwvOvOu3LbGMiCb0PqyWR70NL9Uu/Wnvxe7vws/B3bc93nhNhZS/ydXcuzQO3Kz9mEZWEmoQ3pphtX53axKCtmlnwtL0TmO8cIF5qkMJF4m0jgKofwyDQtZW2cELd7myV1hL+NWHwUxAx+pGYHuH/4h38olqt9zJHI+973vrLuHdHG7mjKXjr1GZbtn//5nxcLkdXLunPd89qcvkMBtp2qvcqlTZoQnFUK5kdIFwJ73OMeVz4qghTdy1r0PhY4i1t6bBYiPoRvXT53t21gKS32KJcez1AGnvrUp5agzJSFJYG2VUWKrksnYnzmM59Ztn61I92rXvWqsk+Adfo+LiLdnqdsW6+PBG26w3JFgpQWu+V5L0K2j4AvkvlKGcgn9/z/+3//r9xrmaI4kL78UlI8J3+2lFWOlBfPPPvZz05nnnlmKRskPdEw2VSjkm3FpKDh6jxjCS2aqR2odF4fRNDcdNJvfvOb6ZbbPpqy0ZOFRQ7dI5sSkfkmtFoCO8wzmf8sXskcYmgQ0XKBdnSsL3NfcxJyvCmdfNIBWZAdmwXHvumaq6/NWvmtmXB9nGA7drT0EmtxI2euGBdIJMvV3MlTyvyQFQeENPI+IcvHWY1xe/f2PJTSyPlUhds/KFTO+W+87xSoDmWj7tSbeshyvWwstSTrREuWdKYTTjy+CPy12fI5//yvZGXLRg6snZTyLWlRrns6UAk5DZn7S5BsVdO7vey7upamBd0Hpq3butPGDf1pYfe+adWBK9Ib3vi6Mg5HKBsf1dbClQmTJduwupAr4o1lPJRGVhPHIMHtus9Zcv0iJ0Ml//Vf/1UsPmnzMQ3kYEtV5Melaa07gvBbvN5DCfXVI/ClK/ueG9P9t3/7t5IXW7F6HmkgLARroxm7bNkPHbEZ6/U38kSciBYZPfGJTyxKAMubFe7LX3/5l39Zjnb74v5G1Hb/Qmpf/epXy05soM8iRMQof4DYTFLTx6WBFey3+LhupcEWm56z+5y92sMd/J3vfCc99rGPTa997WtLOVAYED6lBdFytduEh1Usjdy/ygexUm5sY8vFjNh5Nv793/+9EC9vgjxQUmzxicDFRxGQdu/0funUTsKjsCdQ3cgVk0JTmI0muHQInYhw0hl1VONQzl/+s8Wpd/P9Us+mE0rYuvGYtHnDEWnT+kPSxvUHpE0bDkhbNh+YNm0+KG3ackgOh6VNW/P1bfn3toOydbQkX1+aBd2q3HmWZ8G2b7Z2Hp7jXpKuuXYo3XrrwvzsytxhczxbV+XQPAo53k37pa35+lihZ+uB+T2r0kDfAdmaOiB1pP1TZ8cBqUvoPCALgFWZkPJx1ob9RzkX4eCcj0Myp67Kis0BmVnk5eBMakekxYuOSUsXH5v2WXFyWrrk+FHDgqX3T52LT0qLl983LVl+Wlq09JS0MJ9fuCQfl90nLVh8v9Q3eHRadfCjs2K1KP3iyt60YMlxaZ/975Pauw9O+y9/YCbk+6TFS3McS49Li5fY6ezIHI7IpHl4fscRad99jsrpOCztu+LItGr/o9MB+x2SDtj/wHTIQYekQw4/sFiNPknJwiJAYxOXncVEZBvXtXOEQGgT1qxElh8iJLRZpfYL9yEQ9/HicFtyGyNSblCTo5Cdj2vYCtXYLDJBtvoI0kZg4nbe8yZaievxj398IUCE5X2seZYzohEfsvdZQrvD+e4zUrL9KQISnzgQu3dcccUVhWQ8o+w8gxQpxIhJer0DqbEIERZSl2aWL2uat8o1lrr45NlzdqaTNkTvvchfGryHcsKqB0qI7TgpAJ5TrtLkvfKtPI17q1MkyWvhHtYoVzSLnHUt7yxkCoVn/Q3IXNn4CIt3eUdMYJN+oTmctidQLduKSSE0f6Bxh1CCuIZYjV3pbNw7XEmweb1dhbJV3D6Qw2Bq7+jLFk5Ptmp6s1WTj8PW87qTwMvvMDEqNv/Pvxe03Z36ezdmAt+/vINwecxjHpufY5FZ7jAiHEfcxyFU7xGuQ2HOjQPpl5/u3DEXLFiYhcDIN3fbc7w55VlgZVN3FiPqZlQMc4V3lXojuBwVh/wZ+7YxCKE3FnrblqSt3Mg+vVc+iDBUXMnDQ8OpvdNEFmvB7es9WATn+vXr0hOeeGYRgizdQzOh9m0x0c9EtVyO7dmMbcvPb3crq6vFWbhuzvcUC7pzcY67K/X2+Mh/rpeFw8WS9TnGb3zjG8Ut63N8yIvgRSbRFsfCRGQ7GowVIsqzzz67WFysMETKymKpsSyBdYcUuDF92INbmCJggg4r1GQppOTjG9KOTPURE66MN/rSkX4jL3/7t39b+pb8USjEZ6wYwbuGaFnSXKXcxNy4LFMEi6ARKesVealrBKXPeD/Pg3iNP7/nPe8pLlsWqDj/53/+pxAoYnLODHBjydqVcuCt8rESSgJS5s5nGbMuWeny4O/zzjuv7GGOYNWLMuMF8G4EGPWkDJAuL4CZ5uLlpvZu7xQQqC+buY87Wd58tcx4rMlU4lY/0kLxACTtPZQGRFvkwh5GJduKSUHHCQ1RJ/a3ThBCHuGaEOXrLT5mYKzK+JMtJtff2ZYW5EeLuPNfDhpjCfk/7kRzouJajO0RznzLHYPdqaenLy1ZvCQLqZ+m8z53XhFCRx99VDr44INyBzb5K0tpMe5YjnIP2ocyqZSv2owN3aOjI9NqpKMJUbaem0uQ/klgKFexOpoIa9ZsSZ897zPprrvuTE97+lPTfU89qdREeVTVOGY0j7FXSYHffNat8pHOleuHVWPWKeJAfogDmVAeJku2XMcxPg/iZPEhMm5cpIggeG1YfSxQ45asOxbYhz70ofLVLeOHxnRZsNzdXLYIgUWOJEMBveSSS4prmuX45je/Ob3lLW8pblYEDNzR8oQQWdaUV2OaxkQ/+tGPFisQySA3ZMmVauY/kkdulCeTohC+JUaImHJibBVxBtkiacoCYredK9Lnruc29g5AqKxbLnNzMrzPM6x4eeQSpoAgZ+UlTd7Funbf7/3e75V3NT0R4uP9kkZf/aIQcKEjUrIEaUqPPCtLbnkubp/lRMgmnimLc845p7jA/+iP/uhedUxGTdQmpgvjqL0VFROD8AkgWJ05iDbGfUIQGoMyhsSdU6yofM/ixSlZnZOV9xL87buz2WBJS5eN/H1P6MhhQQ6L0uL80OLFXWm/lUvSmrU2Q/C5vWWlox511CGZ8H0ztS/H2ZVDdw4jLqpmWJCvdRhvHCd0do5CtNuFvw/iFNaYxSEbmmOHnP6+nqE0kI1K4+MlX8L255xvja8ZVH2WXeWY5eCIgtQ4zxo19r7ffkuKBabOv/fd76abbrm1CJ4tm7ff3wiWawnlb8cc+vuGU3+OcLg/n2wB5c6kHRaNOjUpx3wAY5RT4SYkmJtEi9yRDgvNd58RGNexd7HYESzCYrVyyX7+858v5Mfdzdr0mUuuVxYsgmaFIrToR46CPoTokTbilS+Bexh5yHcQt37GuvNckIl+SBFAguFaR65cvkjSsE7M2PWM93G1Cp5hHUqfd3kPa527mZIc6eSeldeYyMRdbCyYteqIKLm6eTUoKMpOnpBmrJsNIoz8S6u0cLdLFyvUNfdLm2uUedfE78jtDMqG9YqQpUl7YCFrC+4TZtK2rGO2FZNGkOuIFTgimAgdDV1Ho/HqRLROGjzB4N5l+96RUpewIYeNWbJtyaE3hyzlOzIZt9unmeDJx7beHHqykN66PWxJg21Lckjphxddmq64+pp0X18zus+phUS39A6mnsG+1LWge2TSTU7TUPlntuvIsaOwaIb+PkYgAsiDIhOaIWe5PC7rsziUZbTSOWrIpZKDfSfas1Kx47l8zSTuts7hnMd8/teeGwkd7VmwlzCUy1LI9Z9DZ46js70tdeW4t27ZkBZ1d6aDD9o3rVtzW7r5xmwtZQXp6CMOTgPduRbyfYO5/RQrOYeS3u1HZW6CVmdOA5e0ZUK54eQb8tGH+3MiNmfGJpCRDuIwxsm9SeAS/gTzeJjIso22DX4LiIxSx5JlxbHSWFcmL/HcGG9lsbIUtXmEiXykCZGxzHh5uI5N6DHuG/EjGfcgEO5bH/5g7SEMFiEiZc3GMxRXwTuRl3FVVqu/9TGzo1n5riF/M5BZyly7lAOEKQ/GUr3bO7xTHj1jCY54nKMYGIOVBufcI+9ITrzSiJRZvt5JBqgT5Ary713KjvvfPcgRkVIYKCxRH/LMMlYm1i57xvu8lyuc0iAOigxFgqxRDt4vLvfIEwvde6PuQj5RVhC/OPcUqhu5YkpAa9SpovHqfMZsaPLcSCYucOuEy8i9vb1XZe1T4+fWIdRYIp53FAhXgnUoG1yaKeoboU2/B9KBWTBtS+ec8+mitf/2b78xHXzIPoULt2ztzxZyq2UTz4Jt9PP1XWj9ZIbuEh9wz//l/M6MS2pKMArPtIqD8cUDZahtxBguhTOyTaax7JH6HEp9/X25bfSnxYsWpl9cdkm27j6fBfdh6WlPe2rqWL6SypPvFmxIMpIkLuTM3+XI+19WZ3lJDsPZ3LbUK3XmG9py/eUHEAQgqXe9613FbUqpM4uVNTYeJiLbJpRF834C2zsRBkvKdVaY8xQA1iMB74td7kE+guuIhIUcy3WcQzYIjjVo/BNZBHFTJliP4nQf5ZVS4TeCcZ+0hGWIAMMqZBG61ztYe+IWWJv+BmmJ2cQI270IT9kiQ+lF0tIQaY22YdYxopUXRCwNrGEWtHJxr/NIEMFLk7SSC+KiEMm3snUvZVx7Eqd8IGWQFs8iWZZ3EDUC5dmiXClf5Oo+zyt715UJeIe/d6XepwqVbCsmDR1UBwCdR8M21f9//+//XUjYxBDLImieroNOtTPQCXUcJB5aqb8FYCUYC+KmNHkDdFadsGLmQUAS6Cw/wpGLlzvVuD3hiBAIvqbwI2hbz+0sEJPlMoQxd6axPVaguCIt2iSrJtpsRcWewD0+koqK3QBtNYQWIeZvbmOzMGnDrFmuHhomhIa5szoejRjJBtEia7+dpzWzAmjcXG5AUAeRB7FXzBzUE7B6kJ264pI0vEBhivZQLOPtcA45Ns9NhLiXVWYZi6OJMiYRWXaivUW7kCZtliJXUbGnUMm2YlIIQiPMBO4hSyJMjGJRmI3IpRdCt4mdIdwQxgEWCRCuxou4sBCt8S+QnhCqYf1WzBzUBRenI2UM0Rq/tPSF6x+0A/XZWl+7QrbRTrhkKXjGF7UF61xtjsDboQ02FTCKYUXFnkIl24pJgbsWARJmJlgQbFyFxmzMPEa4MU4LBGhYLjvrJmwK3bBwjSeZ0ek93iFOwjqIFkYj+Io9D20DuHBjkowxSOuijcmpN3WlbpsK2M7UH+u02T4QOyvaZgmW2iB07VFbAe2EhQ3SUlGxp1DJtmJSCIuC1cJtZ5kP4WkWpOURxuRCgDqPYIMwdxZNYUpgE94mX1jwbk2jSRdAiEZ6WC2VbGcHoh6MuyNHs2WthzbebvYwggxoI9rSzkKcngmEa5gb2Ri+JTdmrmqXjjEEAdFWKir2BGprq5g0kCniM1GJALVPKkFHEMbsZPcQbk0CbArJseA5z4QARtZmHtqxx6xHSxFYs2GtBHYm7oo9A96PcN8iQxalNqLejKcaegio71DOdgXhEmYxg3ZiTWh8GMCEvXPPPbeszWx6Pyoq9hQq2VZMCqwSFoP1eIjWDj7cdwQdK6LpLo5joPXvsYCwQwBzWduxhtAksGNyFkKOZQxhQVfMDjR3FEN02oUjq5OHgqs3XM3qbVc9H+JqJWjKl7ZhU3y7KJmYZR6BmdAm7lVU7GlUsq2YFJCf2cf2PfXbelquXRZMLL9BfqNNdtkZN16TNMWB3G0IQJjans3R+RDihK53Vxfh7EC4ddUNQg2FSFuxdR/is7GC9ZG8F+ot6q7VWzEabJoAhivC+6G9+a1NWGNqownbKPK+2NrRsqCdibuiYipRJVLFuCAUgdC01CZAyHENWsLh+5OsiD/5kz/ZsSctazRcewTtWNZKuA3HC0Bwej/3scX4dobxDi7JJrEiZwJ9op2DKvYMwuoU1Ev8Vj82SGB1WiaGbE2wU5dBoDvjnUCmgRii0NbiPBI2Qc9OTbZ1tFTMxv9msQcoAdHO4t1g/XhFxVShkm3FuCCsALEZDwurAfnaJcoyH/dw6doRxjZzIfSa47O7i7CICUPk7dNZvl5iFnLF3Ic2ZfMJ+/4iSIQbRDkV7Qe0TzPWLQcyE9pHAHwcw25MlEkEH8ROIQgLuc5WrphKVLKtmBAxngaWaiA+R18tYdna+5XlYP1kuI4JsbGs2V2BOJCsd/oiiq+B2CQjvotZMbdBOeNO5to18S28IeFSngpoQ5QzHw73lRkeGeTus3ws2aYXBMFHm9sZy7qiYmdRybZiQsSMYgKIlYBIjdPaMICl4JuRxk+bCOtgKsC6td2fNby2ZeSyJjxZ2RVzG/boNauc5ekLOYhOvSK9qSQ77dG7fHmKO1kbNqnPxiihzHFlQ7w3xpsrKqYClWwrJgTBR/CwABCvGZ0f+tCHyjVLfIyfGhfjAiS0uOKmwqqFiI/7mID0tRLjgDBV76iYWWhT1mT7cot1t+oZpoJsIy7tiIeGR8Q3YX1Jxqx2Hy0wHOJdTQtX26rtq2IqUcm2YqcQY6csgXe/+91lRx6TW4yf+mIIYcZ6CAFJcE2FdYvATVTxeTDuY5vZG+cLIVoxt6HdGKP1TVhfr+ExQYpTNTkp3NIxUQsMe1AQbXzBmrZ/sq/ixPyEcGFXsq2YStTv2VZMCFYtoWVN5Ec+8pGyU5T1i294wxuKkGSZEGQEVHNSy1QIK66973//++VIQNqKz/vC1Vgxt6HdIEJtx3i/PZNNTDJTWT1P1rrVRmLs13sojc7xxCBXyqNNNYzjWhuO+LUtz0yFZV1REaiWbcW4IAwJKOsSv/71r6dzzjmnfCrvNa95TbEMYlMJwonwYhWwTMISniy8n+Xhu6QEIZcysJybm8pXzE1oN9oKYvUxdu3Jd5BjZvJkgVjFwxOCPEMB9Hk/a2+N4VpO9olPfCJdeuml5VoMU4RVXFExFahkO8/R3Je2ucYwXMAsSiT67W9/u7iPTUzyfVoTlUZbfkO4sVB21qolAFkWjoJZzo5IVtpsQmCWM/exL8awOmJGdAjFitmLqNexAiBc3hNeCxPttAeKHcWqdfMJ9R7YmQlM7kfclDO/m8H4re8sn3nmmWWWO6+NdbjaPgXAM03C9bv5zqkYJqmYP6hkO88RS3UIEUKpCcLEDE6Cz8xjQtFEFlsyGqedqnFTQpbwg1jb6F0my1gOYozWEhFgAUkTQV1nI+89UK88FWa3m5lsmZdNTBCuthGeEvUef3tmsjAMctZZZxWFjmVLuTN+C4i+OWnKb0pktNU6pluxK6hkO89BeCHN1vFPfxNo9q21RMLn0Agk6xQdY/xrsiC4xGXLPiBATY4h6AhchOp7tfa2rdg7wWLUDil8hijMFLa1oo8UgDbQbGv+DsKbLLQ3S4F8d1k/+OxnP5u+9a1vFaIfzXOCYMPyDcu8omJnUMm2ohArSxLWrl27w3XGrfzRj360aPxmij772c8uRBuCLsZPJ4MQWE0rhSAjaI2lGav1TpCesKYJ3GpZ7B2IthdWpPFU47dmoN9yyy2lPYQyGMQ8VXVvPFfbM3ZrhyltjBfnggsu2PFO5KrdBeFLb6S5omJnUVtMxQ7BFQRG6LEu7bBjlyjCyGbuvkHK5RuEN1WaPQHa/MA8C8eWekjdcp9YkuF90hbCr2LvAAtSG0Bu6tZQAmvTByd4N5o7mGkb0V6b46e7i1AczQd49atfXXaZMm5rG1LrfkdDVfIqdgeVbCuKxk7YGTOLSU/cxoiWoLPnsXFaY6UEYli0oelPFjGrmOAzIctkFZ/QM4HFxCjXCWEzVRFu0xKv2Ltg8hvlzritnaUQXoyhwlQTnfaujWtj3NfWjmt3lD0TAu2fjNQpfK1tTpusqNhZ1HW2FUWIsGqRGDL76U9/Wlxp3HhIlvuYOzfcagHkOFnrlsBqWq5moiJ66bFBvfWWFAEWbfNdrCHPVtKd+0Bm4UIOyzZgghzyRYqUreY46lQQrzYlToqj+EzGcw7JGj6hYHo3pQ+0y2hzdSijYldQJdU8R2jnhB0yZVXapB3hmZ1sIwmkhxDDAgDCaSqILtzBsezIxCgbDRBuZqYSZoRtEK3vnxJyMFWWdcXMIpb3aF8xI55nwzIgRMiyNWEqoP6nwoUM8W7vMXSC0A2X+Caza+eff/693Mnaa/SBVuWzomI8VMt2noGgCGGBLAk4ZAZmBFvmw32MhO0ha+9jRCcg3NDkg/wmQoyJjQUkj2gJWR8bsIGFmaBvetObStqa7wRLlYLkq1Ux96F9hFXbtFqRHjJjaVqOY3cndR9krA3sTBuMtjteaFqqYUU7al/ao6M5BeYrSFe0O8qe58fDRNcr5g+qZTvPQKAhsNDKQ9CtXr26bFxhw39Wg4lJZmgSRGMJtomIdGcgDgKUFcGFbFKMtbxmRcf4ccX8BTeuIQxDGtouBUx71G6mov2FlwT0hSBgM6J9o9k6XDPjY/9k0D9suFKVvYpdQSXbeYLRBBMLN0jUMptzzz03XXjhhWVyinFagoaAQ8yh/Qdo9VPhxjUeC4SXdxN49l2uqACbp5x22mlFGbQ3t3ai3SG6aDuTQZMwm23cXAHzFZ7//OeXd1p/69vNiFZfiuGXioqdRSXbeQKkSkCEJk9g+E1wEWT2ozUhhKuMgPE1H0C0BFJTEIVVMRqB7yq464yD2TzDDNCHP/zhhXDNRK2o0Pa0hfve977F82JdbOyZPBXtb7Rx1yBSE7Ve8pKXlDkL3vm5z32upEGf4XWZivdXzB9Ust3L0XSTEQ4hSJAvdzLrlkX7mc98poyPWU9rg3aEx5XbSrSBcLdNFuImyFi1JkXZcznSWK2HCjBeasKS9mjdbVijU7GpCugjzQlX+knMa0Cq5i7Y0tF3b9///vfv+GDBVLT/ivmDSrZ7OZqERTg0J6Fww11zzTVlmQ9BYkE/9zHhRntvbjTRRBDtaCS8q+CiY9VeccUV6YlPfGJRAGK/5qlwU1fMbfB6UAJt18m6tSxNuzWJbqrQaqHqI4L2Zy6BdeavfOUry+x4nwDkUjbsUlGxK6hku5cjZhoHgiBtHnDZZZelD3/4w2U5jckgJkTZ8J9WTwCN5mILBOFOFmZAW2Z00EEHlbG55junIv6KvQNmAZsopU0gPEraVEBbZym39pNoe0HENrzwhSCE+93vfrd4gmwlWVGxs6hku5cjhAYLt+lStp724osvTh/72MfSoYceWjR3wozVgJAJoFbXWqsFMBWw7IcL2ZpK72XVNtNZMb/B0wHaBgvXN5S/+c1vlvHUZvvcXegX0Ue0O+0/2rm/tUczoN3DlWzduTkOtjINd3JFxc6grrOdB2DFEhqsRgLKelbW5Dvf+c4y2/NZz3pW+aZnuI0JGWTbamWGUNoVeCaEF4Hpb2mwLSM33dve9rbiPkb0rBeIMTnPhSVesXci2tVYIYAUjdFqx5bgWI7DE6KtcDXH8IiNKcJKZf22WqytaA6raGvafLxX3CxfhO8+7dMEQkvULr/88uJKPvnkk0sfirYteMa7Q1GoqIAqyfZyIDRrFeM3orNDE+vALj20dS6y2I4uBIZ7p3KCUsSFyAm0/fbbr7jjELxAkBForse9TbKvmN/QJrUPE5ZWrVpV2qd5Bq1tNcb7obnt4+4iyDjitxzORxLuc5/7lJ2lbLgRn4IUAMFL51RY3hV7DyrZ7uVorkXkDrNpxDnnnJN++MMfFmvSOC0LISzIpjVJiE0FCKGIkxXCYhC374baGYjwDKvWeUJqOlzWFXMXSFUbohT6UABFzEYX2hNy08a0HfdoOzGbeCog7vC2mKVvtr7vOlMY9SUuZfMe3BPbP0Il24omKtnu5WgSJnfyF77whaKNE1q2RDQG1nQfE1QEGcERAmayIPjCSnX0Dm5s5G8DjbCqgbD03kq2FQFtIaxGlibrEtGZoHTDDTeUc0gw7kHMSHgqoP+wasUJCJTFbOa+JUFmRdvswqStGO8Nwp2qpUkVewcq2e7lIBgIIWtZLci37zHBZLG+tYvGlQgIAqWpwcNUkW0Qp3EsgpEV8NWvfrVY1ARnc4lRCE7CLVx3FfMb2qUQiiNPiO/PatusW+O00FTQEF3z790F5S9IHJAtUjVrnzvZfIMbb7yx9CvfwdV+w4szVf2nYu9AJdt5AMLIDlFcXj4d5pudAkuXYEBsBENTUEwlkCcQUgjXmlqEa2ceVi03IGIlTMOCcGxa5RXzF9pBk7i0UXsX88qYf2CteJwPYuRBibY0WYg3FL+YWyBN5kKYxY94L7jggrLDlDXj0d4rKpqos5H3chA+XFxnn312WVdrPe2rXvWqMu7F1cYCIJQihJUbf08WCBaZhpVhzJjbjWVi79mwYiGIP9D6d8X8hPaoDWkL2iwiNRFKmzIr2XnEF9+ineo2431B4tEmWbgUAEQrHb67G9/eta8yq9u9FRWB2hr2crBkrWM1+9iyhZe//OXFIjBeas9ZQqNpQYabbKpcuDFRxeYVBKT0mMX5sIc9rBBtkDDBRYhJi3c7P9VCs2JuotkOtCfEh8iQGpeypTiWs4F7eXLcMxWeEd4fYM2GuxoQcCwJsnTuCU94QhlD/uIXv5h+/vOfT9mmGxV7D6plu5cgSC20aWSKOM2U/Id/+IdCdH/8x39cZiDHekXXm5YlECK0850dbwpiDLQSpLgIPZq+sa3/+Z//KcuNWLXeHxZLwO9q0VY00WyL2mu0cW2Yh+aTn/xk2YHMchufa3RdO4bJtqPmWtnm70gDIOGTTjqpXDdUY9MLWzwiYn3DMcAyD0W2GUfF3o9a23sBdHYdmlDSuc2GdM7CexM3zNxEcKecckqxbmOWZLjGJoOdEWYxO5PGbwMAFglBg2grKiYD7e9JT3pSaVt2I9PWEC3Lck8obN6jf9m7mSJLibTZxUc/+tEdH/IA/VJ/Q8hCU0GtmB+oZLsXoClUaM7+vvnmm9NHPvKR9IMf/KBshfjCF76wuI+bkzdC+58MvKv5/tGECKvbBho+occCsLYWpuL9FfMbFEcuXLPttS/eEm1wKlzIO4OwUimOyPZlL3tZ6WM+7mEdOQUApIu3KbCn0lcxe1DJdo4DkXHRAoHDYrQVojFaXyfxyTpLFLi1wm2lo+v8TffW7iLIdjzCpd1LD83el1tY11C1+4rJgivZDGEKpbkJxm5ZlNzJe4LQuK6BRW2ClqVAvpylb/EqmaXM+kXA2n+0+dr25x8q2c5xmMwUQKY0bSRLszYByszjhz70oeVa3KujT9Wi/1aiDXhHBO/9zne+U7a4s642SD7GmSsqJgPtyyYTCM1M97A2p2KYZGehnesHiP/FL35x+S60iYAf/OAHy1pgoBRr8+6tXp35h0q2cxwxJsRS1YEtrNfBfdXHGkBby7Ekm+TanHAyVWi1bCNYT0vosDIe9KAHFYEYFkd1pVVMFgiVImkuwKMe9agydsvK5L6dCs/NzkAaWNj6FVcxhRLZPuQhDyk7pX3+858va8tdlyZ9RV+NuQwV8wN1NvIch87LTYVsLe5HtCZGcWdZ5uPzeTo54ouODohuqoVRK+GCdZB2ruLOttyHkIn7CMlwbVdU7A4okTFL2NFchRgisSxousFSbVqp/jZ+y4rlYjYD34QphHz00UeXNMb9LPCp7oMVsxdV0u0F0Glpyb6iw4Vsv+HXv/71O7ZBRG4x85dwihmb0w2EawzNxJUzzjijWLU0f+lB9tNhYVfMX2jjNm3hSo6JSdONIEvtWT9Estq9Ns61/fSnP71MDvza175WPDzmU8REKf2hYv6gku0sR1NohCuYlhznLbqnQZuA9Pa3v72sNzRmdNxxx5UlNk3NmRVJszaDc6o06ljoLz0sCkLGexApl/aXv/zlsmE7IeQakqf9V6KtmArEMjZtiiVL0bQM5/zzzy/nmptL6D/OBUwonCpo89GntHOKrl2tnvnMZ5Yva/lgwvve976yg5p+Il2eac65kLZm+txXsfegupFnOWjrOq9OGL91UtozbZp2bE/WD33oQ+Vvu9lYU2sMy73CdCIsZiSKQGMMjSAzKUr6YrmP8xB5qKiYLMKK1O60Qe2KJRlkZhgFCeo/7gmXM+wJy1LazJmwgxoPj3SYKGjyolnTlNDoC/qP39Fnm78r5j6qxJvl0Nm4nRBps+MRGgSNMSHjtCZiPPzhD0/Pf/7zi1Wr4+6pjso1FoKC9SBdxo+N1xqrtX9suK3dJ4D7KiomA22cBRiEpV+ceuqpxco1rBKWbWtb21OTk5DpYx7zmLIcSB/4yle+UoIPFlAC9AV9OyA/lIJQIir2HlSynQPQSUMLR2w6I9gT1sYVxoLuf//7F6vWTEja854ksqaw4NazXZ2vDBF8J554YtHiR0Ml24rJIsgplDltykQk/UA7pPRpnzwwcQ803bd7ApbfGU7hXv7ABz5QZijHGl39Ffk3+1HtG3sfKtnOATSFBNKlDRMkPgRvL1bjtGYem+0LMXa6J0BAWFsIhIa0XXfddUUBsNTHJ/SarrumEKmae8VUIDwlgLRYk8iWR8UXr3z8AmLIA7TJPWHd6rveQ+HUR20tyRt17rnnpksvvbTcI/3NvsBK10+a5Fsx91HJdo6A9q7zBXHZhvETn/hE+W19oT1ZY7IIYQMxoWo6EcsXCAdku27dukK0dvBhbTcFXKu2Xsm2YirQJNvY0AK52TUN0V555ZU7LNm43lQApxvIUzBx68wzzywzpnml3vrWt5b18Pqp9IQrPPrFnra+K6YXdYLULAeC0glDy3W0LR2LlmZstuOTn/zkMgsTmlaw56ab0ELQBdn+8Ic/LGRrQb80NSehSIvg3kq0FVOF6CMQbQwQmM/eGXrhvuVl4fWJPuKZeG464X3SiOjNUJYWS+IMtfjNM2TlALinma6mIlExt1Et21mOGJ/VYQkRC+SN9/z0pz8tHRTRsiAJltDaHU2q2hOCBELYSd8ll1xSlgMh20hPKygMnqmomCy0pWZ74knRZyh+iO3kk08uy+Nuv/32ct19MWlqT/SPWKKHNBG9cVrDPaxuv60kYHmHF4o1G4r1VC3Pq5gdqJbtLAOCIixCoyUQECch4XjeeecV9zE32ete97qyzCc6ZRCyZ6a7o0qP4H3SS1iYjPKZz3wmvfGNbywau43ZQwg2EZZHRcVkEe29iWj/AsK1tpUXyCx9n8Mzhko5tTxtut3J4dlB/tKlj9rakVKAbL/+9a+XdPjbOLOhIIQrNIdgAtHvQslozXvF7EWtqVmA6DigMzaJkgtM59SprFu1Ew0iNrvxwQ9+8IwRVwi5sLwpCZY02CaS5RAzLd1XQw0zFRCTda3aKmWQwqptxnG6wZoFxBn9WlqOOuqo4v0xW9/+4d///vfLNqswmoI6GuSvYu6gku0sAbIN4go0ZxVfdtll6ZOf/GTZlcna1ac85SlFUw+hEtjZjrqrCI26NX4WLeFBUBir5SJjTVAI6gSPipkGyxWhHXPMMUVZjV2jkO2eQHMopdlPrQP2/VvfmWbN2gHuS1/6UtnbmTXcnOsQaPa91n5fMftR3cizANFxkC3Sjd/I1qxeGrm1eTb0R7CvetWrygxkJBfPCk20/j0ZjEa0ET/3GML92Mc+VrR1GwpY5+h65KX5fA017MkQbmKTkMx1sJuZHZ2QGS/SnkAMCenTyDf+djSmbLLUxRdfXDa6oKgef/zxhYD1q0ijvAT0qWaomBuoZDvDQFY6XZOUdDBE6rzrtmL0fVrjTdbqmRQVYztcU+N1uMl2xtZO3np03VpGM6Rf9KIXFeFGYADhIi/uq6GGmQjRDvUX2ziyHE0sNJ8gSG86Ee/QT0L5FKRJ/5Uus6RNpPJ5QEuVrJunuI42Zhto5q9ibqC6kWcYyDSgYzY7mIkcZ599dnF/IS0L4n09xzpaGnJzckez4wVpN4lydxFxIP+wpAkN72d5m+lpq0ga+uGHH14UgnAfN/NWUTFTYMVqq7ZMNNzBkjROuqcQQ0T6D+XYUX/2m1vbEjm7S5mDwYv16U9/uqw20NdG68uVZOcmqmU7w9CJmtpvdCSL3o3Tvutd7yqkayz0ec97XnGDcS8hu1bNt5VwQceeDAiKZhwhABCpQChYuuAj9XbsIUAINmlzPSaFVFTMBPQTbVigCNqvm4LoQx0mSIWbdjoR/brVkva3vkxptrqAUsCyRbjup7yGl8jfESrmJtpyQ5i8+VMxaSAoVaHDEQw/+clPygzFd77znWVN3gte8ILyqS7XdVCacuwU1YQ4mmGywsR7WoUEASYNyNRYstnHNHOuL4KMi845z0lDRcVMQRu07ts4rTFROza9+93vTm9605sKmWmrexL6jj7RVEJN1tJP9Sl7nUsfZcDcDAp2k2gr2c5dVLKdBUBQJkIFOVkXaLH7e9/73jJr8dWvfnV6znOeUzRgJGacZ2ct1omqV+dF7qxnHR6ZB5pEawlSLJWwJaPflAFLkQgswoHlIG3eSah4vmJsdA0sSh1tWejmKlq+YllafffqUh/7rtw3rVu/ttTxwNBAamvPQjZXd1v+uy3fPJTlbanXthHBPXPIitzw7Bb+SA2Z8bTgKft233TTzcVDZJkai1KZB/dt3epTll25L/Dq8AyNnA9Ek9YtBluyHn/uOI5VNXG+JW4Kt32TEe5Xv/rVkua//uu/Lu5lE7z0Uf3LfULsSV4xN1DJdoYRrlaEZ6zT0azj97///eX7lzRw+x5bJgBILKzVnXHTTlS94mi6o8UvxHiwMSUbVARYB7bAcw8rwaSO0LiRq/PeiSgQ9WTd2HszkO3WTT2ps6szC9GRTRZW7LMidS/oTrffcVuZOLNl25ZKtpOAto1s9RPtWHtHVL6vfN/73rfsvqadjtWNkKsmjKibyM08bRvoS4sX3dN3JkO20hT9iFfLpEgbXhhnfvrTn168W/q9fLgH9LXJeq4q9hwq2c4wzEJk1aoGH5NGZv/2b/9WCNd3MP/2b/+2jNu0arGITQel6Y6Hiao3Oi6tGTGGZes5bi3xUwB8Zcga3xtuuKFMMGHdEljcx5GWcC0TXoScuMRbMTo6UpbkuZyVk3LbmNvCqlUHpjvuuDNdcsml6cRTTi51r47UTVNxGS4k15+tqxnsvsP3Hl6YjdAO9THtUDkODw2nDRs3pLVr1qbNWzaXXZuUsWAWcHdX94jSOzyUFi0c6VvD/uV6aqfxbIdzSHzJ4iU7yDXQ+re77wlNjJSfuKOfRh3zbP37v/97mbvBq/XKV76yrBXWz0I59n4b3lTMDVSynWFEhyFsr7/++vTZz342/dd//Vc68sgjy3it3W9osIJOpjOqMgQYQng8TFS93NKxQxXEu2jQSNOsTct6ECxLliaNaC2hsLGGDyGExh1pA78FwqFidCDbLoITCeQy35zrYtmKfdLll16WvvrVr6cHnf6Q8plC5dha15Vsdw4LF/z6doyI9Oc/+3n66cU/Lf3toac/NN3v/vcra9hN8tOGhX33uWc8t39g5BvR2nqTdGEyZKsfN+vV+DLFmnKLcP/1X/91xyc0n//85xcZQKl1j/Q0n62Y3ahkOwuA3MxC9H3aD37wg0Wz/p3f+Z2y9zGEe5kFpHOxJHeGaGGi6i3afr6n6U4WPwsWoXJp+c0CsNjeuKzZx8a+CABjX6O5ssQh3urmGg+bUl/alrKqUsTwwFAm3/YF6fKrrkyf//wX04MfeHo684yz8hX1nJUXjzSq05jhMOt4xjD7yfbutXcX67OjsyOTYFvq6hzxF1/7y2vLTHrtWx9Acgty+3/wQx6SHv6wh6f9D9i/9EvzEbaXfCFppItMO7Ny2T2cz/86s2aoJNuvqhvHZnAtwrIcOst7op+sWbOmKL88ShRcirelQNYG/9mf/VkZUop+FfMpKuYG6tKfWQCWorW0H/3oR8vXScxC5J5FssZOkSoiJBRAZ3Mu/p4MxCGwQE2CsvDfl3u++93vlglQZhibtekbnMaN3McCN7vTuRgzliYEi7QpBgSB4LdrNYwS2npT30BWpLLgLYK8rz+TQXe68aab0i+vuz4L3SXphBNPLOVLqrc36js/XqxaZOv/mflnBHl2/1uyaEkh2I72jjQwOFDIkWXamcm3O7fdCy+6qOxRzFVrTPdz552Xvv6Nb5S6MNtfe1fsLGT9pLMDySHG4axq5AtjdsEmqTZDE4Zs2ks/B/0F0SJS79L39T1KgY1j9DXWt8mI+n94tyrmBirZzjCMJfmupS/5+Hye3aFe9rKXFXdWzKJsarCEdBCt35PtbGY/6sTisuDflnbSw031iEc8omyiYY0vzZrgQcAs3tNPP71Yu94vRJqkNYQFxPUafj0M5n9t7Sa8dGcCyKFzQerP8ri3z6Yh9s89LB155LH5Wkch2jaG0XaU0nWuiPyZCrP/X28fgmvLFinvzdDIcEcuPOS56sCD0vp1W7LyeFNasWJlevJZT0yPecwTcrs+Id1ww83prf/8b+mQQw5Pa9duTD095iKMzEPwvLjbRzNYobj4Wb367fbfO0Lzb56kkY0uKKkQ/SgI2Fgy0jd2a40wgtUXKQbuc3/F3EAl2xnG1VdfXWYd+nSeCUd/8Ad/UHaUYWVy2eqE4WJqWo3xd5OIdwdIllVt9rOdoHTkpz71qWVZxCmnnFJcXIjXJBPEbJKUCV0xVgs6fRwLiWQLVzqr5j0+BtuMZw+nnsHe1IV0s+BVXkuXLksrlu+Tjjj8qNRd3J4jArUpVlm2ZiWXmcn+nomQ//u1c7MsdHUipJQt0myVdnVkCzefzOjpHUrr128s7lqeHEvZTj3lpExyIzPxWbu+rGVox6RFY6iUX7WwYMGI9dnpBYFo5s1j+d2aouZDXfl9I/1bCOUaYnIiOcCjpJ9+8YtfLH2QnDCnY7R19hWzF5MmWxNsaFdNDYuwJaTBefdoLBqU834372cxCeGSJKTd554Q1hpf/O26RqhTNAW6eMUDEb93RwN2TTwIynXpbKZjOhHjrkGOlnnIgy99vOMd7yjuoj/90z8t1qL0xprWJll5Np6PMmQZizeIL+CcdypTv+Pd4jM+ZXeqH/zgB+m///u/Szp8QMB2kGZAc1UhWPfHbEfvu+CCC8oY12//9m+X9I1W98qYEuA90qSM472Ca1FHzk/2epyPANIKrddGuz7d6RvveupYlAZStmb7OjIpLM6yGeF2l3HbRQtWpMULFuXfuXxzsttzkstcqO3B7xxd6sjH6QxalRY324PyMUQ6nC3YtqyBOJd5tngDSlnlEGUodOVCXbpoYVrYtSBt27wl3fjL61NnVnhOOv6otO/ypal3a286/pjD08knnJxWrtgnrb7jznR5VjSvvuLKtDYTb2e2Wpd3r0hd3R2pb8NA6t+aSXNhLq0cd8pG6mCu4naJoCING07J19pG6pdF2zfYlbZuufds4pBTEL+DcBGsPmn9rVULvvylPTUnN4K2RXa6NhWyLeRw87ejoF2Tp62yB7T7eE5/k55WOB/xBPSP6CtkliMZ5x1+N7kEPA/N+F33/nv1tQzxRbqa9wcif0B2eodz7m29XzytaZ8IUzJBShQEuATRtkbLyGhQEM0GNhEUQGROZmOZCkiDzAdh+xuhscKiAFsRWRdXVEJUqmvOjdaQdgUaY6xZhZh9bCOLb33rW2XGMavRzN5XvOIVZRML90uDZ+XH7wjjQdwaozSPtjOOmcU0YxOcuKRMyjLJyXrOQw45pBCod8i3o7LWYMVJs+fqNjuaW/nQQw8tcU5Uh9N9PZSw1jqOcxNdn8n0cxzyQPbn8u4muPr62bZpYXdn6tk2kBYv6hwhEXBs9lS/d76f77Xo66N06hu5OEYpj+1dfEy4/sMfXlSGTvQDwyYHH7x/7gMj8TnChg2byjaKhlq4dPXLVUv2S8cedWx6wAMfkBavzH08p6F3U38m4K7Ursvnyu3tG0iduT47slgayu8aHMyKcTavza0aXSr9OvQ/ss0w0//8z/8UTxilmBfMciBp0U9DdkGr3JksyMPYHS7QfAf5Tz6H8kB2jNbuyRZpJbsjrUiwtX+Cd4Y8glZiQ8KUkclgrHdDvB/0Y+kG+Qqe2RVM2WxkjQGa5CSBGmZ80goZeF1zk4TQNmTKs/6WKX/LlHgjiX47F4VuKYpp8fFO8TQrJArH8wrUfeJoxj9WQYP7dqdQmwgNKdIV62pNePjnf/7n9L3vfa9MhnrNa15TNvNvQiejvDSrKCo/oEyVbWtD9IyAUOXZRhQ//OEPixtYnITKYx/72KIlqx8ua3FEfTTzTWnxYXgELZ007GYdBjzrnY7xu9nhp/t6K9wzXv22Xp8o/qm+3j+8IFmZEjXqKPT3DKTbbr8lHXrQqtTdJX2EjdAyQFh2usg/pxMj5tkYiLTMMgxmyyv3Xe3eRiDjoTO3eQooLw8L8qFZkbSBjDFy/W9ZVkCHtxMEcjFb2P2+3bz6ltuyhduWjj/hpHTCiSel/fdflZbvszIt3nf/XG65//Tn8unaXv/qKRcVt38WCWkAmbf1ZXIaW1GDIBSyVJux0Q2StUKAJ8xyIAq662RDtDd5Ce/YZOCd+oiylH99H5SHc66P5s6WHvJVe1dmZKBnPSM+1wJxL7gOIdO90ztcD/lN5vmN2F2L4F0gfrLMUTodBSDbgm/iHu8oY/Hbfzt631SQeROTJtvWBIUwkeBWYmgiCt09rfe1kmZUhndp6IhBA3MfMtPAxOW9/hZfU3OSJvdGBUb6wP2IJf4G94+X9t2BPHi/9+ioNNSPf/zjZQeb3//93y/EFw1G3qORRDlEuTpG+gTXxS0f8hyNlqYZgoHL2FIdWqlJT8aA1Jl7EG3EGe/zW/1Ig3KzfeTb3/72ok2bgWzyVpS19xFKGql6aJKw+pru664J0qrTs06innXKsPbHuq7MJvP+yVzftC3X05betGXzprRo4YJsyS7IArI7XXvVdemrX/tyWrKwO53xuEdnOZ3b63AWECZUbSc484AHcn35NZ1Yu27t9l+jYXaRrTapvfbluka2zT4/Hgbzc9r4hmy5sRQPO/zw1JPrjmKs/rbm3+KiJK/I9Sf+W26+Od1506+Ka3n16rXpmOOOS89+9nPTMceekNas25AWLVmejjqB8tyR05L7Sv9gmf3csZ1jlBqXd2fX+PWnjwbBhffQdo62cpWmt7zlLWV+BXmovenX2ro2Z3LVZCFO7bYpD/UbMqJJsu4LQ8L9MJEMtQqDTJLWiEs85Jl+Mlb96UvO70zdgnigySnaitAaR2t+m3K7iWhru2KMTek6WwmTociUxhGWFIS7EghzmYgjSIpMyGhk1jHuMZnIR8oVNo3OnqHAOlNhKlrDFI/nmvEKUWDe4W/p9KwGGg1EHlxrkvVUQFmoGHHbGcaEJB0E0eos0h2NFaLjtMLzrYgyA+VAcHB3IVoWqf1fTzzxxLJBwmmnnVaWDrhfOdKQlYHf0mNylg6gzJ1nedvUglVs60jrak2cUpbc0iwC7iX3I2Hx8zaA85YQTef1888/v1jeGr5xb9cdlQnt3hjXeNfNrp7M+yd1fe3WfP2CtGbtXbmttqUjDj8wnXjCUenHF30vfeB978yCfjCddOIRqT315dCT68waT4Fmnq2ttDANt2ywMNVYt3bd9l+jIKdhhDZmDmU5T8HIGCVLlRu303Kf/Hswl/t48MySpUvS0GBWaDra09IlS9O2nm1p44aNJZ7e3r4sC1hVXbkO+9O2rdsKmZUtNruygp/ff9dda9KJJ52SznrSMzIxD6ZvffuHaemyA9JTn/78dOgRJ+V7OlJPf+6fwzmeLmt+R/rqeD6DgHeFQNeOySXtyXr8//zP/yxr39/85jeX+RYhX7R17S1k2mQQcsg7rfslp8jzIEUyIr5YxNJ0nQziUaOMS7N6IDNcI288TwZF3Fz4ju4J7gBLDPVTkzadV1eUHwgSBLKsVVaHnHReGQaJxvMB5aS8xOUd/vYewflIjzgE8TqnrJtp3RlMCdkqkLCsJBK4OwhqwlBlyIxJOL5eQ9g1G1FAPPE8RGbF7chtbBtDlW7pCStL4dgM34xBY4kmDjQx2ntA3AhwNFeLImmtvN1FaG3yJt0mGP3DP/xD+Y1oX/jCFxYlRB6lVYOEKE/PjdaYAp5RNshS+SBZljMidM3zOoRyRbbGhk2AApYvLdl15YFIH/WoR5W1tXHdBCqEhIRZtg9/+MNLXDqLNcEmeCEt7zFDkqVuMoe/nTeDcjqvI3tKir8pcjqs8WR/6+jay3jXP/OZz0zq/ZO6vr4nXfiji9Lqu+/MddWTjjzioHTafU9KF134nfSpsz+Ujj/usPTQ00/LRNub2tt6M530jZBtJjmEuyfIduXK/bb/GgWzgGz1CmuUlSe0t4+sny2E29GZr42fvsFMlkgCmRL4upm15j3beoqQ7+3rLVs8Dg6NuB+9J/fG0ge62rPc69ma7xnMltjKtO/KA9Ntt69JF170i3TrbWvSgkX7pgc88BHp8CNOyJbvqWnRwhV8FLlvD6f+weHU3Y4Q7y38R0Or5UcW8FZ96EMfKvMonvvc55aPlfBYNQkAIbWSy64i8mw3KzOz4wMOSNNmG6xTVqh3+yoZa9q95H4omOZ5kDv+pnzqB094whNK/FZA2F9A2b/4xS8u8QDrWd/88pe/XPYdcB6HhDFC3o2mTLTSmbKShygL9RZErazCupY2zwZXhCIwlZg02SIFCWySpMr55je/WawKLl8FZHo9crOG9Mwzz9zh3hPcrwBkWAY1LPESUp5nCSgcBIJUHcWJAGhFn/zkJ8vYsM9RaQjiNKFHPIhepSg85CF+la2Duc9z3qPyNBqCOAhYJTUb7+4gOor8mRD1nve8p0y0sJ5WBzn66KNLI1AN3iefoCz8Hi0N7kWkrmlMLFkfBDDxSRkrL4oNl5g8K0OEHmMcnvNOZG4sV/6lT74RkjJyLsjYu84666zSkXQcdeN5ZRZlJ73qRHlHer1HPUzndYqC9MiXelaHjq7Jk/IY7/pMp1977uvZlNOyNS1b0pmVmOXpG18/L/3wB19Pz33OE9PRR/oqzbZMtltHCLctW7hpoIT+tqzElfnC04el24X8qJgNZJvlznAm22HtOgf1rH+EWIsdo8YCOaS9e05f0ucoYSzm/Q9YlYZyvenDvb2E+6K0dF+uWUI+K8db16SuxQRy7qe97htKA0NdaeOmwXT5FTdlmffLdOddW9OBBx+bjjvh/umkE+6XDj38+LTP8v1zqWVlQAJ2AtpwKOHypT1RIHmuKO768OMe97iy4xxFOQjWfdr6ZCAO3knbRpqYRb6S4YwFyxURLIWSLHnjG99YhqWsrrAWnxJA1lIuyeorrriiEDTCNmdE23/f+96Xzj777HLuL/7iL4pCr3+4xnqnUDhvKZa0IG9loV+pM3nVj12Lfu5559Wl/k2ukevSiAdYzO7XH8lGgfLAeFB+2gTZJ03iUP4se+0Az5EhwWtN3psIkyZbGY3KJVAIZgnUGBCZzMukQkW+ZtzailAiZe7P//zPy3MKgfCRAcHfSNVkhWc961mFsFiwlp/IOAv2Gc94Rjr33HOLBqQg7AKjUi+99NJSWIhMZUflKWRajArlVpV16XKvdCIopMI97RnpCcE4GSAElUuD+8d//Meyfu/v//7vS8XqDMoHpEdFKxtlOtq7lW8oKhqX/NPOnNcQWa8mWikv5xzBM4RJU1sbK3+eU3+eedvb3laUIxYZN7M4QEcPCxikXVCOQvwdnX26rwfkSVCG8hbpDYx1faL4p/e6iXzcnb1ZaK9Pn/rk+9Pll1+U3vL7r8sEnK21TLZtmWzbMtmmTLYj92ZNfA+QbU7k9h+joJDtiEU5U+jpGfF6kTlCrtiSZuSrnCcC+bUoC8/BTKa9Oa7F+kuOoz//3dWVBTnFcgmi02960raN60u/048WLO1Oa+64uVi07d25v/VQgjtSR9eKTNYL06bNKV173e3p0stuSJdfeVPq6lia7nu/h6YHP+Rh6ZCDc9/PljdZtzPQJ6PNgr6p/fAs/cmf/EmJ56/+6q+Kd49STKaQq6VMJgEymPXMZU0mkN9IFIGRacIf/dEfFZmM+JGtiVvkt+Eyyrt60M55ochvMtbcEZ7Pv/zLvyyTRclyz5Nd+iQDwr7VLFuKBAUIceICnjkEz3pm8ZKFriNFfVveGRbqyNAjDkHuuIDXj9FDQXEfzkCcNvMxXIYX5Emc3kuZ4EVgkVMWlKd3io9MjP69M5j0OluVr8E6agwKiqUro7R4hc/qUmhIh/uXlgK0CVqQApBpLj7kp6IUqsZCq9LQFA5iYVlxQbCcjQuITyFpYDQuLiBuDOtVjWOIS8VIo3FelrD7vetd73pXSYP0sAYRiDz49JY8KPTRXNBNqOQgSw0uCl/axSU9Kt5Ys6/50JZ+7/d+rygLUU5NhOCITgUhoMWpwal0iod8ulfje/zjH19cwFz00iOEEgTe1ZoX6QvouMrZe5UZ7U1dqD/jQqxk19ynjpV35BGcE/wdeWh29Om+Hojrju5vxVjXJ4p/Oq4Pd3Zkysx1m69vHexLne1taXPvhnTVjT9Lbd0b0gGHpLTigK258u4aCe1bchzWDeZ0D3dnq461K7B8dyO0b8rHzeOH/M4xw2TePUWhu4ty35vT4+tSW3K5ZIYbzuWUdiZtfdnytShWXvX1rMQM5/Ie2pI62rNik393dOTyztfT4LocNpX7Fy4cTp35/NDAYFq4KJOzTx0OZWUol2dn14acFmPwt6Uli+5K+yxbk049YUG6z/ELUtfQTem6S89PV/7s82nbmkvz/YsKubcND2SCjv4+0p8GcrL6+nN6cnvZ2rs1bevfkoZymjo6BtJg2pbv78t5X5CWL9u3eK3ItV9cckU69ZT75T57YNq0MVtuS7PFnvWhe3QO3jNbhG5LQ8M5rrKurHOH/Ibmb/LAVpH2Z0bmZBuZ4rN/FG0yhjJOBrIcKfp+SwsDhtw3BCU+RMejRx4iMQYCa9n7WKmsX3KdvNFHvAeZ4obw0Jk34r0ImQyXNuniNfUu8eIDPIFkxceA8jeZJv1kJlJm8EgDEpV2xC9+ioBnDPeJExd4HuE+8pGPLEML8iGdrkVZ7Qx23gYeByHUEQKNQAESygpIpll0F198cSEYAWHQXBSAxKsIFinSQBYKl4BXCO4zFolcFQ4XAiGvkFWEilGIyAG5s74UhDFFcQLSJNw0BNcIPS4RBcW6VrCIWyGrhCIIc/qbwnIseC/QdsOKBGmkfdIAaWjcJ6xqCgBNy3kkDLQxz3unNMkTKEfB3+KiGb773e8ucYmfK/pFL3pRiVO5yr845U+ePbszCAL1HulQxjqJ+qOUsJh3piwqdh9B++qi1Id/0zweWzH92Ge/A9PKLItOPOnE9KQnPym96MUvTg9+0IOLm9WMYkr4d77z3fSrLOd6tm4rMnHbVssFbSk50ucWL1ycVixdkRZ1Ly67ja3fkq3rTJb2eCbveOJ469asXZM+8tGPZAPi+mytLctyNt+TuQAfECn6eEeOuCuHJklob4FQyKXDUj9yl4wmXzwTwy5kPfnyu7/7u8WAICt4DxE0a5ZM+sM//MMiU5AVUmPMIFXyDh/gDbvVMTg8T4EnZ8h8vEFeek9Yq+SSv1nY3hPkz1DyTnyBN4JLTEbELZ5jCCHMGM7EA8rOKg3zOrzf/fKJ0MlSfEE5kCb8wCLmrUX2OArX7QqmpDdHZUWhKADnEBnLFdkgAdarCTaIBhnKFOEuMzKvUFSowkdiKl5cClFDkTmVpoGKG+E456gSVKz3e7e0qAwFZjE4LcWzSEvcrttykKtZAZq1S5NiNapM7wslYiJofNC0HOVJY6QQSK+JS5b30ArlJyA93iXd0h+NWPq8X2VrrNzOylGDFAei1aBUvLJsdh6/vV98OwPlB56RHg0ZsUsTtwrNOSBdAemu2H10ZELtKP+yFTyY237KytfAwtTen9vC0IJ8Nh+Hcz0OteeQlSHdrPQ1pkoOQ7nO8/XdDkO5vc7rMLkyaB/uzvUSIf9dgvrKYTgrzcNZSd6wJm1ec3fq3bY5rdhnaTr5/qekJ5z5qPTEJzw6Pe7xx6Trbzg//eBHH0pfOv8d6Uc/PDutuevS1Nm2IQ1n63OAbMw1zVs/1JsNgJ6Facnw/umAhUelpUNWdXRnGTcy8ZQn8IgjDktf/vKXipxYfff6bMdyp+fbGtBjfZSho+zbnOPdLjcD0aeRKguO25ccIptdcy955xirF3gRkRkC5ZLlRka0ziNipI3kKBjIj5eShYmcyRMGlncY/iOv3UOueYfryBH5k1P4IgwJ590vDyAO8tFRWqUFF7jX80GeSJ/HlCLB7e5eco8BJ594Awd5FonzGiJiFvg3vvGNknb5afVKToRJu5EVgMRGCMJBcMYTzjnnnKKhmGnGzx1EoAAQIIJDfjQh55Ee8uDTR4IqULy0HXj6059erDmfmlIInlGZ7mGVqgjExhrjUlDBBvM1CiTF1YFAWJc0ImTLB6+wuSVUpopWyNLYJLGx4L4oeOQvLdLlvcY65MF7bXPI9eAdGpH7EBpo3BqX51SyhqcxsMBVsjL0LC02rE0kiBgjRJzSLC5hZxDPCWAmuTJVLspK4xWXd0CUSfOZil1H4c4clOBwJtPOjqHcDgm5n+U2sjZr6QdnxTTXpVnIZdmPOwUkm0PZezD/udvw9vmMKM/dRaHC7fWgLLPQj69FlGjbU/fiJal74dJct4vSYF9WpDf7wEBHlnEHp+NPeWA6/kRjlF25v/nk38+z3LwpK/tc3JaWdKdF+Xm68LatIztlNUeCevp68rOWKS4qxJKpMMdzdSaCS9OSJUvTox91evkQQ9lhK4sCsnpwaCCTrcRF3Y/sOiWQO4Lf5ChSZA06R56HLCYLeBsdER0r1L2Uf