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== <span class="mw-headline" id="Pr.C3.A9paration_de_.28.C3.A0_copier-coller.2C_ne_pas_couper.21.29">Préparation de Christian Boillat</span> ==
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== <span class="mw-headline" id="Pr.C3.A9paration_de_.28.C3.A0_copier-coller.2C_ne_pas_couper.21.29">Préparation de Christian</span> ==
  
 
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]]
  
 
'''Idée de projet'''
 
'''Idée de projet'''

Version du 30 avril 2019 à 20:51

Introduction

Cette page sert à déposer les travaux de préparation à la première présentielle. Le délai pour la restitution des travaux est fixé au Mercredi 1er Mai à minuit.

Les consignes de préparation sont consultables sur la Page consignes préparation 2019

 

Restitution des travaux

Pour rendre vos travaux, vous pouvez copier-coller l'exemple ci-dessous intitulé Préparation de.... et remplacer les éléments image et texte par votre travail.

Pour éditer une page, cliquer sur modifier (onglet en haut à droite), deux possibilités s'offrent à vous en termes d'écriture :

  • utiliser l'éditeur de texte enrichi qui fonctionne plus ou moins comme un logiciel de traitement de texte.
  • utiliser la syntaxe wiki et, dans ce cas, il vous faut désactiver l'éditeur de texte (en cliquant sur [Désactiver l'editeur enrichi] en haut à gauche de la fenêtre en mode édition. Si vous voulez tenter l'aventure, les pages d'aide (notamment la page édition de base) sont disponibles dans le volet de navigation à gauche de l'écran ou demandez de l'aide à Lydie.

Nous vous encourageons à poster vos travaux dans le wiki mais en cas de difficultés (notamment pour les images), faites les parvenir à Lydie qui se chargera de les poster pour vous.

 


Préparation de (à copier-coller, ne pas couper!)

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Ghost.png

En panne d'images ? Voici une issue de secours d'Images phase de découverte

  • Idée de projet

Proposition de plan : Thèmatique, Problématique, Solution imaginée, Référence (le cas échéant)  

Préparation de Jean-Baptiste

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  • Idée de projet

Image projet base

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Connaître la géographie de la Suisse

Problématique

Au cycle d’orientation, les élèves arrivent souvent en ayant des idées floues sur la géographie de la Suisse.

Solutions imaginées

En partant de ce plan noir, on pourrait imaginer de développer d’autres outils relatifs à :

-la géographie générale de la Suisse (Alpes, plateau, Jura, grands lacs et principaux cours d’eau). Cela pourrait être des parties à superposer sur le plan ou des lignes à tracer.

-la localisation des grandes villes grâce à des points à ajouter sur le plan.

-la délimitation des grandes régions linguistiques.

-les pays frontaliers.

Pour rendre cela plus ludique, on pourrait diviser la classe en trois groupes, eux-mêmes subdivisés par groupe de 2. Pour chaque élément à placer sur la carte, les élèves pourraient tirer des cartes (ex. : le Léman, ou le lac des quatre cantons) et ensuite réaliser un exposé à 2 sur le sujet sélectionné, ce qui permettrait d’enrichir les connaissances des élèves.

Esquisses papier

Photo2.png Géographie générale de la Suisse : Alpes, plateau, Jura
Photo3.png Géographie générale de la Suisse : lacs (sélection : Léman, Neuchâtel, Bienne, 4 cantons, Zurich, Constance, Thoune et Brienz, lac majeur)
Photo4.jpg Géographie générale de la Suisse : cours d’eau (sélection : Rhône, Rhin, Aare, Ticino, Inn)
Photo5.gif Carte grandes villes: sélection de Zurich, Genève, Bâle, Lausanne, Berne, Winterthur, Lucerne
Photo6.gif Les grandes régions linguistiques

Préparation de Jérôme

  • Image (réalisation personnelle; sans lien avec le futur projet)

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  • Projet

Thématique: classification périodique (des éléments)

Problématique 1: les élèves ne parviennent pas toujours à bien appréhender la périodicité et l'utilité de l'agencement des éléments dans un tableau.

Problématique 2: l'histoire et à la nature des sciences sont souvent mal comprises (il y a eu de nombreuses classifications periodiques, mais une seule a été retenue).

Solution imaginée: Faire un classement de "jolies cartes" d'éléments fictifs en s'aidant de propriétés définies dans un document annexe.

Préparation de Sarah

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Catégories fruits.png

  • Idée de projet

Thèmatique: le Vocabulaire 

Problématique: les méthodologies officielles pour le travail du vocabulaire en 1P-2P ne correspondent pas pleinement aux besoins des élèves allophones. Les images utilisées sont peu adaptées aux pré-requis de certains élèves. De plus, les modalités de jeux sont parfois difficiles à mettre en place en classe entière. 

Solution imaginée: crée un jeu de plateau ludique qui travaille le vocabulaire et la notion de catégories.

 

 

Préparation de Laurence

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  • Idée de projet

Thèmatique: mathématiques

Problématique: l'année dernière, une collègue a fait une formation en mathématiques avec un super matériel en plexi, mais malheureusement ce matériel n'a pas pu être "commercialisé". On a pensé pouvoir le créer par nous-mêmes.

Projet-laurence.jpeg

Solution imaginée: créer un jeu en bois (cf images)

Préparation de Sandy

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Image sans lien avec le projet. Si vous disposez de peu de temps ou n'avez pas d'inspiration, consultez la page Images phase de découverte pour y choisir une image qui vous convient.

  • Idée de projet n°1

Image : forme des pièces à chercher

Thèmatique: Entraîner la conjugaison par petits groupes de manière ludique de la 5P à la 8P

Problématique:

  • Combien de pièces de chaque élément fabriquer pour que le jeu soit « jouable » ?
  • Créer seulement des pièces pour les formes régulières (base + terminaison) ou inclure aussi les formes irrégulières (dans ce cas, familles de 2 pièces seulement) ?
  • Créer un signe distinctif (gravure d’un dessin au dos ?) pour les verbes et temps spécifiques à chaque degré afin de les trier plus vite ? LB: je conseille un petit signe devant type une petite étoile, une petit rond qui soit très discret. Retourner les pièces dans la laser nécessite de tout placer très exactement à un endroit particulier : ce sera très chronophage.

Solution imaginée :

  • créer des pièces - « cartes » de différentes catégories : pronoms (je, tu, ...) , bases (veu, voul, veul, voud, ...) terminaisons (x, x, t, ons, ez, ent, rai, ras, ...) , jokers
  • règles du rami adaptées (constituer des familles de 3 cartes consécutives pour pouvoir les déposer, le but étant de se débarrasser de toutes ses cartes le premier)
  • avoir des supports comme ceux dont on dispose au scrabble pour poser les lettres. LB : je vous conseille de consulter ce projet qui a réalisé ce type de support : https://edutechwiki.unige.ch/fr/STIC:STIC_III_(2016)/le_raton_conteur
  • avoir un sac « pioche » comme au scrabble=> LB : on peut faire une boîte
  • avoir un sac dans lequel on se débarrasse de la pièce dont on ne veut pas à chaque tour et qui sert de pioche lorsque le sac de pioche est vide. => LB : on peut faire une boîte

Autre idée : Ces pièces - « cartes » pourraient également être utilisées d’autres manières (apprentissage en mouvement par équipes de 2, par exemple -->Les pièces étant déposées d’un côté de la pièce, la consigne à l’autre bout (« 1. écrire le verbe ...., au présent, au singulier ; 2. ....... »), les élèves devant faire des aller-retours entre les 2 endroits pour reconstituer les verbes demandés).

LB: un autre projet qui pourrait vous intéresser : https://edutechwiki.unige.ch/fr/STIC:STIC_III_(2016)/fabrication_de_phrase

  • Idée de projet n°2 :

Image : différentes formes pleines (sorte d’ombre chinoise) de puzzles à chercher

Thèmatique : Entraîner à reconstituer des familles de mots de manière ludique et auto-corrective

Solution imaginée : créer un puzzle différent par famille de mots, avec des intrus qui ne rentrent pas dans le puzzle. Au dos de chaque pièce, graver la définition du mot, de manière à ce que l’élève puisse se référer au sens sans avoir à chercher dans le dictionnaire.  

Voici un exemple.

Projet2-sandy.png

autres pièces qui ne permettent pas de reconstituer le puzzle : un choc , une collation, choquant, un chaudron, ...

 

 

 

Préparation de Rémy

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Switzerland by-krummenacher.png

  • Idée de projet

Thème: Grandeurs et mesures pour un cours de sciences expérimentales

Problématique: Détermination d'une surface complexe

Solution imaginée: Comparaison avec une surface connue du même matériau etcalcul à partir des mesures de pesées.

Objectif: Déterminer avec précision la mesure d'une surface complexe par 2 méthodes différentes. Application concrète à la mesure de la surface de la Suisse.

Descriptif du fonctionnement de l'outil :

Méthode 1: Par comptage à partir d'une carte de Suisse quadrillée:
-compter le nombre de carreaux
-en déduire la surface totale connaissant la surface d'un carreau
-convertir le résultat en valeur réelle en fonction de l'échelle
-comparer avec la réalité Matériel: carte précise de la Suisse découpée et quadrillée par gravure. 16 exemplaires au format A5

Méthode 2: A partir d'une planche de bois de surface mesurable, comme un rectangle A5, déterminer la surface de la Suisse découpée par la méthode comparative de pesée:
-calculer la surface du rectangle A5
-mesurer la masse du rectangle A5
-mesurer la masse de la Suisse découpée
-calculer la surface de la Suisse par une règle de 3
-convertir le résultat en valeur réelle en fonction de l'échelle
-comparer avec la réalité Matériel:
-carte précise de la Suisse découpée et quadrillée par gravure. 16 exemplaires au format A5
-planche rectangulaire quadrillée du même bois. 2 exemplaires au format A5

En sus, réalisation d'une boîte pour le rangement.

Boite-remy.png

Préparation de Anne et Loïc

Thème

Ecriture-graphisme (fin1P - 2P - début 3P)

 

Postulat de base

L'apprentissage de l'écriture liée demande non seulement un développement de la motricité fine, mais aussi une connaissance du sens de la formation des lettres.

 

Proposition(s) imaginée(s) pour améliorer cette pratique (plusieurs étapes en fonction du temps de réalisation)

- Etape 1 : Fabrication de lettres en "négatif" (plaques gravées) afin de permettre à l'élève débutant de suivre le sens d'écriture d'une lettre en boucle avec son doigt.

- Etape 2 : Avoir la possibilité de juxtaposer plusieurs lettres (façon puzzle) afin de pouvoir écrire un prénom (Majuscule + minuscules).

 

Problématique

- Avoir des lettres assez "épaisses" pour autoriser le tracé avec un doigt.

- Ajuster les plaques entre-elles (assurer les liaisons entre les lettres).

- Tenir compte des graphies particulières (par ex. "os" ou "or")

Image

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Préparation de Katia

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  • Idée de projet
Cmplt-materiel.jpg
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Proposition de plan : Thèmatique, Problématique, Solution imaginée, Référence (le cas échéant)  

 

Préparation de Evelyne

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En panne d'images ? Voici une issue de secours d'Images phase de découverte

  • Idée de projet

Fabrication de formes-pochoirs avec des mots en anglais pour l'élaboration d'une fresque en art visuel ou pour mémoriser les mots en classe sous forme de puzzle ou de memory game

  • 1° trouver plusieurs formes représentatives (exemple de la chauve-souris)
  • 2° trouver une police qui supporte la découpe sans altérer le texte (écrire BAT dans la chauve-souris)
  • 3° insérer les mots dans les formes (maîtrise de Inkscape)
  • 4° le jeu peut s'utiliser pour la mémorisation de plusieurs mots mais il peut aussi s'utiliser pour graffer ces mêmes mots sur des tableaux, des fresques, voir-même des murs.
  • 5° le support pourrait être un carton (pour les jeux en classe) , en plexi (pour les pochoirs) ou en bois léger.