3IbyZJjnhGQGxlPNpLzhhM9jytYloKxYfExxFiNZM2HP/zhQpLi817WJXmNwBkx5JS/3UN+W53ib0OWiJVxh3wRpOfJS7IUF1BOyDZxsbalQflwIzMMucKRuSFGlj0DCZ8gY0ab8kHUjMSdxaTJVgHJCDgqfMQhgwpLgg0k86dzsyoEJEeAcwuHe1VGFJqMKHCEp1IUDmJRiaASkRsScr8Co4GpCBUqTsSsAMWB2GhQiE/B00hUtAqloWgICjIag0aLiL1zZ4gW5Fm6QHloRN5hqrz1tFwbr33ta4ty4F6VipyVVwTalLQjWWVAERGH9KhwU+cRtjzIE3hnKC/eG38HvMf58eAe6XX0rLI1C1CZqLPQaHU48A5/A5KeKP6KsUEu+3KMkHk2l2t76t28MV139c+zVbM+nXTCIWnF8ny9LVsSbdvyDbwKOZS6INRH6mH3EQJ3vmKSbXc494XyL9cEksrlORIsDxKG01B/JsSuLBs6s9Wb9eqOoZ5cfdtynxtMHUvWpn1Wbs6W3MJ0/HHL0777DKWNG25Ot9x0RbrtV9elO267KS30paH84PJ9lqROyc3VPrg1hywCOhZmwu218UZXlh/2U9+n9GVjj7/M5GFnK/Jj0SKWnvbVlgYG+3NbGpE52k9b2z39mWzS/8VBHgE3L/lN1vL4ISeGCCOGQk4eGT8lX8lUstdyQQRMhpq8St4jMHGacIQHECMSRdCewQdkJI8dkIWsZZOnGBfks9UWSJXs9JusRJx4guzmNUV+5C4yRJz4Bld4P2OFnJNPcg03kf/yg7i5knk7XTfT2vu5lclhvCH98itt5COy5W7eWUzJV3+aQlfFIQOajoyEfx0Bs1Rdk0Amuwqk+ShwE5/EISMqyTmCnTtTYdNEFKoKdlSIrFwV6R2eUwkaCmtRA0G2iEq8SNt5FatwX/nKV5bCFr+4VKLK1xg84907C3lWQd4jqGiTshAtAlOByFIFu6biQblEXpQDkvUFHi5yyoIBeXmUXvEI0RH8lu+wjL03Og0gR2ly33iIdDtqsOrMrHHv1ji9L/LV+g71PlH8FeOgwXWlVHMX2rp5fVYeL85tY3068aRD09Jl2hfLtjH+zqotRCHcUx+7jkq2k0PDslWW5asHlCC/nWtLWzZvSX1be9JQb1/qHM79Z/Hy1JED8h0a7Em333F7Jp/l6YBVx6YTTrxfOvaY43P/XpHWrtmSbrrxjkyat2Rhf2fasmEgk+2ytCj3987Mgz6p296d++2wNaOGuyjEbenww47IsnB9+tnPLymrL/Rh5LawEG5Oq2VSmbFZu9zMbSUPI9C/ySR93r2MHuRFHpM1ZCQ5TbYiZVYvWUFWIrbXv/71RW6zOhEh2UqOWS7EOuSxZDCQf2Sac0g2DCVyEjfgCeTtfeQ2Q4urnJwko8g875c+58lDBhvycw73cE3zdHqejEWajB3v4UqWRh7Q4B73kGW8r/Kv7KTRSgzlYniRgkFOGv6kFIi/KQ8nwqSX/ni5jIcmFJBJ2ofCQ7QEs4JgytO2ZAhiOrVKAcJeYcooYhK3ykGkCgfEqfJpNd6PaPngpUFhInTuBBXgPuTFTRFpkQYFRmNRwK6rXJWvIYH3iodSsDNwv4ajsZopbH0qt7R9j7mvKQwaj7zKi4ajUXg/l4V7/eYmFqSVFqasVDYow7BE3Qve20qEu9IAmmSrfKVFg9bIpHksaDa78p6KUcBQjd5HRnf2pXV3XJu++KX3p609N6SnP/MhadWBFFlzCDblG/LN7i9jrrn/DGcha0f73UaObD5XYVFaJgOKrvLPFVlIdiAfhe0eCOiycf+2bI3mMGACpLkZnWULx57hNWnZioNzn96Qhf3mXBWL07Klq7LluSytW9uf1tzdm777nZ+mTRuH8rML0qpVR6RTT3lglnunpH1XrkpDXQvSUCbNzrbu8pGDnp6B1N21uGwU8Z53vy8r798ra/kf/RuPzlbfw7JcNUQ1mGs9t6ncd20G0t62oMjZGCoiB/TtkC8hH5ARQ4WMZOB4hrxwJLs9Q/aSTYwocgqhsQRdJ6fIFXLdNTKdrHQv+esa0pOOAMJz3TNkOYPEvZ71Xu8jT8khfzOu/M0gwzXSKu3SIT+UhnifZ8h2ioh7WeK4wdAZeAYPuU4W846S2dLsPG+luKOcdgZTsoNUaEOg0BRY/K1gFUATCsZ5lh5IgspwXyQesYgXkKi/FZAMBqICVUQTYXEht7AiW+E5BTkaVIj3hNU4HuJdAQqGcVpTyTUy64i5N4AlLU6VRvND8MYXuF8MwHOJ0/6USzQ6jT06QJQpKD/lGGUYcB5ay3wsiFu5CsaIjaH/5m/+ZlFITICQv2giUfb+3pVGVjEGmmTr2JHJ9vZr0xe+9L60rfem9IxnPSRbPIYCKtlOC/YA2ZZ9rxctyVaoOR0dabg39yeT3bqzcdLVm3r71hbCM6bb1q4vL07DmVh7t3VmZb87k+yidPttG9KVV9yUrrn6pixDBtKhhx6ZHviA09PR2arb74BVWc5l4lm2z3YrtasYH1/84lfSu/77XfnvtvSc5zwrPfe5z0lHHHlY/ls6t1vfBV1FHpFLIe/IXX1dPw+5w/CI6+5HdE005SD3K5INNJ8NIO/meGfwBJnmfgRIDjNMkKA0NGV5yPa4J+C8d0mLciAfPRsyjJzz23N4RT4Zht4XMjfSK0+C89Llfun0jBDndhZTQrZ7M5qKhIL2t8JXmcjeNRUI3B9mHtslClHZvMOUfA1PQ6IdmWRAI9QQgJuY5kRbdJ+4guD8nipSi4Yj3mgsgnPSxsNg/FyjY4lTFEKrrZgmDFEmh1PvpvW5c+c2tnAw3XXLVelT57wzdS/YkF700jNSe6eJI9nqad+SO2tWinIYIdrc7gpZTIItxbWXY3yl06YmE7Tv3P/6s2C2baPdqBZQ0MWZ+/62bQNpwSIEsJ3AYpOPOBZlxnF7OZfyvifYevOe60hAWnxcIpNyJs5hSlXbyNG77rhjTbb2bko33HhzljVr0rr1J6bnPe8N6fDDjsxK2UFp4YKlqSNbufJ1xRVXZYX/gvTJT5ydZc3a9Dd/8zfpyU85qxgZy5czMnK7y3la0D1icAQNhCzbFZCLTbkCEU/TqGnKk5BvzetITn2FzItrjJQwKiIOBExWkcHkcausCsJsno90NuW598W9yNM7eRMhzk8VKtlOgGgU0FqhiIqbmmZFU2PN2joSmdpAQwOnaXFhc1NwdXNhIGL+/hj74M7YFQ1pKiEPGpWJCKxy7hFjJPLU7AgV04DhLGxL9yOgCd0t6VfXX5ou+smX0tDwnemBDz4sHXOcYQzr+TbnEG2PQCUwJkm2k3p2jsCuDmOBstLoz6NhYMvW1LkkE2ob6ynX1cDWNNBrqV+2TjuzZcRC3UG2jkG0juq2KV7jXcpdoGy5N/52XaAgqNvO1D+QSSxbvm3tC9JA/3DauGlruvPO1VmO3JXuuOvorCBbvvLI9IiHPyodesiRud+SJT6swMrrSX/x53+Zvvb1r6XHPfax6c2//3tlaGjBQoSWibEoGuMpIxOjKR+bcJ68bBJn/CZv/G565YL4wL3kUqv1zBNIVo7mrfQuhlAQrHc0LV7wDhA3BJE2LdTRiH2qUMl2J6DQVVS4GUCxCVEZFkb/7//9v8uMNkQbu6EYPzBb2uA6jQmRGRfQkBCtSm5ax85FI9X4omHsLsQnjeKPEGkXvJ9L28Qs72xuZSmM1pEqpgYdKQvugZ7UpV3lYu7rMTnq0nThj89Pnd2b0yMeeVI66FBfn8rC3Z7IxX2crbHhLCSG8vnyUYJJdN9JuaDnBvq3C9hRkctyImHK/sw9ofSDsj419xF/F5mQeXLkQwdRB9t/x4SpHWF0dA5251u9fygbvch6MB9HQvmd/w1l0vaK9k77/S5Ine3dqae/N1urG9Lqu05Jfb0rspL/g3TxT3+e5cuB6clPenp6+MMendO6sHjaVq9ek973vvenCy/8UbaCn1N22TMGunDhyAfnu+J7uy3Q92Gi/h8u5yDSJsgu5eSe0QjS9XiuKWsQpedayZI1G15F47eO5t4455kwXJpgBHm3d5F18T5GksDb6DkrUJppbKZtqlDJdicQZBukqHJAJdPCWKv2AbW9oVlvb3jDG4rWZEG4Zw3cmynn2DrG2oqdbeS7C/G3Vrm1zdzbZvaZjT2+661i6rA1h8HU37M1dRXNui/d+MtL06fPfW9atmIwveKVT89Sdm1uC73ZssmEW4g21w2izYRb3JDFMtpdEPR7tzKFLMcG6258gdqWBe7gQH/q7+svE4oQbmeWA0UQd4x8InQEuU/9GskKGSUJ23830DmQlSZkGxZxkGwJyDdbViY/5Xru2/4pwY6O/G4u5hxpT+9Ds/wx0WgoE++a9LOLL00XfP/CbNH2pcf8xpll2Q538xWXX57+5m//Jvfr9rLjk/WnBx64//Zxz1+fABoyQtgZwnEfmRhDbE2jpAnkhjB59tzDMCEnec+QW1imZJ/f3u23dIbcNKnVshzyylwYeyozakJpiiO526pINQnULGrzZZwTt/2ezZQOyM9Y+dhdVLLdSSgmFe+ogoKQaE5cx7FPMa3RBAGVFROfrMkSgpxdo0Wxbo3dagDRsDSSgMbiXZMBbU4chEIIBvFKq3eaHKDhmg7P4taApdHftMRKvNOILEwXL16UNm30CcC2tHTZgnT7HbdkgXl+Frab0mMe96Bs4W7LYjXXm4k320k2DWWNf8jkjo35PMLdTUx2zHcOwPdtx8bEY7ZcjAiguBxzUelDgwMjSx3bMnk1v6e7IwxHmcYx0BS1w6m7f2lqtwsYkmXdtvu4xEhdF8LN59otri1yIRNAvy9VmSjKys31v2Bl7tvtacN6X43K51NXuuvOtenyy65ON910W7Z6BwsZcR1bHWGlgRm/lsA85alPSgsXUPBGvF5NYiLjyCHHne3/7lU2MR5KhnD7sq5dMxPYchwWKJkjXhNblatZztKANE1cIj+9n9wyn4WsRIj2sbdm1jaXVq34ytH/+l//q0zmjPR7ryE7cTjv3eSuo3Pu42G0iYWPD8Sw3stf/vJiEAUZS2ep8ylEJdsJoAGN1eB0RJqaDTws7Havv60vo41Zr2uikXVkGp1KV7E0ORWv0Zl9rKFFUB0amaDBReVPBuIJEg+i1SnEbeyYizt2UKEAGLcQTNiqzWM6MZjroTO3iwVZaduQBfe2dPQxh6f9Vnanu9felMMNaXBofRG+hXAL0WZtO5Nt27DZqxvy+UmQ7STH6+YGWgmvgWxV+v7teCDk9VWgPCMr7k1uzCuuvjJt692W42mSazOMhnv604K+JWU7Tu1gxHU8Qrb3/B5OW7ZtyWRjnaxxY9/2zlZuIdz2NNSxIvfhBalnG4tyUdpnBXLpSLfeckf6VQ4bN24t60FZuPo6stLXya0nPvHMsq5VfGSC603CDbKdSP64h9xqguxD7DbXsFmEOSvmgviWufg+/vGPFxnkgyzS4ktoiM16XGt3PWfZjn0PLJ00rMVA8fUhw3VkrXfYK+G3fuu3ykQpzyNqz9q1kNVsjbH5M561TNS7ETsLllGBaO1t4F0sW8tFkay0kYWVbPcwmoPnTeJl+WkYxmTNJEamdhnRsFQ6i1WD8DdNSlDZNC8BkK8KVQXRuCH+FpodYHcgzTqDd0enEG+QObexNFjTZgKXhkmYIGPnkW7F9GAok6cPj++3cv+0LpNtT+/W9LCHnp4ecP8T0213/DL97JIL0oZNd+ql7i4kOxKy4M1k29F+d9aeRnYT2y3MA8vWh9/HRCbbtgnIlnVEKPdmOXB8FtgUaMqyvn/Rzy4sH6ofKcMcyvjr9rDjd2v8lN6RNC3sW1z2UXZuhGAdRyxlbuTh/Py2HrtNLU5d3Tl0Ls6ywTwO/Tql/gVXpRX7tmVS3ZI2btiSLW7bxC7KFuuyHJbktC0pssSuT/ZlR0rIhqKAYHwuT17IBv291ajwbCuRtiLGbEE8QDYiPHu6W9lANpIjsaOfj6l4v3sYJy984QuLfESstvj1YRiubrtMIWl7JZOlNgriRrZygvXKQrfig5xi/VqSZMeqd77znSXtCNT9Jq76IhrClSb3U0DC+lY+tgCWhlhK1JT1U4VKthNAY2q6RlSExkW7Uvk0LRqbAXYNSoVHI1WpjuHGdQSNUhCP63EN+bVei2d2F+LUaATxIdMgfIqEjTU0RC5jHVFeKQ/SRKOXh4rpAbI13rZ0qa1Ct2ViGExHHnVE2md5V7pz9Y1p9dqbU0cnMs1dFOE2yTYfOzpW5/OTIFuW7fDeTbbjI/ezCdzI6zMZIKll2cK1VGb16rvT2mw1mXjVlsXCsccdk+9qEO29CFfZjka2MJzJNhPdUEchVufvsWhddS5bnF0jy356e/3dlboziXZlQmXB9ndfkXoGVqdFC5dmYvUB/I40NODdnWlosD0N9LcVVy0PmuEsyr3fvFgsTrsnmTBF3rgWcm530CRm77AEMj4YY7Ior4D3eY+d9Yzfsmh50uybb6ITlzerFyH/9V//dZlMSl5RCJBtjPEashM3L8Pf/d3flfQjW7L6U5/6VCFbHkMfQ0DM5tOIG6F6N0WJa52lzyiyW55967m6yb0gWbJX3FOFeU+2E2UfgcYMt1jMTXMzGerDH/5w0Yo0WNsxIkiVh5Ddh+g0lpmExh2NRnp0KKTKWv9//+//FaLVEXUG98mvxua5ed40KiqK8NX/EQiBTvBTsu3SZAiGOxLJ6DOhiFNiY4JPCO6ZgjRJD8VZPvR/1h3ZRY792Z/9Wdlqkbuc7KJYyANZIe/kwHhwn/ubQKTcuSxKu+khSeVgTwHWJYsWkC1L8i/+4i+K3OFWVrZWb9ifnVXrufAuupeMQqi+hfu85z2vuJENzZFVZC3L1j4Hnn3JS15SdoKyVzOXufv/4z/+oygar3rVq8p+/MpDvco3md2sL3GGAjEVmJK9kfdm0KRUsArXIFmEZsPZaUnlGzcwBsAaVFEapw6pkjRC52YyhCAISJNOJP2umRRFo9PgXNPA5FnQEFvjq6GG+RT0iSBNfUOfiOEh5IQ8TOwJOeE6GeA5RNca354OSF96pCWWvjhnyYuhI0TIfcpVS27Jg7STDTtj1bkP4bJGHT2jLPwmH209S75Yw2/uincgQO9haUqHcVPPsWSlidvZ8BZXM4R3UZyAjH2oRdnHFo/S7B7DekgeAfuQCsuaW9q9vI/GcMXPyPA+CgiSJf+UVyvkb6pwb5WkYlQg2mh49jD2MXwuCGMGBvU1pkBTE0RqKmsmQzTQ6AggPxokV4pJAbG1mvs1uGYeWuOroYb5FAhwQCAhjLlDTdpBuMghCFl/D7h3tPj2dAjrrEkklvhx7cqDD6KblYsAA5SJXUEQXbwDgVq3zyhBdpQRZM57xmWLgBExGYRoDWV5p5UdylBczTSEPELQziNf7+JpdG/kExwRv/scQwEi81jP6kkgDykgyDaUong+4hLvVKJathOAS0SFqAwTiLhfuEhYs295y1t2uF+5MDQ6QWWpTJXl75mExhuCQB40Qi4wEwd8W9LYRpBwCIvm3zOd/oqKmYa+HUIaCH8BqZjda7yRdRRWJBD0IcBnEtIQskh/1v+Ri6WI8mP8kjtZPyfLyLqQYwhqojzw9AWZBzlRTJwnB81pAQq9pTXIVjlZukNZ4S30LsNxrFRpJZNYnsabmzJU+l1HyvLBVcxaleawyFnqXOYUIhOyQD5Ytgjfs9JK4WA5R32JVxzSLJ7Iy1SijtlOkP0Ys6Wh/dM//VMZg1BpvqZhthtoPOKJios4VZhKnEloOE1hoXOZhKDhG3MyVhEdRbqjoUk3gaHjVFTMV+gPBHQIfv3COZYZ96TxRzNuKd9ITB8LC4zLdKYhrcgmVlSE8QBm4lpOw1NHBhj/5L6ND7vIozztDBAh+RGeAGVAdhrr9k5lYQ8C8kTZIERBeZGfyJgFzMqVFuTbVP5DPjmKE1lbVik+z5JxriF5c1LEZSa5d/FC+i34LV88emRfxAkh+6YLlWwnyL7CV+lmsb3tbW8rmpgdoliFxjoQbLPCICo+Gt5MQ3qkk9ZnTbCdrXyNSCNuarJCEzrBbMlDRcVMofmVG32JPNAvWGYm8rCQuEZZS6DfIGWkoY/NNKL/B6RP2hAicmNEkAuUb3NQLLmRv1a5NhEo594VzwnkJcsZISL82LYW+SLjUFACylbaQHyuxd9NxH2hEITL2NhrIBSjOEIz/vHy55rnprL+qht5AtAKbetFA1Sh1n/R/rg6wu0QladyNORoaCp2NnQ2kDaTFOwWZayGJk4r1