Préparation de Christian

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gB3ClrVtZq5YldvSRR2UTWYuQMtAVAc0XdEHDATg3McPxfnvt7aBDu3UI4AJ0eDNxrgA4hoO1bN7C9tpjT1/oVveKQ6jQMzOqespAVwTk4CoAAE9jommOAeDsWT/bOUPPCoBLNJtruGBiEtKFgHmJIwVNt8Vmm9vEiRPL7hWFEA6WjKqfMtAVCc0XdPzlQDfszKFBs7V1oKHhAF3ndu1c0wE6nCltW7exDdffwLdS5j4Z6IqHMtAVMTlAwp+blTnQWYifdtLJ7kyhTYe2a9uymY9OwZGCaclA6NK27Wydtda20aNHl+syyEC3+CkDXRGTQIcTRW07+IxTTnVNh3ajv65dSWjLBfARx7TEmdKuTVvvq3vqqacq7KcrlJZR1VMGuiImB0UAGU6U2b8wty4kBk137JFHuSMlr93atnLQeRsvaDpAh3m5wvJD7IknnvB7FdJqGegWD2WgK2ICFK7hAjaYpgMAadPtvfseAWwlrukAHZ3jmnWgznHMyxWHrJAHXTJouoz83hnoFgtloCt2AheBfwlgcwAGXmu11X1UCprNZxq0a+2mJQB0J0po03UobW+rr7qaPf7448ltcgCLgZa16RYPZaArcsKJAuAEPjRdjy5drXvHzvmhX5o57pNag3lJX137dqU2ZPDy9thjj5XTajHo4nhG1UcZ6IqdAi58JEowLdF0H733vrVs2sy6tu/o5qQ0nebXdW5fmtd0yy832M3Lea19mVH1Uwa6IiRpJhjAATaNSLn3zrtCm63ESpo0S4aBBe1GPx2gY/Y4oGMdlY7tO9gawQx94YUXMidKkVEGuiKiGGxi7ybgLwAP0J1ywonBhGRWQVPr1aWLtWjUyNdIwbzEsYJpyURWQLf+uuvZhx9+mLt7RsVCGeiKhAoBzjmn5X6aMdO++3aibRiAVNq6jTVv2Di06zr6jHFpOh8KFgCHM4U23cYbbuR7nFdE3D+j6qcMdEVCvwObOKfhAN4Lzz1v/fv0dUcKmg7QufOkbSsHHJrO18IMJiZdBjvvuFN+g0juFYdQHM+o+igDXRFQHmAR0w7ztlgwL2dOn+HgO3voWa7lunbs5JquW4dOSVdBy2ZuXgJCNB2g61Ta3g4/9LBw8+T+atcRcqx4RtVPGegWMyH3YGD2bMCQHHv6bA7KwvFjv7StNt3SmjZoYt06drUWjZt7Xx1mJdN7mGGQOFZaWYeg5bp06GjnnXOug9Xbhbm2YUwCX0bVSxnoFjPNmYNmyx0EyscJAWAOeDdfd5MNWnqgg61VsxLrXNrJwUWbrkf7DslwsGBisn4K4zIxQx954MEMdEVIGeiKgFjxi740DdXyMICE8ZYMdp78wyTbNbTP8Fr27t4jmJAtrV0rRp60cvPSFyRq1cqX4GvVvIWblqussKK988abedAVAlgGusVDGegWM8VtLJGnAZaQzJjL++/7ty07YKCDDODRrgN0nYOG89nioT1HSKe40rfZYkub8v0PGeiKkDLQLWaKByLHjg28lQz/QtOdePwJbi4yEqV9G0addLCmDRu5Q4WpPDAL0LJ1VknQgr169LTtt90uMSdzpmUGsOKhDHRFQiwghJmpDfoBHfzq6P/Zaqus6t0EJc3QZmXajpEpdBGwZx07s7JDa7MmTb2PbtSIkd63J9BlVDyUgW4xE5uDsDl/smXxXJv10wybk9sGmfhpp55s/fv19W2PmzVt7FpNMwmYwkN6B/Yfb9nc2gRN16lTJxs4cKB9/PHHedM103LFRRnoFjsFcM0KGimEbIkF0IjP/vVne/GF52yZQQN8M0j2F2f7YwCnoV7a8L9dON+kSSNrFTRdu3btbO+9986PRMlAV3yUgW6xE9pojm9ZzF7hgI0N/n+aOd3223dvNx1pq2E6otXY9pg09itgz3G2RO7Ysb01DVqwdTguKSmx66+/PnfvxDOadYIXF2Wgq2Kan5YBcG5i5rSdtNwD99/nQKOt5tosAA2QAUA0HxoPTYeWA2yYmJ06dQhhB/vyyy99+BecAa74KANdFdP8TbsEZLBAN+Gbr2yzTTfOm48ADcABQjb5B3RshUwI6NByaDvadeuvv74/E8YpE1M6L/PPW0ZVQRnoFjsloHPABY3345RJduEF5znAZFoCOOKYl6QDRtJJaxFAKNDRpjvnnHO8GwLAEc4LWBnoFg9loKsGQrgBQGzqSeBjwNGmGzd2jPXo3tUBBrBigLmnMrThiOdBGRiw9e3b28NnnnnG76tnzQ94GVU/ZaCrBgIAGupFXJyAYa7vsAroPh/3me215+7upQRUPXt0S9ptOZCRDug6Ba1GGpx0E3SwJZZYwvbdd2+bOnWqzZo1y58HZY6U4qMMdNVACL00juICAp5KgEd4+WWXONAcTMGkbFB/KQcYQEPbATw5UwAjIHRtF47Rjjdcf63NmDY9ADjRpHpepumKizLQVTFJ+CX4hOVMzZxZ+ej//cfWWH1Va9Swft609M7wADq16QAf8RbNmzroiEsD4nj5+KMP8ovS8oy0IyVNGRgXD2WgqyJCnGFGYBHOmsU+ccm8OfD2yy+J+YeW+/TTj23XXXd2U1FAAmD0yalTXO06OsZhNgrxroN2paFd19YdKJolLuI4BnxGxUEZ6KqIEHPxzwFgAC2v3HIYoL01YcLXdvrpp3o/W/1gTvbt08u7BdBmvXp2tyaNGzoIvXsAU7KkpbOvgxI0YsuWLW2FFVZwB4o2gGSPcmnSDHTFRxnoFiHFAi7AwdNmhHZWjnB0yOybPn263Xfv3TZwQD9vy6HR1A+H+Yh5mR+BEs7JzCTkPNfSGX7YYYfZpEmT8ppO7UYoA1zxUQa6KqIYdDNn4SxJwCAtBPAefvhh22LzTd2EZOQJJiTgIi5QyZGCtuM8neWkowE5N2DAAHvwwQf9/lDsrSTMQFd8lIGuikkAwPSDQSETSz/+8CPfE5ypOV07drBmjRpalw7tfaRJ/XpLuukI+Bo2qOdxNBxgI414g5DevXtX22yzzeyDDz7wbgIANm3atLyWgzLQFR9loFtIQqjnxZD6zNBueBen/TjVhp5xprVo1ty6d+7kU3TcMdI6caRgXqLV5KGUF1Np7tEM8fZBA9566615YEN6FmnElYeMiocy0C0kacDynDkMuypjpQfxD22tpC/uV0afhLSrr7rCHSZ9evf02QLJMgsliXMksG91FYAn8GFSdg5tu2bBDAVoDHBm+BceT1ZwjttvAlk6zKh4KAPdQhNaJpkLN3s2s79/8bjSAR5pP+XmyT391CifI9e4UQM3GwGdAIe2A3DsvINGA3AwbT6Ge5WENMZYAr5evXrYnXfeXg5UscZTPANd8VEGuoWmBFhot3Q8BiDz5T54/13babttrUmD+m5WNm3YwNetZGEhVvNiCT1MTABIqHVPcKKg3RhbSddC48YNbe+997TPPx9LBvIUA4x4BrjipAx0C00J0DT7W8eA7ZdfcG4kJub3331ru+6yk8/4ZskFHCi+qFDbtr6SF6DzPeYC0KTx3NQMYMO8RMsxxpKpPJiao0aNcHDTThS4MpDVDMpAt9BU3oz0dls4jk3Mb74eb2efdWbSFxfMSZY