KlGI1qYLWmvqJhJ6BvRF6J/Iy99x9GkHOe5LskCckHfIhtG61d7Ek35FJAXck36kR6Fm7VomQyyNNmTZei+scgogOzAvd4j3xGC4MURJMiabJ5XbvGbFSoOZaYMxRnlDiFvHaU9SFQga8H5gLRF/j3TqnSMJ5+lZ6rrbmZbwhyAiQNm7prFZkcSS3y4Q1RGq1YWFavCHVWsczMZNGZHncs4LZfYox/96B0NTz6EgHs1zEAzrhpqmG8BAYQAD6uNhabP6D8sWhYa9yQLmABHAuDYGt+eDtGXGQpm4QbkKUjNRE8zd6Wf18uHSZCv/E4EMlBc4idj5F+c5E48j9CdQ36OkS7PxfPSojzJTeXG9excMw3+FqI+1IF3gmfEBXEOwQe5emfIamnkbhaP854VIm3ThbqpRUaMKahIhe4IOtDZZ59d3Me01n/4h38oA/IqVUWb+h/jGzMJaW42plZoXKbL+6i9cWYCQucwPb6iomJy+P73v1/2R7cjk7FAVmEQRQj72QzptJMT793b3/72MnnK5E9riO1N3ARZ4n5EFaRXsXOY95YtLSjGLTWkcGtYE2bWsenr9ui0pZgxGfchKoglMzMNxN9qYYe2BpQJ0+wJAsqB/JosUFFRMXkYz+UtstyFbJhr9gv5wVo/44wzijJuXNWmPZY1sXYDZCPLM9bkV+wa5n2JIdgA7Y4miqQQLW3VBIJohMgVqQWxaaQzDa6P0dIRhOu6zmPXFJ//M5lDR/FMM+8VFRW7B6sTeIsM01geqG8h3bli+cXQl3X3vn5jKRPl3ExrWzsGwj0LIV8qdh7znmzNlgNjM0hUR7E8xqQok4l8NcM4rUkD3CfRMGE2NLZWDVMnkIdQCigQBABFwbo0E7tC8w4LvaKiYvfA2jPph7Vn21ObNBgbjX4420Hhls5Iq8mTb3zjG4vyYFtHs5R5+aCpPMh3tW53DbW0tgOJIiTaqXWo1tBxH9skm0XIQjQRIhplU8ubSTQ7dOsAv79N8DLL0Fc/uJB1EGnnWp4L40kVFbMZQTj6kg0bKLAIN9a1znaQH9Is/YwJv30Rx/gzIFy7TDFGIk9+ky0Vu4Z5T7YamIajsZmhZiNsVi2Ll0uFpmcaOysxrGCYjZqdfESa/LYO0MxCiEX3oIPJT53gUFExOehHyMekKBMOWYQUdeco57Md0k+WkQlkILIl76y5jU/UkYlmKQfImKqo7zqqZZvBHaxjxD6hrEPuYyF2W4FoYO6fLUTVtGSbVq4lPr5baUE5AUBR0Il0LPloLv6uqKjYfYSCSybc//73LxOmuF8R7lxA04jg3SPfuMZNCrX3u/X5VmXY/J9BgqDJELKkYucx78k2CNQyH1sxGq+1p6ZGZj1tkC1S434N65FLZTa4kmOSk/TpBAFjtbRS6TWFPxafx/o1mAuad0XFbAbCCfcqzxF5YXmgtflzYQJRzNsgR8gMCjulwbAarx7vHu8fQ+Siiy7aIVPA+Yqdx15Pts2p60GOtDMNC2ifFnCbeeyjxA95yEPKHqE2xW5CI9SpmoQ2G8ZlIk/SF5q0PU91dB3eR5MpFNxcQBhEZ2lqtBUVFbsO8kB/orj6ffjhh5dJiPHdVp6lQNPSDZKbafB2AXJlzQZYuLxfhp/e9KY3FQX9v/7rv4oxIr/kjr0JgKLv3FxQLmYSez3Zxp6mTQ1UI9G4nGPxffazny1uH5/KY9HaBFsjnAuNJ6xUFmuQp7R/5StfKRO7TIpquowJhHimdo6KislBX9Kn9L0Y0kG2xm/NSrYfefSz5jDPXAGZ6aMlPsROrnzoQx9KP/jBD4oCH54x+VIOIVcqRse8KB3ujqZFCggXQcWXO0xvt23ZWWedVTqKBjQXOofOwAUU+aNAWIx+ySWXlEkONq+IiVGgQ0S+muO9FRUVkwNS1RdZt1ywflunytOkrzXnecwVYpJm62+N3xqPtv7205/+dNl/IJQIeRNalfcqX+6NvZ5sVXhT62qOUxp/8HkpGqilMc961rOKVsrNzC0yF8gWyXKJs165zP02vmLZksXplIqx8jEX8ldRMZtBvsS8CX0xCIcbGeFeffXV5ZNv7uFNA7/nUt+TRwoE+YhwLW361Kc+VRR77vCQsfLuXKDKl3tjrydbDSCsPo0iGoAJUZ/5zGdKw9ExTATQkHQE90XHmAuIsRN5u/DCC4sSYSZ1uJWjE7RqnnNFu66omK3Q52LyIYR80fesArB/OivQt1sDZEyrp222Q3pNtPQJPr/to2zojWESciRkZqucqRjBXi9tNQwdgKWKRBET68/MY+4QO0Oxak0EcJ+GEzOQZ8Ns44kgX1zJOrVGblP0Y445pkzwisYfkxdCEFRUVEwd9D+yBcgb1h7l1l7kVjRYhse61QfjvrnSF03q4ko2FGX+i2/d2r6WDP3ABz5QPi9I9gTInMhjxb0xL0wbZGPcFpEapzVL1wQijeIFL3hB+byUhqSDNMc354J1Gw2be9w6OJ34gQ98YOn0kX751mGigwf5VlRUTB7Rt/QpfU3fI2+QMGuQXEFKsUpgLsiVQDOt8mg+i/Fbc1t8SYx38Mc//vGOZUDuCTlTcW/s9WQbxBKNhvvYxhUaPzePrcl8zUcHCQLyDFKeC51CGrmouK2+/e1vF5e4jw00XVvyFq4eqGRbUTE14EYNxNIefVJ/owjbLxn5GNoxM9m5kCv64WyHWceRR3kyI5kC8cxnPrNMvvzSl75U1t/G/snyV8l2dMx5sm0urNZ4kUxYe4Bo4pyv3/zP//xP+uY3v1k+BG89LXIC1zUsR42qOZV/NkA+YzxZkFd/A+I0q9pR5zbJy4SpsRq9fM4FRaKiYrYj5ktAzJEAHjJyhFXLEkS0PE+2UA2QTbMdXOKRRzJHmskfQ1V//ud/Xs5bzWGWsuvcyyF3uM/JpNkkR2cSc55sm6ShcWvkTZKhlXERI1zu4x/96EeloZx55pllTGUuQIOVT0HeBI0+8s5av/zyy8unvuQ/Okcl1IqKmYW+yOK1rJDbtTm+ORfmhIymsJOzvGe+IvbsZz+7yBmrOr761a+W/IbXLD6iP1oc8xFznmxVJo2K5TdWw6CdmaVrurplPlzHGsl+++23/a7ZC3mTL/kYDa7bA/n2228vVm3kaS505IqK+QBeJjvTISGf7ZxL26Q2FXYWahCpPFla+LznPa+s4pCvj33sY8V76B4WbivCKzdfLd2O/5ux/fecBtKJhsG9KiAokxfM0P3gBz9YPjVnNxTuY+vGEJLr42GmtbKmZqgRC/6WX9b6rbfeWr5Xawa1iV60yWaaZzr9FRXzGfora488Im9++tOfpuOOO67IqqbbebaiKT/IHPngVXOebLKto3xQ9m3liEitLzaeK78hk0cj2vkmm+a8ZQtBqgGVGA1CI7DvsTEFGthv/uZv7hinnWvQ0DXWaKSseVunOVIiwoXObaWRu7+iomLmEB4mRGWeiO1Tfa7OBMy5gLBkgYwla+VFcI3MMWHqpS99aRmuC3cyOeUeGItgm+fnA/YKsgWNIIBoNQQuYx+CN1vOlPXnPOc56VGPelSZtMC13NwzeC5AHkNTlD+uGtokq9b4STTumDSmHCoqKmYOIZcQkX5qnapvTDcnSs1mhIIfiMmVzTkjLHfLDXnWyB7Lgb7zne+U6/4WB3mFaJVHlMl8I9s570aOSgSVGhVpqj2rzzgC7espT3lKGas1pomUNJa4dzw0NbHZgEgPi51b3FdF7IFs/CQ0z+gElWwrKmYW+mLIG0C4tnA0BGTDi5jMOJuBFMmdVlnYPE/usNr9/tnPflaGt2wZG18SapW37iO7d0YG7y2Y8zmNylLxrNWAGbq0K6RrHa3Zx8YREHJoZ3NpogJEY5cH+UK2SNYYifxr0BqwvDVnPVZUVMwc9Ft91tgmr5rd6iwDam7hOFsRSoJ0h+fMkazlIo81uCx33/F90YteVBSKL3/5y0X+yrf755sVOxpmPdmqpPGCtVygQVtwrWJNsbfM5wtf+EJxG7NquTns6KKBeA40fs+NF2YDYnyHWxwoCVdeeWXJu51c5FsAyocGbuJCRUXFzCOGdeDQQw8tfdNnPLlbWbjxzVtyKTbGGG0270wB4TJQgngdyZtYZkjekDuG5Sw/fPGLX1w2DHrnO99ZvhFOqXA9xq/dL58R33zBnLdszb4NTYtFp2K//vWvF82RJWscgTsjKlYjCRJV6bMd8kZT9EUfm1WwXJGuKfaW+rRuUBGKREVFxewAmdMkliOOOKK4kFmL5pPYnx0o1TGPBJHNFZCn8gJkrjXFrHdy6SMf+UjZAwDZCrEzn3zGM/MFe4XDnMaEbGmQGu/ZZ59dtg/z5RubZvsofGCipT6zDaEQ0ICBMmHNMHDbaLQItxUadkVFxcyCXAovWbhcbQjBANB3uVoh5Ff8Hq1Pz0ZIM0WCXGUYAKvdsJ1ZyvZN/uIXv1iGvJRBUy7J53zCnJfILDmuDNojEvIlH5s8mGbvs3m0RppU04r1W8NoWoSzFZFGVi1N0Gbm8slNs//++xfXeFNrVh7RuSsqKmYWzX4YZAQsWysIzEo27IW05uLQT9M6JVeDQBkClllakugzpu9///vLpE6ymnHkObJrPmHOk21Urm9GclmYgayi7WyiMSMfrtcmNIq54m5FpFzIYKwW0VIsHvGIR+wg1lZUoq2omB0ICxXRNsmFVWvdvzFOlh+rN4wC/XuuuFibFjirVbopDmYhP/KRj0yve93rigwzdmseDeXCMyzhuWDsTCXmPNmqSK5VDZZLhrVngN56NhWPeFRus2I1irlCSAhV55NHkyZMq3/MYx5TptmP5iqWr+pCrqiYPQhlv0m85JZd7HiorJy48cYby7UwHloNhNkKpIlcDXORsSadymekH+GaxOnceeedV+bThCLR9DbOB8z5dbY0Jd+mte+xCmbRPu1pTysD9eEqbiVWDR0hjWUZziZInzwYg7bVGyv3Gc94Rpk0JQ/y0rTSm/mZC/mrqNjboQ82FWC/428ToXxY3soCMosr2bW5ZPWF/GlNMxJGssaoTYwyaZV3zt+GxZrlMB8w53NqVu63vvWtdN1116X73e9+6YlPfGKZoayiWYShYSHe5rIfmCvaY2jCLHcucmvaoiG7JoyWl2ZeKyoq9jzGcweTRzxU5JZxWzIsLMW5AtYpkiVrQZ7IIiQaM6q5yx/96EcXuWVDD9/dtnRxLikUU4FZT7a0QlpRWGkq11EwEeq9731vGadVoa95zWvSySeffK/KR1JxNGbiuUBcm2k0O6TfyDPArWSDis9+9rNlqY98asiIVlnIg/w6NvMG80lrrKiYjRhv9QN5ZL3pE57whOJ+tfUqK5fsQlpA7o0XZhqthClPTbljQpThL6tC/viP/7iUh0msVo1Ywhiyj4IRa4zlK/YW2Jsw66UxQqERqUCVEBVJC/za175WPjDgKxrPfOYzywcGkA6ymg0NcWfRTGuTMGNM46qrripjIix2mnCsxZtvmmFFxd4GbmNDQ9amGioyLIZ0kNZckmHjgYVLgWDBP+lJTyqTwc4999wy/yQ2JWI8hPFDBo6npMxVzHqybTa42HWEFmQ6ua/5ICEN1S5R9j1WUWHVzoXGKo1NgqVMhEJBadARfUIPwdqaMfYabVq/FRUVcxesO9+7ZVSYl7FmzZpyfm8hW0TKMLDcycdgTAqz0YXVI4ymmBQWBhUg2zA29hbMerINDcds3NB8aERmtZnBp/K4YUwuiEXjoNKiEmc7Wt2/8bexD1Ytbdf+x0cffXQ5DxSPuTLmXFFRMTZ4rMg5qwx8Ecg8FPIulO65jOb4M3lsOeYb3/jGMkvZp/jMQzFeDcqAXKN8kPUh7/cWzInaRCpcEVwrxmk/8IEPpEsuuaTsd/yCF7yguI+Ra3Ps0zPun+1ArM1O1dRmjVvYgYVVywWjU8ZYDk1xb9F8KyrmK/RhMoAVZz6GT4Eaz4y19XMdrFqymLwKaxXRWp5pw6HPf/7zhXRt1gPhlYRWI2SuY9aTrcpBRirBRKFzzjmnfFHCWIcvTNj2TEWqmNiBZS7N5oPRGpXOdv3115dJBPIY+6cGKB97m+ZXUTHfEMNBFGr92ZpU6259nGCufZVsLITHEfGSzQwGisWrX/3qQrLf/OY3y4qSWKsb3sy9DbOebKMxsvJsXEETMjb73Oc+t0wnN2Go6S6mRXlmLlVY00KlWFAwfELPujQ7zFjuE/ew1ut4bUXF3oGmoq3f22b2mGOOSRdffHFxJ+8NaH6zl1JBfpl9bQjQhCmE6wtIP/rRj+41FLi3YdaTLU0HmdrIGtEaUPfZPGSLdGmDiCjGL7mSY33XXJk+3iRbnU8eWLTXXntt6XwmRsWHCCCUi6bbvKKiYu4h+j6iRUT6PyPCRClzNeY6WOcMCLJq9erVRZ6bCMYYMmHqFa94RZHXP/zhD0tgZMQSoL0NM76DFBJR8NwLSCQsUq4GFaMRcqm8+93vTl/60pfKNoyvf/3ry3If11WkZ0JDdC7Q9P/PFlAKQjEACkEoBwiWFmg24kc/+tFCsr6eEZa6vMpnlFH8XTFSrtpKlK1yEbQpCpnfIdiaZRbP1LB7QRvUPpVjDGtEmbo2EdynXuZrUHbKTVkJfpNhPFiWNpqlrDzB+WjXzfY8HpptfSbAdQzy1bRwyWb5tROeuSjm4Nj3HQGT7VEOAe1kpvMyWcw42QZx0Hw0sChQDUxl0IZ8Mo8L2RZfL3nJS4rmRwv0TLNCZiOiozQbSnQSR/l3j4XfGphGaIKEfPtElcYnj0Kr8NrZDjdfEMLKMco7BBQ4ttZD3F/D7gVQps1+2LxGmQ7yDWINtNbLfA1AloU8U076PyMDGfHgsQbdG3IRwiAZDxH/bIW8kHnk4K233lo8l4YGudLDyIDWfGhHyinKYi5gVuyNrAHRgBSoQgwhyOozeO7zTPz6L3vZy8qkqFhrCnOhsJtplEd/xzlHHYaiwcLV4MzO8/uUU04pH1ZQFkJrg2sKsPkaIv/KJkIrCDGeE/e67n5tLibSRTnWsOuBy08bVq68CILyjXPadoSmIhT1FL/na4jyQCx+KyPkE+3TrlIUbrOUQXmHtRhENB7EPZshv8ZvfXOcR4/sMzmU7EO68hh9Pfo5OEY7mytoywmeUdNII5OE0NDsKEKbc85mDn//939f9tPkPv7DP/zDMjM33M1zqaDlp7XhO0eJiJnGOhfXkckRPqZgxt54ncXzwnyG/IfAaiLIQLuKMhqvLCsmj9a+HC7SgGvORd34OxSe+QpEowxiSZ+/tVO7SdlHwOoLG/Y89rGPLSTMU6BMg3CjbY+FudDmKRDSaULoP/3TPxUFg1FltjIlQ17lWZuBaF9zDTNOtqyO0OhAY2LV2WHkPe95T9kT2Ldb3/SmN6WHPvShpVEKc+VDyxoIASPIJyUhOoCi91t+LGa3kN2MPARspt6hhx76aw3LMxFgLnSm6YT8RwDlzSqIMg9LSzkqe4It5gkQbNpfxe5D2Spz5ajclWvMmCdE9eVor865N0I8O58h/+RClEkojtqtmbk/+clP0qmnnlomhcamNspZeSPfifr/RNdnGtEmoq/yZP77v/97yftLX/rSsh6XG127AvnGFcpprmHGyRY0HsmIQjR+aeOKf/7nfy6D5WascSHTcFRCDLQr+KiE2Y7oSAENC8laO2wWnrV1XCkElFnIhJT8KovAaFU1FxvdVCKESZRNdNwQXoKyVk6EkzYTMyR5UMKiqNg9aKParDL3m1KjzNVHlDlEPUV7jb/j+nxFyLCw3PwdZScwKsg7btWHPexhO4bQ3Ov6aDKhidlOtuSbPMmHdsSF/KEPfSh9/OMfL2Xy1re+tXxcJrx/0bbCOJtLmBVkqwBZHDoe8vnCF75QvgyBdH7v936vbMeIdHVoDSwaEJKeSy4FRU24m9JvbNaRy5hFyz1umY9vPcaGFoQXQohnA/IfYRZU34wiymC08gFasaEJbcWsRxPrkK+/la/fFbsP5WluBeHnN2XYrHr9koAMZSb6bZBI1NF8J1uIcnEkCwVQprZr1X55Y4xhWndPKdeWeRAm6v/inM0g9/VD0BelV57tm8yr6ZOpgq8GhZEVisZcw4yTbZMwJeWCCy5I//iP/1hmpSngN7/5zYVoIbRAhc06MUNvtoOCIMinDoNgKRHcxsZkzKzmJrJxBS1PGdBmuZJ1KA0wqsix2TEFcc93KJcoI2UTloKgTK3dI/QJqVYNeS522tkEbVC7JjCVt3ZLWCJRFklzMmMTUV+en88I2aA8yEFlGDJDG+XhsseAHZaMZZINp59+eilb5KNNj4e5UL5korzIK5Dz3//+99Pb3/72sg8+dzLvpn2Vm/18rmHayVaj0YDAq5BHCMO4FoSChP7jP/4jfeMb30iPe9zj0ute97oyTjseprsxsTqN7YVCoAOEgtCscOfkpZkeAt59FAPEyoqVR4LJXscsWR9Q0MiaGn6zzJpQRsJYDW26r8t7TGihVUNTWYIgsT2Zfu4nHbQp2MMdZ5NzdWhWN++Bttdavu4LCzfaZhPul2/3uS40Ic9Ca/07J60TxR9wnzDV5ROY7PXR6h/kTZ60A3VBUabksHQf9KAH7VCSA+5RTiFcA5NN3+5ed2621j+vAe+WNGjLhpzsD+89iNenRckn95Ar8c6wFkH5ez7qTF7cR+Y009vEaGmZDnhHpCHSDjx/htZ8A/f2228veyuYt+Me+VCG+rUyGC2t7pPn1rqaSUz70h8FGYXp2CQpf8eEKO7j8847L51//vllPe2znvWsosHpsOMh4p4uqFjp1WCFECqt73WPczqVEOT77W9/u3xz1wfu5dUMYxtVGIPRSaLzNTughqNDiCc6UDSmeK+/NSbnpvt6wLWov3gm7m8e43qU13Smz5HQUE/+puDEc+5Vjn7HWsV4FtSRa6Aemm1THK4HXAvrTXpck79oC54Tb6Q1QqR3rPinu3ym4nrAtdb6j+vy4bp8ugauqRvn/JZfQV05F5ju9I93Pf6erfVPNmrTFBTygpeP0ug8l73NfnhulDOF0j3i8UzID+8QxBdKgzrwrnh3IN7vGL+nE838SkuUT5SHfCFdChxibX6znDXsvrHS777ZhD3iRlYwQlPbikLSKDRapPS2t70t3XTTTem1r31t0WQIyImStycaxGjQMDTm6AwacQhzpMod7os9QGHgvtRRuEJGc39HPuXHb/HrjBobKD/XojG2YrqvjwbpbKa3tXE3O890pU+5R7vSjvwdYzue8TfrQEeN+5zf2Y7YzENAfqO+xro2Vj7GwnSVT2Cy10eDfHpmNCAH/YDwjzasLtTRaGNvszF/MNP1H+9xrQmbXgjmd3C1GpZC5nacshnO4YcfXgje86PFK1/G1nnWmtidMpoKSGeUgb7pb3JVHrmTP/zhD5e8/dVf/VU67bTTSvtqVZ6htZxmE/bIphYqVkFqDIBEBJWqI1rIrDARrTFM66uOOOKI0jknEorTXbgsbmmIdMgLgQHSzkWMTP224wsrVn5oY55Brlzh3OIWp8cz0agCyifKxTVlFeUFGpR3O47WGabrur8F6RPcI30RwDllIu3ujXzFdRgr/sDuXvc3RLpCsDuPZAl76SZ4pEsHjr9bEXmE5jvEKz7X5NNvdeO8v5v16Fwz302MFT+IczrKJ7C71/0tRNrdE3kU4m/XlK2/lY3y1S8opFFWyikUHnHq39HGx3p/YLqvw1j1I+2ec21P139rfPqY+7iNEaUJlbZ1dVT+V155ZVk2yY0vHvc5eo4lrMz1EXGGFSw03zFW+qcDyqP1/fG3NiStlDOKgXy5n9HCeImyd28E5QfN+GYL9gjZRgMSQGNRGP72ZQvjtEgK0b7mNa8pmotrGkizIY+G6S5Ulqt3hFYu7SG4wTnaF+3SWLNxWTBWZRYdt3Foj+4lfMQnjshjlI0OrKwE9wjN697pmnPQ+vx0XZeuuB5pijRq/M7LTwigqN89kX6g5fotDa5rUzYFkDYWrftDwEgbSKv68JzznhMCEXfcD/E78iaIwzHuh4irWQ5jxT/Z/O+J6+PVfxCm684Jfrum/NXFLbfcUhQfY+qugTjUyc68fzqv+3u8+pnp+gfnEKV3hVvYubD8yBdrcE20NGOZR0G5m1iFoDzHxRxLbNSZvtJEpFPYk2jm1bsd45y/tSF50o+t0DBmLe0miFHmoowC8tesp9mEaXcjKzidsRUaBKvxgx/8YFlTRXv50z/907Jzkmc0kPDJj4c9UaDSIjTHjzVyQoQ1y4o1iG/2MFcHZYGLIzqHPMiTTtJsHM5rTKOVj2vRaDzXCnG7x7XpvB6WyGiQvtbG3oS8wXSnz3viHhowxcd5wscONO5tFS7QXLM9GgilsfIv764b+xoL0jde+/T8ZPM/3dd3t/5d0+bVByEpLhMC9RGIsm3WXROzIX+zof69Z7R3OK/sQsHkTmYYSC+F3m5MZi/Hmn1uZZMyedpYuyFjmzKtCXEK4/XvqYB0eA8ZGGUVeZc353CF5U/nnntuesc73lHy85a3vCU973nPK+lr1lG0O+eV657gh53FtFu2Mh8VphCjYZmdy5r92Mc+VrQun8x78pOfXFwbENryRJjuwtRwmxXPiiI8WLC+VGHiEw3d0h1jJVwc4Z6RV/t9RuULrelVPpQOSyZo/66HFeZ+ZaYjmR7vuvuVjfSIf7qv69DyYHago+s6f+TF8xQPkzTMDnQ+hMOeSD+B5Tq3mXKk/EizSXaWRbhful3XaWOcXdrFA+rUddekOc67R91z+8fzznm3I7jfde9G3v52HeL58eLXNqazfCZ7faL6B0qnISD59IzzkU9/ixvpssQ8G+fdM9P5m6h+Zrr+kYw27j7lJy6/laPr+px4413qC7T/+9znPkXhZOXaBtYcEh4f73E/OeVZ75QuoYk4P50Qv/cI8hOQvvhbebiPdQu28WXcWHPsnHujTEE5jJafmca0k21kWAForKHN2obMl3wUHHfrC17wgrI9oYYUhauhEYzjQUFPJ6RF0BisH7SdGIJFjvJiz1JuHPnTGaRfI2l2dkRkAoOp+zqWawg1OgvtE3mzkDV+eQ5C0AldZ62ZkecdtFHaKUz3dfmUdhO+jAfp7NLmujrSeV3n3rGHdTzPYnR9utPn/ZZCxLIqMN5PkyeQXFfu6s594lNv0UkRiPpxDaEEYUT9UCSc9+7mdXGoR0TjeWQjLvUdbUb82vB48U93+Uz2+kT1L3++UqVPhOselL3yQbLKxjvEpVwo196hz8x0/mZ7/XsHC9U8ELISyBt1oKzJD+5ihov7yFheNe3bsxQB5KqsvQ/x6iuUUunjonXNb9cdA86H/J5OeE/Ife/3zniv8lLWoEz0a+WAP3hJeEuiPD0b6fd8My+zAZMuSQU1XlD5IOMKTWNUWF/+8pfTd77znbLJduwQpYA0tuiwGkIU4FhhIoivCWmSBuQJKrkJZNd8RmWzYE3g4u7WMQjzZz/72ekNb3hDadQEyne/+92SJ+4bHUDDAdfkl2ZpTJfAct17Bdqwv3Vq9/rtnZFGWi2tmKByj44jjaGRTvd16dCYdWBCUtDonQN16m91FeeVcVyf7Pu1BQoK4aB8lJfzAcJMG2NZ8JY4qhNau/J1r+uEDKEXbSvidz8yseRMILDUgXx7ngA17mVTAfXnXgIy2o10qXN1b+ez+Oi3/GvPE8U/3fU32esT1b/rVg2YsBL9V5tAGCCPUVauIRzvg76BzWnrtrXp7rW/Srfe9st01923pC3b1qXBoW1pYHBrGhruS339rMI1OX235fTdkdM3YiGW9OVo+3rb04Z1PenO23MfunNj2rShL/Vua8shW2Y7cX3dmm3p0kuuTed/6Vvp/C9/O132i2vT+nx/f19HGujPZLx6c7r80l+mb33jB+kbX7sg33tNujufG+jP/Xs413+O9+cXX5m+/MVvpi98/uvppz+5vFzvaO9K7W25/ieIf6L0iX/dmq1py6aBtHljf1q/dlu+P+c/X28bFkdn2ro5k24+v/buLWnj+t7899CO513vaFuSujqXpf1WHpoe+xtnpWc/88VpxbJV6XPnfTX961vfkT5/3tfSjdffnrZuGXnO84P92VrsGMljyt1NWgf6RuL093DuRoP5t2O5Z3sY2n6+eW7MsB1kZRgXrYh2FHKGQfbKV74yPeYxj0nvete7yne/tWF9nLUL2qb2PNsw6THbiR5XgDqkoOB0Nq7jr3zlK+Xcb//2b5f1tLHJtnM0MtBJg7QmAwJW5yQMaNytUFE0QBMIQotSWYhVCOFoxh9NyrcW3SdOcROuhL5K5r4heCIexBlEoSxcE2hioKEQ6J6XPoJLEBdhpwxm8ro8Ijvl4xxSJXjlJRQXAloAJKdTTFX+lC/CUgfg/epJu3BNW6HAsF6do7RRhtSz6+IYL34EMF79yLdr6th1VoU6JhxAvLX+x65/IATVn34mv2blq6Oc+xyG0l2r7yplRJQg8wMOWJW6u7aXT45/JH3rcvo6RtK38oCR9GXBnpOfr6+7d/pXLk94Iid/wus924buqZ/27fWT63DBdjGxefPIuPPdq9U/q3JVOvAg9T9CDGvXbh2p/zXb6z9fO+jAnP7t2Udg48Wfi2NS6Z/oej6VNm3sK/JspPxW5rpZWOpj9d2r04U/+lE+3l3q5tBMZA958EPK5KNFi8ntkTgaVVlIN3er1JWbt7gRq6OywQTqZCj/KLSQQ5TDqJjYVip9WLnGb+2H4swrSrnVDl/1qlelZzzjGYVftOeQ8X5PBX9MFfYI2eqw7lNYCunf/u3fSif1GaWXv/zlpQOHcGpCZ9eApgLeLy0BaSFoWyfI0O65cwhvbjHPaIQnnnhiEeQxwWMieJ/KDsVhV+F5ZTRaucCeui79zXILBJGpn+gMgRDiMNn361yIbbR3uMd5LiX1po4oQtDspKNhovfvDMZrn+Kv9T9S/+IKOcDliZgp14cffki+oyk/4j1tWWBnRWtgZK7EaCjpG+jNpDy6MB25PpCvj/f82Nd3BkM5jvZRygbkqtT/bgr7yaY/rnfmuhnM9ZFPZALuKNY2SHt/7lvqhefl+xdckK6lsOb4bBxhMtWRRx6RDjt0ZDtIcblXfKCOe/t606KFYw/zjbSPsftgtkG3H8eGNhOKG8U1LF2u8C996UvlW+cmff3Jn/xJGdKjmJPp2h0FIpTi2YBpH7NFaDQNHZLbmFWLyHyf9nd/93eLpqdhCCG4NFIVOxVESyiIJwSGyhOkR7oIc9dp7sZNvv71rxe3oIZigg13hWU8iFbFSadK9HzE2YTrIYhcH2lw9+SDABMif64HSgfJ1zzvN63MMTAT10dLf9QPQejeprCN657R4CebP/XjPZEGcUedeS+SZTW414SJ6FyR7one73dr/oSon1aIL+Ic7bp4xemeWv8jRE4GuFd86kqdub5o0YIs9JV/zNIf6U9D2TQazmTb1nZvYfxr6cvvdd/IY9nSzmntz6ZXuZ7PdGZyKfkb57rf98pfTnuQUPN8AEmNW//53+DA9vrPf/9a+bXEX+KaRPonuq68urpH5o94JxTyzUCsrvMynH76Q9LxmWRzhMVy5C0y5LF23dr8XHs6cNWqkl6eBsMAHbkuF4Z5nqFc8o0jSdmOkfc1z7Ti18tvNHhvyWdGtDXeE14UXgPKNiK2zNIQEvmAoLW3yPNswLRbtgqBpsEd+9d//ddlMoVNHmxcQRPRMFS4Ag3hjAz9bnbiqQAh4H3iVRFgUpLZxcbluFpUIM3OdorcXbHfrjRJWzNd4guBVRp4PrrW7FxNxPtdb2rsUQaRNu9oxjGT14swaEHzWYj8C661NvLx4oeJrgekRUcC5edeLs5QnnQ0z0V6oo53Nv6x6gc8L17XIt5Arf/x6z8UbuDu5HbVr/bb74DUIa7tt+JN0qRD9A0ZOTiYSbYvp29I+kbmfoykwdyK/N78D4ENDo7MaO3O5JJVsfIsTHQ9MDDUqJ+OlvofVP+IM8uO9pb6T9kKz2nbUf9jWGxjxT/Z9O9s/kbD+o3rs7W4KHV3jliP8nntddemyy69rEz6Wr9hZP/hI484cofnaNmSkclb/UOZyNtH8jGYlaahXAaIuSOX0b1pdyxQjO/dlkaDfgPNfqdNKW9zYf77v/+78IsPFth5kNwO2TybMO1kK9PcRj4Eb0Cb++j/+//+v7KjEhA6OmZ0zhCoCmoqCkv6xKkRBqTJzFkTamLJgvezZI3JsmJ1aJAWzzafb4X4hdb0NitcOpoCCEK4gXt1whEhMoLZcB2ku3ke5JeApkH6HXE17xNn5H+y6WuF8lQ3nmsOBfjbM61lPVH8E9WP355t3iP/2m+t//HrnyfI+XAHxvnCrI0iGRjIdmGOy70dna31N3K+mYzB4S0pc28BIivXG8IbAXRst44nus4ibSWIweHcltpG6s+9XLDNexAT0sy5L5Zd5/Z7A94ZxDxR/JNN/3jXBzIpDmRrG5R7Z3Ht3pMWadu4eWOpD25aE6O29WxLW7aMePt4Iq+//oaiMN3vfqel0+53v3TA/geUdrHfvvttjyVA9chKaYn/3vn9dewc2bbKYHwir/q92eC2+rX+lncSt/jgvH7puZDjswHT7kbmNvrc5z6XzjnnnOLie8lLXlJmH8ds0SBbIJCE0FxDAEwGEYd3sIBYr2YHC7QhjY/PH/k/8pGPLBNgVGoIk+Y4AThvRqz43BcCKYRqwHn3ukee/G7mxXXxx3ORxoDrIcBgpq5D6zVl6lrUF7gn4gL3BBnB7r5fPEKUZaBM8Fi9escQheejnMXTjAvGe/949TNe+jwTqPU/dv07ui6vnos8r127Ofcl8zmytZjNWVZrGs79PluyxmtF3dE+8t72fK2RhJH0ZQLpKBZirv+2LEeSeKXBOKV78q8Ownb866hhaCjTVCG+e6739+f6Kxafa54fuRbXh4ZygpDdMAIbec8919vKZKGJ4u8s8U8u/RNdd62zY0EJfsc9Qk9vrqOchoXdi9PCBYvLLOrSrHM9dOdzixYtS/e5z/3SySedmgZyen/yk5+ln118Sert6c+Ee1DasGFTKYOFCym8I3E205F7RuN3a3BtYmg7QiDaUhxNXCWTyXST6cyrMdFOe4y2Nhsw7WSrAD75yU+W41lnnVVMfW4JboCmRaLzhAYcnTYs3MlAfAQCkvWNRBO0jEXw+dvpCclyGascIBSlzXMERbi/aFORHudcj7/9DgQxOB/5IKick0e/Bc+4R9paBVnz+Zm+LsR158N9E2Mi4J4og4gvym+y73eM36AMuSHNahfMnBQHeKf7CHdx7Ez84Lpzo9VPXAf3eF6c8XzcG9jV+CdbPtN9XYjrzu9q/YNj3Auuu2/D+s1Z4b0u/53S8mXLczzqUPB8prbt1m35f3sS752+HE/+t/1SwcBgvj6cr2frrOQvnxvvOuQaKXEay5SWkv5sxY6kWfwjMXjO89Iez8e9gYFcxyPx32OJjRf/ROmb7PVWuGbcuK+/r8ivxYsWlzi0zXjWc56XPu7+ZUuXZVm9tJDasccel38vTldddXX6whc+n8l4ce5vfakrG0gLFxqDHyrjuhI10iaaqWvFr6evFeo78uG3svO3uGMCFGPIeZ7KmG/DO2k+ULTL2YBJk61MMt9VTBSAwlAwNhLwCSiuCMt7fuu3fiuddNJJ5TmF5NmAZ1m0zQYiTnETnhq4a81nwLV4RoOJwlXgCNKYrLWPSJYlazzWWPEDH/jAQrLScc8Y0D3CIgJr2BHBNt1g7iNE4nqzUr27GQ+4Lkija3G/6+7X8AV/h5CCieLfk9cdo6zjujTH38oliC7ub3aWgOuuxfX4rWyifJp17W/BeJ96MIHDJguPeMQjynXlFe+QHnGoU8/vbP60NXFEPlqvR36EXSk/AVwX5lv9ux73RnCf8x3Z0rrmmuvSrb+6tSjgy1csyWRu73Hvk3eT4/L7dnR58Sq7kd8syqa1KbDcmtbbRNeb51l197bKcmi8w7WObMHG80NDI+dStswj7Ii/ca55vvX+1jDW8xF29Xpr/r2/va07k+nCbNFmGVzOjTwnb0JrGfA8dHUuzArRvunAVYelQw4+Oh1x+LHp+ONOSV85/5vpisuvTTdc/6ts7Q6npUv2TUsW75PvHykjQTn192sP+V3F7b093FuU72gn8Vtoyo5oUwH9RFsSkCtl4MILLyx8w7o1YZK80LejzfmtjZrkFZMp9xQmPWYr4SEcROVvhYJo7Xryvve9rxCsHaJsYMF9TDtuEtyuQKHpzCqhWREBwsH0b4IZUX/6058ua89oaMaLkWzs+NSsuIC4Yay07ep1bmjl0xSg7pFOZcW6l45mfNKmjNxDCAU814x/tDTsavpaMdnrY8Fzu/pMIDRYUDY6imVZ3P/Ncm3C+wSdq4nJ5m9Xr9f6Hxv9vSmtvntduuuuO8v65IMP3jf375Frqs047eBQtpJ2YDCHEFf5ODzigp1OyCcxIbuOITJyFRVsL45Zj0h36zHyMRbcl/XDgqa43bSpp8hXMhi5WYpD7iI5Bo1tIsnb7u7tL2pBX99wWr9h9Y72rZzF1ZTJY8noVkRfMlnys5/9bFkOZC24ZaWGLC3dBNwR8qB1eHBPYNJk20x0CEWZtrOHwOXnC/vcxwoAdFivHY0sW6FCWZRjCVXwPoWtII3lxZisaeEKW6XbkF7FhnXKxy+tnosKdRSala4iJ3O9iZ0RVO5pXle+EPFFo4x3TDZ9k72OFKRJ2cc51pt8CDRL98R9ZQLG9gav7NVrU+ukhIH2oT253xAAYQx+a0dNrVQ8gnRF/YJ4pWW89E93+TTx/7d350F6FPX/wHuTzeYmnIlAggeHXIqAKAj8kMOrOFQQEUUtBKlSCi0Vkb/UogB/pRZaXmiJgoIiqKCA4AFyfAVRgS8kAnJowiFXAgnZJHsl2W+/+tlPMjxsdjfHsiGZ96Yz88z09PQ173d/unt6Nsbyd9w2iJPfSF/vcmmxKEN7vmZpbohPSG1jjRk2ekOcyzlScaiqkYeN/cmNzUsAt2mkbsMB5u8rsgHBn6rbKI8XorMrl1Uuz+czB8/KnGvZTrzrdaJds+BOzsbVyneqmzDAvav1ZyjA+3iB4J9zzjnpyiuvLEaeCVN6VRl56qV6Basb/rrAWottQJetiCNBS9uZjq21c9xxx5XltZj5BC7614MIq+Q4FIhuPLzhkDJL1us71i7Wzeidq3e+850lk2PFJ0AOBtHdmwATaiIc50E8kQyI59qcd1yeKGT3dD/no6CJRKzK47zKErPtCJX0Cd9+QANE+JEXwxn/wc6Lg/HvOB/lYSsNxLRaoaVRmuO8ulANW3oIL3/8sPyUGT/SzemlCLHlVx0KAhdf/l0P4jmS+eP4xlz+XPUZF1/lA62jx+fwl2VOaNSPjo7uNG687v/yM2NZtmwbq0zlkBvbFts+tzw33nWXDiNCYHJyctwb+4Zo++ZtvVRav8YQTfH27rL6pTxtjR+b+R3isyooV2O8y7LzrKqzrinvG+dwHFMX/LaAR0cu2wcfeKCslW5ujMUxYuU9PVHqg/o9PuvApEkr63QV6g4IezB4nsKIkzbxu/3229P5559fZimzbo888sjyuqlw1T3PkrDVxeCNlwLrTGw9YBJK8L75zW8WoSV4p59+epmIBIgEsQCSGchabYaMicwRZSSrkIXpXSvjsh56oo6ghc+/iU++yKP/HlhG4mhyjUz3uo9z3s0CrwLpArfEnIJprKSy5ufFh/OBZ3Bfg/jGklUUFdDXOUz0AQ0F3TLCkafGl4VvsB9MdffCudaj8FXi4Yz/YOfF3XkLhIPuXX60NOU/ot5+++1XxF/6LcrugVPhEbGWr/zhP17HQujqk4ddl5QeEmEaAtCwcn8iFsMDET9hi58GlfC8GziS+bOxl7/nXdrjetd5r935aBBZOEZZWoN84cLn0mabT8l1ozctbF+Qpk3bMrMUletzVbHtxR/DS5biKB0hUvZB3eVeSrJeEygjfLnC5fgTxkL72bUMEv/g2/CfE13yoAh2doboooGIT/2GR3MdUMf/cccdhafNjyF6ntUitrm8Xzl918zTfe8m98VDmKuTr9KHI/gXLz1BOMUCSl/72tfK2zBHH3106VlldNENfnHLS411JraACC644IIyTotgzjjjjDKJBSFWQQhhKGJrfE7mRctehiIsDyzCsQA8MtdyMVaApC0Jx4+CI7QIgRULMl9DgB/xQOQKQSUA4ToXZIYE1+a88OUFUlWJLIaPrOI8khLvuB5ZaQwgJZVUY6A5fGQbZOfa4Yz/UM6HoEifpS6RJsJVFq7T6ELa4Forvigf+a8x5Bzneudd77UeZa3hdOihh5Z8UVWVtSECrWb1x3hM9Xr3J1bC92B5yEcyfzb28lde8oBTXiYpKh+NKuc9lxoUGmV6pe68829pyqabpE03m5xJ3OcpWdBENsS2IXYvldiKo3rHimMNqpNVylzT5RhfKoipciEwRK24vO83ocWRA8F5S1KOytcJB+RBOOKmAew51XjUKAaNLE5dH5f527u55ssQWvXbuf33e3t69atePO8i4lTi2HfPgVC1bu3rzdQAMH77la98pdRfPazvfve7V7x1AspxKOGvK6y12MpwQI7ep/UxeK1A5rsEylSkUR2MDnN/KIgMsSWUHlYLUiBTBefrOwpby1mBI1gZLdPd1zEPtAIVhgLUqnaeiCtYrTEFBH67nlUB0rc250FFcN79PbxISqV3f9fLm6hwughdK83ySBqFH/knjGr48nI44z/YeXFUgSP+0qZsWJ/y3zmCqNcBXBeWj7gLl6DEQyC9BEn5uJc8QtgsVX403Lxk7yEXlgkZuqniYQN+5aPr5fNI5g9szOUfz2aUv/PKVxjijh+mvQJZT0i33npLuvqaq9KkiePT69+we84j48P5oiKwmYBXWLgZZX9p33b4MGnS5FwW+Tb5vxXETOdzOfizWtL6DFafDyAUsc1xDcENIbPy1UBQ3mUxj+K/cSznRPlNhIt45LxorO41OpfdpCLMczNXK2dl7xmdOm1q6uzoLG8R3HzLzWV/22n7pAP3f1s5r+fGcyIM91Tv4hkYDDhfeXiewLX4AQ9YSMmwJg04+eST0wEHHFAadsJ2zYoyfQmwTsQWQfgw8Xe/+91iNZ5wwgnp1FNPLYnSXRDCFuSioAHh8jMQPNT8aTGzaBSgQtFK0oWmMglDoQjbA+7Bby4k5xRKWMgh+I6DLSc7SsXsq5Bre9597DcXavgfqDKx/FwLqwrfsZE8Dx4O6bSVTuUc58A1cd5xaY7zznGB6nUBBI2ciaow9HZ4QKsgYspXvJSxegGDxX+4z9flvxLhz/NZPd/ZtSTnw+hsMf8z/erXl2fhHZ8OP/ydaZttp2V/6kaOQwht2TqWXYsesrWiryFBWi3ib7WoLDHlWENq/a3fsIRiI475//Kvse07UgRzQDidPZYxWmEtz+U/elR5tceKWV1Lu9LY1szr2dOSzsXF78TxE1Nr/ss1Jv/sTR09nZnHlxTRHpf1wLP6z3/OSjPvnJdm3v1g6TXRM6WXhOgykPqrP/1Bow4XqFd0JngBRwhHT5FPoeptOfHEE8vHbzTeq8bfS4VBxVakoxtYYsKCQIAhXAT261//ehkU1y9/0kknlbEy54klwQ0QQyQisavKUKSpQDzcBruNw+miFo83vvGNRWi1pkXdg1Bjw4C6QnzCSmLVeYjUlWi1KvMQsKE+kDXWbyhn5Uuob7zx+nT9Db9PO+/0mvTRjx6fOWdutn4zz2Rh7eqen8u9J7WWVZN60pJF6sbAjfUaIwzyYjZZLPyhwZX536IanUvb0qz7H0wWyLC4SduY8Vl090x77fmm3LCenst5bOrqXJZFc0rZN2TAEO/ubljRaCIHVQReB8MLpCDfko7QkL///a/pK///3HTvvbOy8J5SRHfLLbfIDQa9Fo33+/mzH3rS3DheFxh0UYvSDZFvTCBjIBpEkNNyuPzyy4upbtxGy4EgengQY1gYxFk4iDTClBnCFabzBNa+Y4Tb2C+rVmtlv/32S4ccckgZ+wnxF35NuBsO1A2VXV3Q1ay7WEtXfak2qjwYyn04HogaLz08x/iiQaCtadHihWlR+/Ppqaf+m8l3t9wIa8+WlU+tjc/lzhJekJb1duZG/NRCtDXWX5SvN1E+z2p5XLOtW77qlC3lNCa9Zoedsm7smMV129zoWpTuuOOudOedd6W5c5/NfkelV273qqwTS7OR5hXNUVl0rSqnZ0VYDYHl1AtCvLB9cZkRzQ/eKEbheAtbjE6zZ/+njCFvlvVkxx13KN/mDU1T94JTOPHj1iXHDCq2IYpBhAER07V39dVXl4UjCKRxWoPQzHfXBSkCi6VkcD5mGwnkWDR+yxgLYZhkZQJGzMTUXaybwfhOhMNV41Pj5QuNtqgnYKzFrFwzx00AUubVso6HYF0+CDVGDsoxyn/KlE0yOY5Nc595Kt199125cW2W9vIsrEhRHejKFm4sTD9ZZSjX1Vg/0WuR5j6tDdglwL25PLt7OtOUSZPT9Cy2u+2+c5oxY9tiCD86Z3a64+9/T/+cdU/q7urIYjwt68qEfGFv6uxYkkW3NYtQS1q8ZHGpC+oP49mKY4Q1jDzHJ4yfmEX71WV50Ouu+1OaN3d+Fttdip7Qqv6gTgbPrCsMKra67CDIjqUZLQb94N5nYpEefvjh5SMDunediwxwLva5GLcpmZMTYlYlMffpvYsvvrh0F7NgzUDVfWg2c3QZ64IOc9/1sC4zo8bIQJlG13AMIYAeDItZENsob1Dm4Wq8/KFso5cLUW6x5ebZ6uhO8+Y9lfnh8TR1qoXlt8p1ZFFakq3cSRMn57rSlrqQbmuDVGusnzCLuyG28axWnt1RY9KEcZukju6OIpqGHWds86r02p13TlttOTUL4eQ0/7nn06OPPJZm3jMrPfP0M+Ubuibs5YuzFdt4hSh6WYMnQqvimHqFS0ySMufHa6KOmaVsvo9rOBoDEdeVcV43GFRsRWJF5vSBlUtodfN6jcOH4I3T6kZm7fJb7UZGpjFxSUbIAJarVwjMXLz00ktLOPvss0865phjyoC5zIl3E10vc6ILOuIkTGHVePlDeaovytm+h8As5mioRf1r3tZ4eaPa8DaDtHVMJsv8e4qFMvLzftNNN6ZJkydlsd2sPPuNBfYbAru0O5PpmFps12v0WYf+8lNb/pUN8zVros2o0SbfdWU+X5J6lmlAtaRtsiW7+26vzRqwbeZ9r8zNTvfdPzPNmf1gWrhwXq4Dy9L4SWPTxAk+iKHnVMB9k+gKGgJa0NualmWb0Qfwt9pyelnLeeY99+c49Kaddmp8TjXmDNCaFdetYwz5QwQRCeJmnPaKK65Il1xySXmH0us3Bx54YPGnSzhmGLNwCaTrbLVevb4za9asMnuZYFs4mhXrpWMiK3zTxaPFYqYzwpUZ1UwQH35r0n15o2HNNFqk6osyV/Z6NZqFNlCX+YYDnBDPcYMrNOyNpVmNbmyaPeffacH8Z7O/JWn69K3TuPET0uLF83NdaU8TJ2+ZiTTItcb6CGVZntfyyPY9t7GvG7ij8RGbcWMmZat1Yho7ZnwR4u7untTdZT7P6CyIO6e99npjtmi3TP994snynu7jj/83zV+wMC1YuLAENWUT83gEnK/NnNLb2+j9XLyoI1vMY0ocdNJuu8225TUl76oT75122rFwjd7TKoaDY4YktoQNCSI/3b6+TWvVJpn0sY99rAhtvE/bPG3bMa1XFq9MMrvYxBfh6SL0mpB38XQNcGY760ZEvEg3Jk4EhIegg4hrvLzBmlWOhifULXVFXVLZ1QF1LMDvcDwENUYKGszKU/edetDoQfNr+VKNrnHZwp2Snsr14umnnk6bTN40TZ26VerpzgLbmxvg4ybk7cDvidYYYYzOHP2CZ1bp5t8OtSzN4uobu8vToo75WSStGtebfFB/TCsDbXka24b7e7IOmCy1ddrj9bukbbfdKs2d+9/0jzv+mp577qn07Lwn05KO51PraEtGtuRtrkeZK4wXL89uzJi2YkEv7czn87mtp26XlvWk9M/77knz5j1TxFYvmi0Ez6xrvhlUbHXtIEOmNpgl7H1a3b/HHntssWpjqbYQQITpNSHCi0TNALvlllvKK0IsXxas2cX77rtvEVqWsFYtEQ3LhsgGHNMClnjxCGtZI6Am35c3or4YS7G8mzL2Pq1yVVeiHjgOdXlvSGiIbPm+arZkGp9l07XMMlmWWtvGpKmvmJbJ9On0yCP/KdbtFltsmrbYamoW2rbUu3TlRxJqrKfwSb0oo0ZxN4TWf6N6U2cuUwfHto1NbVl4vc+7LCshztdp0TpmQvZpTeOubJH2ZkGcmKZmI82Q5R5v2CuL5bOlp/Wee2amOXMeyUG1ZINtsxJeT0/WkomTc8Mt3y1rfuuYlrRk0bK05dQJ2RLeKs159KF09TW/LWO5Vnhj7EV9at6uC4w+88wzvxzWgwSyJhAg53d037IorenKqkWKVuIgtt6nLRmTMyksUH5ZspZku+iii8oSb85ZOs8MY19hiFc6quAnwqjC/cWx+Vz9oK3/GErr0KQ4L6cbPjBpQWMK1L0Q2RrDg5F9hky+tAqTRRKiB6Olb6Ujv3PcMnluN31GFtzn0n33PZAmTZySXjE1N8Z6Mx+06dlankkZMXvFpHFJIfRiUeV6NNLdzN5HUYdX5XCaMthQXSmMDPvMy1zWDWcUN1uduZxGl/3sJfvlRX1orB6Wf/R25+PLshCrI4JZmv0wyFrTpptPTrvssn3mjBlpQv792GOz09/+flu6/96ZWWg702abTkmL2xemcblhNmp0rgs5uLZsIduynl+z43bp4X8/lG644YaiMTSNAcewo02hhY4Fj1Wfl9U19lqyNdlb7aprhhuaJYYQv/GNb5SxWpapTxf5Pm3AjVmmSNOSioSZyJo8ZbITa4XAVlf+IdL9iWuNDRPKOypotc4ZNtATooKrK3GOX5W9xvBBr8JAGNb8LytAEcN8j8LJK+9VFo4qQtqTNbMlPfrvB9If/nhNWrBgbjr44IPS3nvvkUlxfiFPXYXlGqRdXg/qQ65nyzInjSQG5bfVIOsNDb2junP6lV3OgxXlLz/8buxnCmgcz42uFef6XGaHsl61cx2d3WnuM8+mObMfy0be4+npp+alxYu60/uP/WDaZPLmabPNtszW7OapdWwf7+T7LVjUnq677pryqin+sdjFEUccUYaxaF40+qsN/qq4DsWQqGL0WWed9WUPHNdfxUCEVpH63e9+VxZ2NpBsKUYWqpVfRMh1JjIZj/3tb39bFhonqsZymeeWx/J9Q93DEMIssrXYbhxQ5so7xBaJ20Zjzlh9jM9HBSbOtdgOL6IsBnL8DI9TFxpxaDj3Uv5MmMwLedsyCjmOSlMyWU5oG5/+966ZaVF7R3rldtunCROzBZwtnkY8G2HknezytUwkSwvmbXN6XkqXW459cVqVE+eN0/myUy6dhivlHnVgZZ3LOdTw/oLsaljAo0Yty/qj4T4qjR83Nm2xxeZp+vSpaYvNN8kNdxZzb7rqql9nQ/E/WW8Wp7FtObxc55Yv7cqWbW8aP3lSGcKkb77D691+iybRrKo2RVy4qsDGdqgoY7YCqAaOEEN8ORHxMV6v6xhrPeqoo8qAsmt8gMCM4muvvba8ykOMWbPE2Nd2DDrHIuSAXHUzs16au5FrbJgIoVXmnDqlHmhNGm/RCFMXVN6Y/AauiW3thscRhCCS/tzwwuQmZew+zS7Qm7oXL0qj21rTVtO2SksWLUz/fvjh1N3TlV6x9Sa57mTrAwtnLO2xPnPmLdfnYMv3VtUl6RgpV9I3gMtlsNG60qvR6JXIB164teHN6b79xjXgRL6S6FoYo7ux9rLGudnqm28xLe2w/Q5pt113z+516Zmn56abb/6fdP/9D2Rd8+GPiZmHxqSlOQzzikzUJbjejjFPxHiwXtiYKV9FPDdr8mysWBsZIZaWWN++w0hPl/DZZ5+drr/++rJwxac+9amyqpNWAKL0Cg//LBNjstYtjq5ilm9VaGOSU0xwqrFxIMb0qxXXeL6hCUJrWMLkBH40xKK3pB5mGH54dkcMLZ3ZGdPEBdmVbaPrrnQjc0gt14Nly7rT6LGtqf05Xxe7Mj0yZ3ba841bpwMP2qd8aSZXlNS1ZEnqWdqT2sY0JlGqT8PfYFg7rO/xG16EkgYiL1ZujcU3flfyqXQp56tH5YbVGGOq+VAOpmEh+7iMhlc2GLPLFSOH0ZLFdFFZGOPGG2/ORuPTac8990oHHXpMmj7jNYVjCO13vvOdomfmIp122mkr1nmollFVG1cXLfni3v4KnMIbfz3vvPNKF7JPbBmnZbVa7UmkkCeSZHoTWSa5iOh6dk73YEAkmwW2v2M1NkzoKQmxZdV6/cuYvve09YbEJ9z4i3qhXtZiuyEji20hXByAg5R1X4Osj4O7l3SktjL8tCx1LXo+jZ08IT35yOx09dW/Tc89f28mxiPL2xBtE3wgZXla1tWRCVjXbbzNMLJjto20DYQXc+/GA2XfDPkReWLLT/V3dRvzDdQbxzj5nQWxdJpkDmkdm+uQ10VzOFmk589/Pt1337/S3f97d3r4kQVp3/3+XzEIWbK+kX3hhRcWDjrllFPKR+ed0+sWPETfwghY3YZSSw64NwKKWVjgdR1jsOeee26xZL2mQ+lZtBaJJ65We9KdrOuPwAqnasmKdKCZOEWYFRPvNtXYsFFtWCl36x+bsW7tYyDEUXnVJwjrpMbIQbkNG0Y1W7aZH3obYjsq77fkoi/1Jlsv0PH8/DR+ikbZ8nTX7belW269NG0zfbO09157p+1fu2s+3pKWdy8p9aiF4Ko6mWdGEr0vsNxejI25fivfF6JZvKqWbRWN38tNsBrVWybIxUQps9jb2nwliqGX640XaltGFz9eBbLt6u5JC+YvSE/NbU1XXf2n0rtGh5SFxS4YkzTPWv+HHXZYORfzjUJs18QQeEE3sklOLAxkZ9GKyy67rNzYKxlmE3Ne22HdskaMuSFEFmx1/FWQHHKNh7U8AH1kWmPjgfIfrOxZuvxFwysaaQRYD0uN4YP36AdCPL/DAmJbxm1XLbabbbpZmjP74TRp4sS0yZSJaVH7wkx8bam9/fn0P7f9It1625/SwYcckg7Y/4A0cVI+nzkMoTa4J1sgfb0pI4XuriwIA2CpdQQ3Ugwsto39F4vtyn1iqxvZWP3SpbketZgUlYU1X2L1qa7OnlwnJiefZOzJfjo7fc98fJo4cVKuR4vSY0/0poXtPcXI1HvrU67Tp08vhqZeXcbkF77whaKJzUbkGostq5Rax7dqvbZz0003la4+50Ak9t577/IeJBIkphvDe5AxSB4OZLYGiTyrWu81XozByFojTR3ir9k5blJejeGD51sdj4mLVSKJrvyRhPurB1FHPHOx35u60sxZdxcDgEHw5BNPpGczSSJGRkD5gPiw9pzlPDJregC0Zgtbvi5ZvKQstm+/vKqUs9XH1C0tuD7DO6+rhhnXjTH2kYJ6GvUi6rEGui2Org5l9ofwq9Gp7uN4rx8aEiWyb3vb28onY60nAWHVejaqPcFDwYvGbHUR33zzzcWcFhGv8XggVV6WrQiImEoTCd2QEa0XD7jCqBKTwnS8xqoxWP2otg77y8vq+RrrHuoxBAeEwIYb6ecb78AKgc3bcKmlO02fsU3aaccdM+mNLcaBle3a2hrXzJ+/II3p2x8WZOtbfg2E/s/L27692FlPMXD8dM/27Y4Qqg1C2+CQal0ZCLqH8Thedw0DktFJcPW0HX/88WmXXXYp3cpAbIOTXBf1cyhoyTfprV7AhNZ17Fuijl933XXFpPZQaiVIHBEmPM6L3MaCKLjqthaDgTFYZVfBPSScuhUujpmAV2P4oAWvNe85jvecAakoG2UxkhCHVSKL7RZbbFaWfEV8JtzhqknZsvWR8RgWGz6YJDN4/uBJ3Cl/7avXRQyyWx3LaCQw8PPb6LIdaQR3qMfyN5y6HGOtqwIdU9c5aXVdjOEqL/xjXpKFLqD6TFSFdygo3cguigizYnXdmbwiIrZe4SG2IiJBIsWvyETLeEOFFk+1MD0c0m3rN1dj1Rj4YV3ZLRN5HC6ODdYNVGPtgCy4eLZBmQQJDUZWww38oh5A1IkVv0f15PMdaWIW1KVZbE26AwQ5Lse7q7OzpGP4gGgHt0wtRYkvxmSnbnsm5C23vvPHgI2dXs/qyMc/OEa9UJeDm+1rhA0E9V4aw4Eycq2ttf012ITnfLX++c3PUFHElqA0P1h+O+6YfZEOEvQ7EhYR3FAhzVEQCjXSLfMj02vUeLmi+vyq31zUdUBGI4mIh2ct3Er0pBxbnbJpee/y0uM2evSoNG5sg8eW9y4bdEx17YBo15wDpKx3Pf9E4ID8PoRu9OFGMz/HMRwNNGwgVHsWov5XXbX+073QQHB+dTTgRd3IIOKRiW5QzXA3qCaMlbchozkfpNuxyPRq3tR4MYZSGaMuRV76HcfioakxPAjLqprnUefXB0SdUI9eXJd6iqACsS0fI2jxbDaeSzNQx48bTst89cQ28nd1CHr9xugVaRoprG1e6vkQxlB4RlrX5n4v+hABUeEcG8pDx+/GAhkdrkaNDQnVRuP6JLZVyySeuxXPX0vmqUFI0vKNw4dGF+RAkJfVhgw4tqE0IgdL/3AjBLCZlyPPB9Mn8Vce4ZrDqP5eW5RuZIHqJlYBqpXAsarVqxXAVSO2MVoeUcHkW42BoZ6sKdZlRa8xdKjfnPo90t3IAwORZlItHbK5vvRZmZZsVO+8czm8GHy8Uh6uqh6/HPhjfX8Giak4Bs/IU3U3jMY1mXNQrf/CjvAjL5rvOVSsWNRiVSCurFw3MFkhuo2bbyZy0BwB1znneFWYm28bCVlbREa5lzAHSd46u2+NGjVGAiNpWTXGC4PzYrJodWjNwj+xfkEzWO0xZhgTuaKXMSx654ODGT/41KTBKhfHfJrgV9cOtWdyVQjeDA6txi84U1yajS1+OX6q3Lqq49X86w9xzUAQhrjwG/kQ10QcxV++yLOIszyUv83hh4YIq7+4uU/4WZ3G6KBiCyLMVQeT/fa+rchHECItIc0FEBnhPGc/rlF43lt1vFp54n7NGdGMCDcgAwJxv4Ew2PkaNWqsz1h/xHYgeKPDrFZ8g/hDEKr8RQyih7E6Cx/Pugeu5IBfYfb3atxQ4hT8G1uIeDRzIj/hz7mIN+decayKOFblY/A7rrMlVtXrm+8DcQzsV3/LK7/D72AIv7bRSPE7to7THvBbY8k9nHdOfNf0DYkhiW0Vza0mlw81oasCsZVA7zYJKwqiWbRXBX4jHs1xGSx5axv3GjVqbMTI9EJPvG7bzCSop5leOrt6ygpS48aPLd9k9RvPjWl9sTguWdKZObFB7O4R+tndvTQbIg3RpQtBk/bdjz/+u7q8TTKM7/Hme4WY9se9qwJO1uBwbbUXYKgIvodVNSriHrb8RCMFaE1oi/OrowH0L4zOajhDQf8xrUCGUPdQezeLfefWRqyILGgp+K6gzBG2zFmdRIiH66LgAxHPGjVq1BguoP0+7i/whZmlS5F4SvPmPVf2YcHz7amzg4A2hLa9fUkaN3ZMWdvXfmenD7qsXAvcovrEGDr6uNJKj+2LFpV9iDU1UB/+jN80KEtSiVclaquNZctefHU1rSF2uLeZf5t/B2gGC7EqtNXrCaD9EMtm1x/45ZrhPq6pxqU/rYD+9KK6drhXy6p+VkejYEiWbXM3b8BqLZa1ar5pKfTsX0HY769fm4DPmzevdIVYd1l3SGRKhCehgw1wxzW2cU/b5rBWBX5r1KhRY42Q2RNvoxHOvg+Ut7WttGPwMxrq6OjJfLaSC5cs6c7C21bO06yBqAhLN59fvLgrGykrOZkfqPoTHxboqoKu+nW9IOLV3/g9OsetT1NLeMvzQZcRdsdxbZXzbYmSY9HlGgLHLz/h4hznOhZoXB/HwDb247r4DbqE/V6VBVsFg1Fcogs7whNG3B+qVmwzpMP51bHMh9yNLODZs2eXJdDsW75q5513LkLshtWEDwVWe7GO6aWXXppe97rXpbe85S3lE36iY9UqmcHaXdsVbAZL3urGu0aNGjUCPd29qXVMFoK8j2qCTrq6l6f2bFAwGHDmrrvulHmtvSwpuTgfs1Kfr6d15H0GC8578skni0Ahfbznoy+TJo3P5xaWjys88cQTxQ8BMeS2226vLWIYDNbZuTQ9/vjjJWxfZdt222l9Z4YJg1AnDg8hCwQfN/Nuf37XFPIvPuEpHxly1a/2DBXyce7cucWi1WjwbYBoPJhcJS2rM347+ssZffv94plnnimi97e//S1dfvnl6ZZbbkk33nhjeuCBB0ol8dHdamtAZRERW5GJQWi/wyTnX6tDImbOnFnOWd/UGpSWiozPHW2++ealUkUrpz+nkKqtF/fgovAGE9NabGvUqLGm6F3eUiw/yJSTOaexf9+9/0rXXff7dMEFF6SFC/XebZd588/p5z+/NN15x53pzjvvLEsB7rjjToVjL7jgR+n73/9+evDBhzLBz8shtKTXv/716f77/5V+//vfZ5GenX7xi1+kP/zhj1lwnyofiJkyZfNs6IzP1te4Yjk/++yC8hGZm2++JXNrZ5ox45VZDFZaZuKXKTPzLUuUW565mrjjUkNx/OgV5BqNB+mxZUXrHm9tNbGrEd6ybOL6jCG+Z3Th3GovJl5nmNEBPFt14Dg/ruf6ux6H88cF5zvO0RbOudAAmnLfffelG264IefVH8r96ZTGB/gdfoVBUP0WLt0QFn2y7/sA55xzTvrjH/+YHn744TLBjeDyzw+3OhhUbAktEFhfstfaglmzZpVW1MEHH1x+gwzXmtA9bOsTV7qLJchvTgJZwjKW//hk37Rp09LUqVNLJfrWt76V7rnnniLkps3rah7IyXDhupeKq1XjngpwVdPuA7XY1qhRY00R4goEbPRos41Tuummm7Ow/iyT9L/L59l22mmnzKE3FW7Ui8diYrg4TnTvuOOOEsYHP/jBcp4lNn361pnHOkrv3yOPzCnC6+szPvlGVAnA/vvvn/1OKvFob19cvkN+6623Ft7ec889s/h0Zcu6o5xrb19UOBIvBzfPmze3b7+9WOB4c/FiBktHEezW1rGZT+eX+PJvVS7juOK1YMH8fG5eGU4UBoHCufhYOLjZV+Ts42fCGeLJD7+xDr/rg7M51zpWDSuOyS/X2IZ4x5srLH/pv+KKK9JvfvOb9IY3vKHkP2MOaIN0cPyKO4H22757SId4ibsP87gnoRWW/KddrulveHQgDKkbWQURAaIokVpYf/7zn9O+++6bzjzzzFKwLFAtivPPP798no94ipRMfvWrX122rNXdd989feQjHymZeNVVVxWL2f473vGO4n7+85+niy++uAgtUT7wwAPTQw89VLoChOG348TetVosBP/YY48trZkLL7ywFKbrZc5RRx1V9qt978Ih9MP7RZAaNWps6CAMYTwQBSKpt+68885Lt99+eyHlz33uc+m4445bIR5I/qc//WnhMJYTQr/66quzlbtjEVvcie8YH74r/oMf/KDwr+uPPvrodMABB6Rvf/vbRRhOPPHEdPjhh68Qw+DmI488snQ7M4je//73F67+1a9+lf7617+mXXfdtQjrP/7xjzKEx4/w7RMZlpt7H3TQQaUxQLxYd9Kyww47pCOOOKJw6o9//OMSBn++FCcfDjnkkPSud72rNB40EgigrlZDjnh/u+22K9xLS9zrhz/8YWl0+PqUMD/xiU+UfP3sZz9b4nPyySeXa/yW3g996EMlXHzufj5/J/3yThn87Gc/S7/85S9LzyueP+mkk0reb7/99iVcaSXC0qSLWVmEPrleHjr+9re/Pe22225FnK+55poShw984AMlnpGm1cWglq0Esg6N0boJQVWJVBqJZFY7p8Xie5IyQoIOO+ywYrUqXL8VgoqoS0TF0GrQ+vjwhz9cwr/ttttKISjce++9t1TcT37yk0VQ//KXv6Q3v/nNJbFaEz/5yU9K5fj4xz9exJ/VLbNUYJVI5qrIMk6GyTwViB+FLK5+29aoUaPGmgIn4hVCaB//EA98hqgNhem61PAncvjnoosuKt3Ihx56aOE7hgpOxXN65oQVXaY4FdfhTnNmDLURTjxMUIgMC1YY+Oyuu+4q/Il7cTQhnzFjRrHs9BY6R1QYUI899li5P0sZTz/66KPFcMHn1157bUkfQ+fyyy8vIovD+TPXhthIB54mZPvtt1/pleTE9de//nWJP+NKvMRFHHzkn0gKg7FF9Ijqm970psLZum5dJxx55ePt8uRHP/pRadiIBzFlUMk/cSLSdIGuSBsDTBz40XCR7+7tnLyVBo0B5UW8NU4cI7DyUvczg1G65D+tku977LFH6ZIWL5D2VU2g6g+Dqo1Ih1BxxhEIqcIVKZnoPBBNGcViZKUqRJARKoiMl0CRl1iZJxNUSIXqmOuFJ1yJVRAqDqeA+dN9Qpg5jQFiLnPmzJlTKqCKKMz3vve9JRxxVcBVs18FcK8aNWrUWFNEo50liogJFoLGa29961uLHxxGFAH/nXbaaaUnjiizXAkvMj/jjDOKRYr8jfUic9YpgSKKriWYRBkPuhf+Y1QQFnGJ+DhOpGPM1HEigQ+Fi3uFh1cJLMHCh3vvvXfpxrbvHhwBxKf8mOAlfrpcaQFNYGmzbt1HA0PacTVDCVeLj/QJQzxAXNxf2uWBXk/Wr25x/nA7keVPXCMtkUYWJnFkldoHukMsCbDJtoRVr2t8i1Y8CDEtsM+PciH0GiSMMr/pFIgTy52IyzNptg3wvzoYVGwVDkh0mPoi40aETWtLovSf8xPmvQwXORkqEx0TeccJuK4WGfHVr361ZDYzfa+99irHZKAK6nqZ7FqVWSbrynAfXRCXXHJJEW4VUQHpMtD6UFGZ/rpytKAUErhe6wbEq0aNGjXWFoQNcNV1111XRJSFi6ccI1isSMB9uAqf4TXc+Z73vCede+65pUs4uJLQMD7wJLHVvey864kdoSUMLDfC6D6EgIgQHSJIpHCfeDA07Mdv98CBwtM7yCDB7UTOOfsxvonbdc/qiWRZ4n+GDT4PwZZG3B8TiHQle6VTXDmWu0aIdAF/GiMaHeLEyjUOzRLH6dKh8RK6Yl+e8ivv6ESkCdxTujn5Kw3yRNnwE4ItX2gIHaA54uy3PDQeq1GggcPy1/D4zGc+kz7/+c+X7nvpcZ9A3HuoGFRsJUiEtWi0QhSAG2otKKAoOC0Z+yJNoCVGQUhMWMcyTuEJk5N4CTn99NPTCSecUATWNe6hNaVgtJbsyyyZYyxBhVDJXKOP//jjjy9WtJaO8L70pS+V7gdCa1KXigkyhxMmVDOuRo0aNdYEhAEYBwQB2TNG9LARCV23xmR18cb8F/xIMPBm8BLuw4sEA5eyqMLiwn/E9X3ve1865phjimGCa/X+4WLXCMP9oxeScSQc93Ic99rHx5xztnEdPsTl+Nux4HSWH7EhjB/96EfLcN4+++xTuNh9NRjEjwi6L2tWHuD1T3/608UfC5FVTthA+PiZFYqzjQPTGF3WxlFdE4YS3RA3TprpDsjH2AeNjTAOxYsV63ekS3rksTgKJ/adj7S6n7S4ntEnnTF27V6uCbhudTCkQUstn+uvvz5973vfKxOgjJEqHIJHAEWUC5EFGcFMlwCtOhETYQWu8pi4pJIoABayMQ6Za8Bb60I4Wky2Eg4yxj1lgmtloIF53RXCNRMXo7EAAANuSURBVJHA5CqF7ppo+UWBqMhR+WR2jRo1aqwtCCqw1kxG+uIXv1gMAfzFcDDfhHXKOjz77LOLBUeYiRRRMb551llnpcsuu6xYsgSJWBmWc54g6kFkMeM717qXMIMbA3gXD+O6mDlriA2/CsP5EF7CgotxZAzJ2ScoDB1ixfEnPEbPlVdeWeIozTiUE5Y0Ejs9juJsDPTuu+8unI/PxZdW2AJNYUGaeGVfWnRL43+87Rr3M47Lj6FCGiJtjCVGnLjbAoF0XDxBHooP7g9R1CiSH3SDk4/0QBrlt/LQGBIXcZUWQi+ccNGwgrjXUDHoBCmVRcZqJWlx6DoQCYJmcFm3sJtKhAJiRcpQEwIkiNC6PsZrZax+dZao61QChanSGOeV2VqCWoW6E2SgCsBSlSG6N2SggjDNXeUhvrot7OveUCAyUpxNwFLp3ZuTWbYKRyHYr1GjRo01BfFC2rgEcbNGETbjAP/hLtYRQdM1bMwV5+kaNv9F1yy+cpww4k58xo8wjGN6fYXl540LxgmL9pRTTincSowB7wVfG04TLrGIblPxw4n4FPeKKy52DNcSSRNKcSQhdM9TTz218L0eQmGzxsXH/XE0LtYdjJtZr8IyVwaHE0p8DMI1NixfhI/vGWjSSzPcT3zM7RFv53A98SPmtIQA0hH5gvNNfKqOx/ID8kF4xFMa+BWecuKiK1s5WVjEJC35L97ip6FAyKVL1zFBDxfCrSyhKr6DYdBXf7Rc4gYxk81vCVYpoOpH5ilIGSOxBFDGiqhuERkhUxW8TBRpwilRClDmKlSJVsAqBn8qj0qjcGWMa4StoglPpVTQujAUsEJxLDKLuEIUiN+xX6NGjRprCpyIdPENTmKRolVcFGOL+C6E0Dm9eETAb5yHK3EbjhSWsVuGCcPFOVZVCCb+s0/AiHzAMRYgnmQEgTCJuK1j4V94DCa/8aN7iKt76pHEuSxd3E149ECKdxgu+D6MGvFghAmHFriXvJA2s4pxuXDwdAg/3pZuOkL8bF1HAOUfw85x6WEdi4P8I8QaMOIa3efiA+4tjrbirqHhXq6vQuMhNCYaNNLPmpYf7i0O0hNlqVyVI9EGuhX7Q8Vqf/WnRo0aNWrUqLF6GLoNXKNGjRo1atRYI9RiW6NGjRo1agwzarGtUaNGjRo1hhUp/R/gG8gZ2p7DGAAAAABJRU5ErkJggg==[/img]
Picto recompense Super bloggeur
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De : Le Cannet (6)
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En cache depuis le mercredi 17 avril 2024 à 08h52
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