9B3ww21uh7XzrYjin5dQBDuDQdHKwYFrSlpsxY5rfO5uoWvMoA91CUwKsGGSKo+nGf/m5XXP1lTZ4uWW8OwAwoeXoHmjRpLFv+gELdGg5riEEdJiX9NPRxqMPb9llB9njjw/Pg1ujUNKUab3ipQx0C01l3knMvZkzGX2SgO/bb7+xZ595ypZdZqAN6re0NVxqybxZyTLorMiMSQnjPEHzoeXUngN0aDkAh8YDfNtvt40PkNbshIq0HKDLgFeclIFuoSnRaDItpeVo473yyku2/nrrOHDQXIAN7YaWw2ki7eb7EXTp7KYngOO65o0bJb/p2N5/zwiU1Vdbxd584zW/v5Z4iEGXgaxmUAa6haQYZITSep999qntsMN2NqD/0t4ewzGC9mLfAXbYQbv5jjsBWICtW6eOfg3tPdIAHeCjYxwtx+Dnc4adZV+N/8Lvj7YjzEaf1DzKQLeQJO8kjMYjxKw84ojD3L2vaTmYioAJwOGxlJYDiJiVhGg5NF4eoEEjAlh+v+kmG9knH7OVcQK4X3mWO28AX3nKTMvipgx08yEJsIQ4rVl+CyCY9QuDmBPNQ5vu/PPPtW5dO/s4SU04BVAAz50lOW+l2nM9OnXybgPS1YWA9gOA/Lbf0n3sissvTbQb3RGh7VjWL5gBrKZRBrpKkIQ6Fm5pmDm/zXbgAQK03j/+cZMvEoR7n7YYg5OJo+XcSZIDmsDHVld4LwlbNW3qbT3f0rhdMlqFNt2BB/zFxnz6cR50CdgUZqCraZSBbj4koYbjAcRKi7sKRo58wlZccYg1bFjfzUJmBQA8mZewAy/HmJDJRo6lea8maQCU0SqkrTBksD3yMFN35rpJicMG5phQ+cio5lAGukoQHsJYsMu3o+ba999PtHfeecu2335bHzHiG3oEwGFi0qbDRARMAp7ARxpazfeYC8doNwBHW452HgOizxp6hn074Wt/DppOjhocN3hLM9DVPMpAt4CUH9E/J4AgMNrnhwC6fffZy0GGZoMxKRmoTOgmpkAWmHgMQIAmryXeSgZC47Gku4FNRNBoOGcwKdGs0q4cZ4CreZSBbj6EUPvk00A//PCDh5B2SkULHXbowbbiCss7YACaz3cL5iXg0wRUgFaIAR2mJKYlx02bNHIHDF0EN95wXX7kSZplYmZU8ygD3TxIphvsGywGkBECOCaiMiH16ssvszVXXcX72RrVW8pBRJz2WMumQdMFIKHdAKGcKoTed5dLQ6tpqg/rV9IRfuSRR9jYsWPcQSPN5s6aEP46J7TlQghnVPMoA10FFAMOYlfUubODeReYbYk5HvnECFt/7bW8Xw1PY9y5TbsMsKHBAKJAhlNFDODQhmi2ekv92Yd5ATy6CJ5//tnw1MSEJMyblDkOEHTOqObRIgEdgpl2NkA1ZfR7Ot9QDDjWHwmSbpO+D+Zlbjvhj95733bZYUfXZAxQJsQRAsAAm9pqgI9QbTk0Hc4VDWJuQxdBO2aDM0mVGeEt7Nprr/3dWieQf+eQEXIlzqjmUZ3XdIUAJ+Kc5qux4T5abtb0Gfb9hG/tsIMODlos8TJKo6lvjUWGSBcI0YAAj7icLPkwB7Zu3bpZ/fr1bYcddnDA4SFVWzKmGHTEM6p5tNCgS2s4r40LaL2iJUlwAYrf4cfJU7wtNyO05S4+/wLr2bmrNWuQDEqGAR2sqTsAkXTAlwae5sq5eRlAh3ZD47Gc3uOPP+7P49nzmytXY75xRuWoyjVd0QtGyJ57IlMUL/aD1qENx+YcTzw63Jbu1ds6tS21kibNvA0HgGABUEyaHCmEAE99cQAP0LVtnWi73r172+mnn24zZ850FqFpa4qZnlHlaJGBDuEsxEWv9cha4Fiw4zwDPu8MD4dfjPvcNt94E6u/xJ+tY5t21rd7TwcSDKikxTjOt+ECA8z4mnwYzMuO7TtYx44dbZ111rGPP/643DMxLzPQ1T6qNOhiIMUgQkAkpIQIi2uGkE6awkJUUXq1Um6HjxkzWK0rIVZhhuI21VdfjrdjjzzKWjcL4Clp7eZli0ZNHEwyFwuBTlqNBWU5z3w6FiVi6g5dC82bNvO9CFjtGXOSb6fvQnxegCuK75fRAtN8QUfBwhR+zErXNel0cSxEaaoovTpJndyATnkV2AQ+Ko6bb7zJ1lhlVWvTnAHK7a19i6DFAvjkLIFlUsq8BHgwaYyxZAYBw77yswwCKLt37WYnnniivfPOO/4sNJuI/KQp/mbF8P0yWnBaIPOSQi5U0AgHAho3/BFUXO3xalVpKgqhIQtB25FvwEa+PTnkjWPCl198yTbbaOOgnZpYl9KgsVoFQLVklkDSPgM8Ymk4gCbAwZpd0D2YkswmIMTLufmmm9mLL77o30nPhoinQUdeiuKbZbRQVCnQCUgqdAkDYe5UEJryfUpz5iTCoRCK5SUtO4VkaV5phIXO/xHSO/z8c5mW+fXnpB339fhvbN+997O+PfpYyyYtrFO7AJpmQYOVtPUuA7oIZF7GoFOcdJmgpGFa4t3Eq7nS8oPtphtu9N17RLFJG4NwUYAtDVrF02k6jivQ+BoofZxR5Wm+oIsLHgJoCIaAx7efMmVqOZCx4aEEmE0QVT5xOcVpcXqadH5+1/1RQq60QSP3J9+8j4V0BoNcdcXV1qlDZ+tc2sm6dexqpa3aWZsWQXu1Lg1tss6/A1l8DMfmpwCIdmS85d+PO8bGjvks/42lbaHYzKyIKiP4MYgKEecErkKUPhffqzLPz+j3VGlNhxDEYIM4njBhgnvd/ve//9krr7ySr7W57scff5yneZkmCcC8hADiOvGiIISeDmmR5zm09V7736u2+qqrWbMmTa1Xt+5BW7WyJg0aWteOnXJaLlk4FjAVAhysfjrAp450tN0Kyy3rWx6jTXnfxGoo85oKfIviHblHuvIslAaRrmfGz1aZkDa/8slo3jRf0PGB4w+uELA99NBD7gTo3r27d/D26dPHDjjgAO/gVV8TwhQXnkhpsaDFRDpCwTlxVZDejfZo/IwJX39jp5x0svejscWwQNamZYl1bo8nEhC1zPfTCXDEBTjiaDWAKQBiWg4eNNAuPPccX/WZd+Qb8XyRKjbyw3nl8Y9Q+re6p96VML4m/gYxFcoD11Z0fUYVU6U0nWph1Yx86Jdeesn22GMPW2KJJbxzl74mtuIlvt1229mIESPckaLfQHEBpQtrQQpQ11b2+nlRfB/yipaD//PwI7bikBUcdHCLoO26dOjoJiXAQ+sBPJmPApkACBMHaJzT9B3WTBmy/HL26ScfhScmm0Tq2cqLj/UMRJz0hQFdTNxH71oZSl/L7+O8cD6dtwW5f12lSoNOmgAN9t133/nG8gCsVatQg4ewtJTtnDq7xiPce++9bcyYMb8rJFG6cBAuniPmGIa4VtcTch5gEKbv80eIe/B+EvApU6bYX/f/i7UCXAFwpW0Z3kWfG6YkIGvrx7C0mkBHKNARB5S04wAcfXNsZ3zbrbeEp8616dN+zL8jpG+Vft9FQfpmPI978iyOIeJ6pr47abo2zqPOKy0+B8X5jeMZlVGlQBcTbbb33nvPdtttN9duLE3AnmktWzb3bZzY6IINC1dffVX7738fCYVCwSJMFCwFVD7OZMx4nRGY37AsAStrcZ6JnLqO33He55aFuITlj5KerZWZf5410+65+06fXsNsAE3HIWSQMmACSHEYA+53nJs/xwRXpvDssfuu9vVXX+ZXaIbSggsJgPOiyrw3947vRVuRPklpU0IqHFV0AqaIYyraNJi4B/fi2vQ5UWXyVxepUqBLf9zRo0fbkCFDXKuxbxobFAK60tLQzmHeWBBSgHjllZc7WGKwidMAjMEkQKWvhwEJ60uyRgjAJE8LV7hlC8WS14nffmNbbrGZAwVTkAmmmgvns8AjLaaRJ4XMSh1rSXQmqTJB9aknR/qzYJbSg+L8I/yFaGHekfIDXLqHtJ7iaVDGIIQIuYaZ8zjHIO43efJkvy7OW0XxjMqoUqDjg8emyLvvvmtrr722NWzYMF+TowXQCAgYcYSUFYkRrjlBmMsLWhmY3C+fY2r/vAYIx5+P+8zuvusOv89VAcB4+1jhWPdgfZJYYKAFLWhADMi535TJP9j9/77XgcJmHywulJ506oOUQ1yaLNZwMeiUxrWAV/sQ/Dhlkj+LRYYwL6uaBBxM5thDSzoMaNBkgChuX5ImQJL+3HPP2TXXXGP33XefO9H0nXV/KA04fqvy4TqdX9Ayqm1UKdDxkfShMC/56Mcee6w1b56sWAXwECqfH4YJFgSTOAukzsrtQOoMuHLxPPhCGgL4U7TxxrixY+zWf/3Tdtt1Z9cO3AsQLN23tx137NH27jtvJUAOv5VwpCldsHqHdLqeyf0A/Hrrru3vAlAENmk6WGkx0KTVBLY4jbxzr4ED+rmWmzZ1iud7xvSpuWdXD6nSFNA45lsIFMSnTiVPCek7TZo0yS666CLr27evde3a1acg4SgbN26c/zb+9r//tr8nXUNYmetrI1W6TafCAXTUimwwz8RLFtJBqAAaQol2wAxbZeUVXUsJXGx2IQGPwSd2rRWuBXyAlTYV927YoJ4LLoKOiQbvvNMO9t67b/vvyEssOPMqyELnlT8A99qroz3vaDqBhWM9X6CTtuMYYMWAi7UcrG9y+GGHuJab5toNDaB2bNUSIJMTjO+EtuMYQvu9/vrr9sEHH3i5cp7rAJ9A+thjj7lVs+SSS/oMd7duSkvt/vvv9/OFKjxI35kQk1VxaUadr4s0X9DxkSgMfTjR22+/bSeccIJ179bFtRAA0br9CCka44XcOh/lOAAur+Vyx75ycYhT+//nkYdsrTVXtz8tsYQLKxvic0/uzbMQ4pVXWsHNQH4jwEEUZLow51W4ybkkDwACYLCMHkDnWTyfd4EFtJjJCyCjWwCnioaD0TenONcsP3hZfy9VPNPDe9I+TTZ2rHoCRLwrZYllANE+O++881xrDR482A499FB75pln/BwE6ADohRde6CBr3769denSxUNmug8bNswrPFhAqgypPNJhXaJKazo+LsCTkBMfP368Hfm3w61/v755DQc4YASNNpibjTnNlgab4hLGCd985eYjGoal7Hr36mEN6i/l7URAjQBj+mFmXnTh+e5prKimhdIFynGcRlxmKltQsQE/K3HpOXgbeS80Xww0QoEQYDFzAJBpiBdxaX5+y5qY40L7lHfUknpy3lQ1xe8cT1+67bbbrH///lavXj3v4gFIu+yyi5uNkMr5/PPPt6ZNm/ok20aNGlmTJk18EMSZZ57p5ysCnLSm7kMYx0VxHIrLp7ZSpTRdoQ+rWpNRFTg5llt2kIONVa1ohyGwJ514vAMDoQZYsZNE2g2hB4zwyBGPe8cxoONeaFDMSZl3aB/ASDvyvnvv9t9Xtk3BOa6FVdDJ9Ul+jjj8UN+emDUreTagg3kewElrOh0zc4ApOyy3h5mp/jjuw+/IM+3TyZNZMxOnxIzw7ZLKJ+kCqXohi4fmofWoQJml3qxZM+9jZVBDz549Pc6gBn0ftN11111nnTp1cg3HdYAOM3Ps2LHlAMN7xN9V7yUzlUoamSFdZcb1admKv0ccr020RGVfTB8o/kh8UMDECsf/uPlGF1q0EtoBwcX1/v57zBOLPJhBwAUyAY/2HK56NALCzG9xPDRqWN8XXXXhDsBDk8KYn7QXeXYMOvIIFyo4QuWfOOzXhjywJzjtRJ6LIwiwEPJM0vT8NPDQZICOuXJoOdpwDAtjoqoWnF1j9VVt1MgnIs1WnpWXqiQqR96b8pLwn3rqqe4IwzkC+LQS2Z133um/kaeTMbVrrrmma7sOHTp4/Pbbb/d7kW/up8os/rbxO6lc4jjXonn1G1FF8dpEDrp5vZzO6aNB5X6T01oAD9NQXQdoK7TfCccf5654mZBimZoC34UXnOftKQCLiQe4aFsJCICZdO7LLjaYovxeBRdTnL/4XJxO6IAN+ae9heOH56BdBTQ0HXGZlISKy3yUeclSe8QBncxLfr/7brvYl1/g6Uu6JqTltJddnKeqIN1bQq74ZZdd5mYlJiNgkon5wAMP+Hm0IyFOln333dcByXnafmhLfdc47/qmdDEAWt0DDyjOG2RIThyu5T5cn76HKI7XJnLzkrlwYIppOFD8rnGcaTvxVJ2EklEcCC/eP7QdJhVtMICDKbjfvnvbQw/eb99NnODXAzS6EhyI4XcPP/SArbTiEBdwNAQCi5mKlmMkB207mZz777ePvfXm634fWDVuRcS5uMJQrazalnsMG3aWLb10n1DjN/EOfjr3CRlhQ+c/TFqaAZ87S4LG6B00BlqPNh1mJtqOc8cec5R3E+A4UXuOTnhtBEL+Ksp/ZYRO1/Auihf6nUCib4EGO/DAA8N7tAtaLJjTHTqF9+1so0e/6uchpjz9+OM0O+SQw6xLl25+zZNPPu3nkAUew30BF8+My0LP0XOVjmkr8HNNobzWdlpC8si7w5oXpzlmENfE34ZjXReOnDERp/442fvWZJ7hBMHJIrf/uuusZfvsvaddd+3V3mf14AP/tquvusJWXWUl1wr8DpMSrUYIyAAx7TrA+5f993VTDaDyzKQPsIwoRHFcmMSpfSUIHLuWC4Qncd9QKcQAY4QNoGuF1p4P6AAYM8G7BW3BLqsADWY2AQA879xhiTYPeRbQ/HvlABiDRbSggljovWICDBDP0nniTMU69ti/O6AAXmlpB7vllluDOcrQMExR2oDT7eijj3VA9u3bzz7//MsAmqQTffr0xBPKcwFTrMW+/fZbe/DBB+3KK6+0G2+80deAIU0gVJ4W9F1rA7mmQyD5GHyIuGA41seBOKcCJuQ62mpyhhDuuMN2DiCZYDAaC20lcw1ASRMCNOKcQ5vxO8LNNt3YDj3kIDvj9FO9vYjDRgLrwhqehaacn8tahSrPK3nWyAvoi8/H2tZbbeFAl8morgLyShp5qpCDKclG/XQZ4EyRiUn7DqfK6aedUq7jX+alhrSRp1jwiC+oIFJG6XvomxAHDCrHuDx59ieffGJDhw4Nmn5pb+NtsMEG3p2g32NeHnLIIW5errzyynkHSuwJjYn7jxw50vbZZx93zuB8adu2rZuvRxxxhH366af5vMblUJeooPfSwZQDGJwm0rjGP14QHoSfPrbnn3vGwcVIeoQYM3OpJf/kIKM9hjADLjybmJEINhoRwQaAgG/QwP626y472f9Gv5wftUHIkCl5P2kDuhMlcFrYYPJH/nUMx8LGMUS74+mnRtmaa6zm+SUP5Is4TIVQEGgRA662QSDRatowRPPnACBdKjhq3GnEtwqVhUBHCMX5jKmyaZDKS5QuO8X5LfFY4JkNwggj9cc98sgj9v333/vk5BtuuMFWWilYIkGTs0wgneVUYBDfFEAzHlMV9fPPP+9tQPr0mPYFkInjrMFpc/LJJ9s333zj19Zd0FF+c4NZ8ksQSuKBWViVNDbKIJ3lxLVqFuzx3NJ1IZLXcmgnAIQ5iNDSHhPIOAZgckYg0IQS1j49uvt6I/1697IXn32Ghzh7u8+FM2E0BU4IQgRXGiwtZGmKCxhBQUhoi9x+279s2WUG5vOFdiNvvAeVRCGgxUz+ARehVnYGcHgz6TTfbtuty3lw3SQO+ZZ1IKoITOl3Sl+Xfm+dUxqh0gSWOE1l+n//+a/Pkm/auIktt8yy9pf99re111zLVytr3LCRtWsTNHnzFrbGaqvbWWcOtddffc0n+kIyK99//307+OCDvUthqaWWcu3GTBS6GXr16uUA3HTTTe2LL77wPNRt0AUGaIBp+tRpNuLxJ+z8c8+zc4edY5dfepmNGjHSlxXnOtb0nzrlR/v5p2RTDQQI4Rn+6H9dUAEZXkhtbighlpAi2FwHk46AYo4hoL27d3N+4N57wo2ToVmELqQuoAhSeY4FTkQaAobpiXDF18gswoS65ZZbbIvNN3WNqzySZ+WPvCrfFTH5F/AwNTmGAZ+8mJjIYz/7NDw1WAhoZ7QeeQ/vFOeNvKKxpKWhvEWRozgeE1qbe/FbvIITJ060p59+2h0mmJAScO4nkDh5GZq99867tsVmmzuwunXp6nMJ27RqnSyGG5hj5hUScrzOWmvbZZdcam+99ZY/44orrrBdd93VVxFo3Lixa03ABvAaNGjgYzcxNRkBg2ZFS5LPukgBdEmtC7PB4dAzT7dtt9nKBZFObkDDvtfDzh5qn3z8YfhJTuDD7xAeam7AcfJJJ7g2w2mithr3QDBjoKHtXFhz5zqVBoFv1jg/mgOBPeZvR3i/XV7LhWcRqh3k8dx/mWmka96dtKB+Qxqd0hzDb775up1yykmhjbKi54n2GKBRX5tAo/zMi2UeS8MJgNJ+hKuvvJLd+o+bbfJ3E23uL+Gd5mBqzrWZM6bl3ynuUoA55hxaXe+i91E8OU7mtkEC5Jdffhne7xRvg62yyipu7v3rX/9ykxECmIDQTe5wv99+/cVuvv46W6Z/P/8GehdCjmU2w9LgvBfdLKwesMYaa7gJCTMgGgZ0jNPEXJXmIw0zlilBUN3VdKHgABzhiCce8yFWmIN4HgELQoXWwsOIJ47teAEnAuOu8CAcODrwUiJ8mGQCHW07Qu4j5hoBkUJs27KZlbZq4SsgY16StvKQ5X0ImcxWCVgecAhKiDnwcmlwWmh1rdpReCofeeQh2223XaxbrlsDAfJ8BK2kSanEAYyEb16cr0DCbwQ2fhf/FkHlnTbbaEM79cQT7IVnnrZpkyflNTn5xbMJwJRvQo5Jj9/x91zmSIHxEF566aU+VAvNgnkHA8CrrrrKTWoI4EEAjvxsuekmbh6r4uFbsAI1gIvfDauEd+O74fDC9ARYOFroQAdgPXr08GfyfMxKQMhoF5wrb7zxRvLckFe1A+saLSFTh76200492T8kwogTBMABHHkd0WQMNt5qy819BvTBBx1gJx//d9tw3XV8DRAKDGEFQIQwaW5m5YTwd0IZAIem692ts8cpVK5Bc/rCPTnAAB6EMw82tFwIPcY75DQAXRexhvR4CCf98J1XDquturI7dmh3oslZmUuOjxgolWVAF3P6PO/ScKkl/VvQbh24dF9bdkB/22i9dX38qE9TCu/l+c0xIFNFAcdxzpXXdsmIE0hAQvMwKwAw0I5C+OkExzN599132+eff+7XQR+9964duP9+DjjKie9B5ce3UOXDOxCSRnnyvXp27eKVa2uWrAgaDGbWyeqrr26HHXaY/eUvf/GJzjwfk5KxmsxokDaW6Q/wCjURajO5eUmNi3CfecZpSe0fwMbUGrn2qcnRUAAPTYYJWb/eknltRWEs3atn3uygAKkhOaaAKLC0MMJc26V9W+vQJtSczZtYp3at/Xp+v/Zaa/ggZAmXBI0imz03ADCYZ158IV0ueXdMhOM8UIOA8m6TJ31vZw09w7sueB/ehYoELUweJGDKE0y8MiCcH+gQUioStAbCzHfR/RFw9io/4ojD7MUXn/c8YyJPyU10hacy/453C+9SWOMl7TTasALdFlts4UADdIwiwexD86idhfY5+uijXfNhypO/xvXr+bdXefHubOdMnDRtbhm/A5Uw7T7uefzxx9urr77q7TTARH5YSwfTFy+o9muXduMacUzxcfpcbSE3L2EEluFQOEEQSDSexj2iFQgxOxFYPra6BhAqCqxHl87WpEF9L0AKhXSYwsJUSQsjTMEBtm4d2dWGVY+pYalJk/bkv+9LHCqJ5ipzKjiHY2cJYg6UaGzS3EkR+LMxn9ghBx/o5u+f/7SE55+8U4FgQqtCQMjSIBM4FoZVibCEOveTZuVZVEp8V743FRtDxj54/938e1BZqGz8HXPvyfvlOXwLCTICj6nJEojrrbeem3qYdTgy0DjMFMDRARBJd89iKDPKC+uEslLF2atb13w6x1RKlKPAx3VUWng10Wpvvvmm54V2GppLgCE/qgyIA0KOuSat4fJlm/ttbSUHnQqVGdsM2WKwMcOw5OwgZEwiwkrbboftt3UBYUDzumuu4SYTAsbQJwqGQqGwKLRYqAnTgox2a98as6aDA65jOAaAAPvss85Mhpi5wCWkgkLTJUQYCWYOfDh4aBdqPCggA3CYRGhr4oTKr/IYg29RgA5h5T4wz5EVwHO9MgrfljYzVgPgY3oRTiscSeXeK/duqmSUjoC6QySQhJtvRP/aVltt5aYm5h3hWmut5Tu9br311u5gAXRUAuQTcxEgkTdVlOSdipN0mAqV6yhb0vmWPbv3sNNOO81XE4gJ81GVpDrnZQZDpKu7RyAjVLw2k4MuGU6VFCwrVV16yUXebttwg/V8MipxhPe//3nYnSiqZTHdpk+ZbKeccLwLFbUj01owQYhTaOK0IJcdl4T2YL1QoHgQmRqDYDZxkANsKgLyFdeMqtkTSvKtPCGMtOsYn0mbk8mwaGRAxjQdhJsOcO5PhYIwkT/lTfmL87iwjIDKxCTONyKdbyRznnypQqDC2XOP3XxMqmbU6z29UglMWgLARFhjkjB//fXX7rhgg5KvvmKAeHItgHjqqafcscH78v6E5It8EkcD0gZV5cA15B0mThnzDVdYfog98cQTecDII6kKQBR3UzBjHeJ6rkvnv7aTt+lUsEkhJt5MRlEwwuS5Z5/2hVFV8BodomNc4BO//spXLUZIadupJpcGSXN5ANJYT7oOiLdsypbCiXeTWeM4P2izxYWomj2ZfpIIYzzUCsChseUIkgcVTULIMQzoJETpPC4q5jvwDIGZd8e8JO7PDnkgj2hi8obmY/QO6fQhXn7ZJe4l5v0oH8pK75m0XctAV74yKiMAqO/HNcTROswoUEVAfsijyo045ahKFA1NGqCkKcEx+d15x518hAlAEoggQmk45U+VJqR4nJam2grGfJsOZvkAPGXynqkRDzMfjL4uOTRo8Huh0+cU+ID99nXhxYuJ9qAQaetRiBK4NJOOKYlZCaPt0HJdOoS2SAAMAoiXlI5lFQ5mDAWpMZexIBLSl8jIfkxhNJpMSZmTpCEsaBU3N0MelD/yDy8qDQdzb+6nZxCXUMdpCDYhIOCb8Q0x41ZZYYgNPe1U9zLO+DGUx9w5Nmv6NI9T8aWBhqDCcTrHfD95DCG0IUO2lhs4wEFHnlRuaseRF0CmdhzfBiByjpDy2X3X3cp5Q9F0AJDnx8BSvigzARNSfgrRvM7VZHLQySWN61oeMo2CB2Tx6HiASX+XX4eW/IlpPXPd7exu5FyBUBtSYNJ2EmQJWlkaG+MHczIArmtHRqY0Db9JPIGABIfKtddc5QIDi+hvSkyZRPuSF+bt0Q7E4YPzB4DJpARgCAlx7k3cHQEF8qW8LQoNyH1h7hfH42uk+fhuxAEdmgQtQxpWxLZbbmFfjv3M5vwcgPPrLzZ7Vq5MglzGACsEQghBB2iQviNLKXJvnqe8kDfAF+eTuM5ROQBCjulW2nH7HbwSFKhjYkxmDJw4LkCmz8fHtZXcvMybljktJpOTDnC535m2owHIsIYzYV7ee+cdNmTZZVxgqCUpGMDGcYMl/5yvJVV4MLuRwnSO40zpGIAGA7rE5Ex+j5NhnbXXtP+9MtpmzUzaC2qQJwKWVBbwVVddYX379vZpN6w03ZShaMGkbAfYQhoL4WoxXE3NUX4WF0u4eVdYjhbSOKd+s749e3gH9tuvvxbKhzJKyoBheVAssIQSakiaBsLDqe/33//+1+/Pc3mWygnNBxB5LkwaIfmVVvQyDt+WsZjMKhCg6SYAfHp+/Ow4j1Acr0tUzntJiHNE/Xb5c4AxB07Ap+N777nLtttqSx8+RO0n9zNajoLC1MRZQIGKKTjOscQBWwDTR9c1mJMloS0HAPFe4lAR6KSRjj36GB8finaj1laNrrVHHnjg37bKKitZvXpLWufQRuoStB3x+c2HiwGwOJhvAdAQcr6bTEvS+V7EOU+ccItNNs4PJ6M8GIwOxYKtNm+aAAAWAiHtYabaoPkpM/LCN6cc9VzyAsuCkaeTfHAea4IuCJZwYJiZgCfzUcATkbcYhHWVHHSADBCpfeRaL5dOe4o5YaxLQt8dSzDQwCfEfKNfb8k/L+G1Hh3qOFIoKAqSLgQKjIKihkSQVLgUHGECMAqyiXPPrp1ybbugAQPoEAqcDAzCZd9vnwFBmc39zX6akXQnkEdG82OOAlJMSX6Hd02eQQCmth3McTGATpx8i0TYpfn4jvoOAiFp66+9ln3x2ZikYszJL4KeFmYEXACUV1GEE2XAgAH+DajU1MblWF0sWBmcw0SXmc4x31WLDNMxDjN37rjjjvOOcIi8oFFlemZURnlHSuwVg6lF8VwyW5uPqw5cGKDh1pZAM7ubbgUGS19ywfm22047uvaj5sa8RKgkRAgVJighQoQDRc4Twm6d2nvbDi3JdTwHblCvvg3o19+eHDnKvp/4ndfwzHZA8FhfBSFAUBg7ioDgAVQnOPmMQSfAwWnhr27Wd+FbADAqKgAWp0sb0kbmN1yzwzZb+zC5iRO+LafZFI8FHS8iIFAIMJgRwHhJlSvfhTgVF2Dj23CsrhVC+mj32nN3O/WUk+z4vx/rQ+oY1MwIF+5Fh/tqq63mk2I/+4wlB5Nnx46TmOqqxltCZhofhoLCHsdMwDZn8RpGLzDzly2x+LDESWOEA8OKEPbDDj3Y3nn7zaSNF8BKX97FF13gy+nhDqcgASeFq9oSoUKgaL+VNGscTJcODjoEjFofTYn3jDhCRqHz25VXXMmeffoZr+EBHh3gq6+2imtdNDHP4P6qvWNNV4jTIKhuxgIAUHwLzDfeWQ4LvgGhPIjEuQ6TnTYeq6f53MZAMu0ghDl2qLAwECTPIsvqMamUial8GyopKie+HSFlhpOEjnpWM2MPBtamueP2W238l597W5JmBmNHmbID2JAJ5IGQ6TwsRpt2pECZeemaLikksejll1+2jTbaKD+UiJHiAI5jAEgNt8wyy9hRRx7hSx54Oy9oSAqEUSQsQsQqzJtsvKFrRgQcUFCYhIAOgaPLoG0J7YdE65GG0AE2CSVCx2/ctOnYydZdex178P4H7MXnX/AOcIFKgItBlQZc+jgNgupmvgMhlQ3vHcdlcgJKtD5DyUhnoi+WAqC45KKL81NlAFrazCQN54m0zc033+wrOgMOxmcCMiosKig8xWg5Kkush0ceftDeeP1VB5qPkMmVMQ42QgYu/O1vf3O5YNFaZjYwWxwZYbY566LEeSGegS6Ajg+gj0ABMTYOE+W1116znXfe2cHGcCHVZMTRctRmrJ3x0UcfhN8nhUE3Q35gctB6uPCfHDXC9t5rDzcRMWFw51OwDJgm3qJ545Be4hqJghcYMK0AnISQWh9NQBqCiENh3z338BH7uk5CCvMbmDjnipXJo/JNnLT0MXE0IHG0HXHMdr4ZI4ZGjnzCu3L47nTv/Bi0EHsmaA6hvLv33nu3rb32mqEN1sg6BcsBZ5O8vDiW6tdfyjbccH177rln/Le6J91DlC0hTJ8t9+McE2XZ64CKmOUYmNaDnMDXXnuty1JFbbq6Cr4l0h9EZgkTIY866iifEiKzEsBhlvCBGc/HwFo+PP18FIpA5/PCQqG4QyYcM6wM85AaFU3HimGshQK4Slqy+UgCOkCpMBY+AEcN7228AEY63WWSaSAxjECqHcT1Sude0iISYsWLgZXfOI9Kh928DtqeuCoY4rw72n3X8D1HjEjKIs2A5OuvxwcAXG1rrbWGr3DGXoKE7TD3QxmwsSfxfv362q233uLlqN8LeKRpbl++Yg0h5uoFF1zglTPz6VgNGrOVqUWsIh1TXMHXZXJNB2Hvxw1ywMjOLJtssolrOcxJpuEDvG222cYXr8H9TI1HQaTnfMWjWY4//jjXdLQdaIwzTOuSiy/09iDAw+QT4DgW6GCBB2GDWequZ9CyLGXOIq8STF1f21jvxrvzLaS9cVJRCfHtcGQdc/SR9tKLz5czAxnKx1KHtLmZ/a8ROVzPN2aKFpWpJqEyq5t2GM6PpGyTGeYcx21EZEYWETRq1CjvNkA+AB/aDvPyjjvu8N+LCgGuLpqb3qbj48aAU+cpfTkMmL344ot9u2P2EacRzgBatSMELBjgCYRKGzPmE9tss03cdMSsPOjAv3o6AsGyEPKCIgRqb6VBh8YjRJOx8lbXICQwi7zWdtABMjlXAB6anPYcmp72IN+OeY94GnF67LTj9j6VibYu33fwcsu4NuQ831VOJr4zAFSbnSX4tP0VsgDQILUFIcAhhw0h8sF5gIOZecYZZ9jGG29se+65p/3nP//x62NAyarSb+oqOehE1Ep8pPij6EPjzdRERFFybbI6F0AjDseTMJ9++klbYYXlHXAMYGbvOUxPnC0sNIu2i0GXBhDHcdsG0LmGCyauFneNr69tDNjUxQKrbaeZCgAK8PANYY75loAMZhYDFgZx2tB8Y5wn8laimdByhx9+uK/SpcqX8ld5E0cG0IJaACkmPN4wcsN1MdBYl0XXxwCGYu1ZlyjvvYRUi0EaR4cZwccRGBVCXC+thn2vtgDAI/zqqy/t7LOHWv/+S7spMyCELHnHcDJGzT/7zFM+c1rmZQw6hI2QY5lW3s0QwIaGE/hc8Gox8/7ScsT5Bmg7zpGOpUB7mUoN0BEn5Fu6JgvfFXNSYMNDKWcWHmFMy87BXGdbYygGlExDyjwGEtfQDYFsQAIPgNV1tPVgUfx7yVFdJXekqAMz/njSelAMMkxPgTAxQZJGtoAGCGlwsybJ44896h2oXqOGQqfrgKkq3uYITN/ephtukBcwhCgNOhjzEm1HTU+6HCyEuqY2M++MI8XNydw3yHc1BDMR0x0AScOh3TAhY3DJbCcO+AAnv8MTzVqUdBGpvGnPqQJGu0EyNyn/F154wW666SYf1cLmoMkUqwR88bhLfkM8liPiOuZcfL6uUDnzMk0Cmz6KQAmVfaikLYemg+VEoSOVxjs1MUKAACAINOo1aZa+vD122TnfZoPToOOcug8QOI5hORQkmLWV+Q68LyAjLtDlzwcgUamh3QARoJOmUxrn+faAjWOd51o80cz8pvkQA0IgEzCk1SCGfNElQMhiR0wR4nqBj+sBX1xxA96XXnrJHnroIV8ciRkOUF3Ueq7pBC6IDxAfx/GYygCY9A1pkDTDyViqnCUdVMMywgHzEnOH0SM+5CwAlOsPPfCAvEDFQCJOmoY+cTwv4asLzDsTUgnp+wAevrFYxwCNEI8lId8e7Qb4SCPkmkGDBvlgZYFM5SrTEvmIAQj48GjTCY4DhgHPJ510koNWFFfOEABkT7ttt93Wvd/05+2///4OwhjodYXKjUiZF/HBIa6LP2rsqaRfjhEpOEsoaEwbFbZqWbTf66/9z69njzmtRlUR6NTvBgtsxGVe1XbmXdHyVDj6NsRV4QhoaDziMHHSlI5mA2B8fyo/xSkT1kx55x2WfS+TA8pX5U081nJUwpdffrmbpXQl4f1k2QetkcL1AinXov2GDx9uq666qmtG+nm1weTZZ5/t10GVkcHaQvM0LytFmJUAL4RoMAbhHn3U39yNjYZDCHzVrVxbg6X12OYY0GFmXnjuOT6uECGCJVxynsQCWBFzPax76JhzgJdQ9+L+StdvONY16WPFq4rjikbP5zgGGUwc5nq9k9Liawjja6i0uJeOmX7FuE3igJGl87S8OW15WTbyYkKqZOUoYTAzy/w56Eo72JlDz7ZZP/+a397iV/YwDOFPs36xadNn2sWXXGbNmre0evUb+vV9l+5vjZs0s+P+fkI5LSriGfFxmmo6OBcedDnwEMIM/Trl5BPdfNHaHzJr0Hybb7aJj9VknRWAesUlF/sCOGguBEOCXlmB13USwFgQOSeQKR0ww/p9fK6i46pkvbeeSX7Jd/wtYKURl/eSvjpdQyjWfWDeleFzAh4h3Q6M8mHhYCayylMdC3rsyYZiDcb17APB4rJNmja34084ySZN/tFB9/Mvsx2AhPAXX35l+//lAOvarYc1bdbCWrUOGrZVG//djTf9wwHEvRUK9DUdWPOihQadZhYAOGm8f/7jJu9/A3C069BymDUcs/SCwMm15519lgsFghQLDYKUBkchnhc4OMf9JNQSVsU5F1+v58fH8fmqYOVPcd4ZYMTnya9ApHeC3cQOpiImZGxewpiWaDLFcWhxLWXB5FPOHX7YId4WQ9hjzQb4OI5NTMUFBlYa23zzzd1c/Otf/+oblugamaPc47nnnnMTlLYfJiWjVhgYvddee/lQQ1EMMsXjZ9YmEC4STSf2NSoDkGizMSKCcZYUNMBjbhvTQ7RXOACFr73yCuvfp3e+XYfQESJghBK+ebGuQyDhdJrApnvrvK7VsThOU7yqmfcFfGKBi3OKx5WQzgEqrAiYuNpzxPn2MGa9rlO7jq6cxMxPSNoO4ZZGk7Cj9aSNBE5GJDHzHEDhIKEbgTQ0le41fvx4n1uH84TrcNpgljLtR5NddT+BihCwSeOJdD6mQmk1gRYB6Mp/OMX5qIzlo0AYq3nOOed4YfBBqQllvjAqhc5bCYxqbIQFzUh8Xpyu/cUS1liQSZfGcIENafq9hLm6OQYUcXlr9Q5iHafzq2/G94q/n+J8Q7QaGo7Kj85xvjdTsrBQEG7KDVCJVDacUxwgKs717EtwwgknuPbq37+/zzi56KKLfHYK+9QxuuWuu+6yZZdd1ke90LWAKRubj8gDIRyTromBV+i69HFNoYUGnT6MTAGIwtExcT4OoQBJAXKedJZyx6NJDYywICAIio7nx+o6QBgxt2DiAIqxmjpmpD7HDBTGnOV3HEuI00JenUwbi30DlIe1Vls1v5Iyjg/S0da04WiLAUx+w7fCVOR7yZyEBTg0G2Cji4CQNjVL5f/9uGN8LVOsEgjAwXQTAATi6XLVeFyuYTdWpn0xo4ARLQBPs1GWX355r2SpbLWBCKtJM0BeoIXU6T5u3DgbMWKETwO65557fPC0ZEPyIiKtpgItpoUGXQw2KK6dKDzOk6Z+HwDHx9THYxVj1luRSeRAytXMhDHACjGeT4CFYCKQWu4AISWd82gRnDVwvT8t4Uw6DOgQdH4voVdcx1XJgB8AMZaSvGyywfr28P3/tqsuu9TOH3a2HXLAX31XJPZiQEvxnbSVNMDCWcXUHBZfYm5ci5CuqTu++FJI79ixvfN6661jV155edBEyX4JMKOJGDtLnO4fTdshHSZN3UI//PCdXXfdNT4nr3nQmjwLL7WALhOXChPnGSOQaGKwLOKPufG4DAF0H0B4zkcfvm/nn3++t/Hou6PDfcMNN7R77703XJuYvMhObQBaTIvEvBTQ+DgCoWo1mS1qJ3Csj0j8//77iC0/OJggQZhi1iDeNMjSDDAQVhiwyUyDOQaEpDH3DE3BUgcIOWloDMAZa7rYdKsOlgYjpNI489RTfF3LX2bOsO+++do+fPcd3z+O73TnHbf5MhhsacZe5iy9vv322zqY2OCS1dDWXHN1n4i600472MEHH2jHBa12ww3XOViGD/8/mzTp+1BeaBBGjSSTUQEak1YZScQEWJ2HASTrnHLNf0MeAByTXgFzj2CmYqoyoBrQUWZoXa1RQzkCOqZxaW1SPN0MpGCWyT577+lTi3Cy0HenBY6YqaAlJqig0xV7TadFAjoIIBViAVIgjE0GztGYZ0dPakkKCaDJLOKYwlR7hXOqVXWM4AIohBYwSesBHoAlEHJeoGTRI0CK+cbecWgbznMvruF6acCqZp4D2NC6HN91263hYwYhg2eXCT8Ci4Zg8AHLrH/5xTjf22706NHGFlXwK6+84mMoaVd99NFH7h3USBFZHBLgMkEuuz+he6ALHLObEFOGKBscM2gzQhiQkU45ATzXvqH8qBS5jkqVpTsYgYTGIw7gvJyDaaqlI9B0LPtAmvKNDClUHIrjNY0WCej0QdIMqXCl8QQ6znOOmQbMAwNANPQFMpmXAp8DLKRTiBzDxAEIoJG2A3AAizjtNzQbwizwIdwCFaDjGo51XvcQ+GKAVAXzDJ6ntufIx4bnl0134AGAHAgAXR4UeS4jvieVm0x4mWaa96ZrZubaZ8SZ7cF9fRnGcD8N5SPOszhHnyqbx2y4wXpeDnQHYeoCOLoiABllIQ0HmDT7gThrubBSwMYbbeB9g5xDIzpIQ7uQtiDbeNGdAPhwwJFvpgVJjiDFCeP0mkYLDTp9gDSLFFco0KnWxa5nBWfApjGBAhjHFCbnBDRqT8VhBFaaDaCowxgnCRoQrUY663HuuO02du5ZQ92EYx/w+n/+kws6ws9v0oCoDiZv6i5B2z5w7z02c2oycEAgQPg1oJzB5Zh8mtlBZRZrsJhUFgJcmpIyScAFl21LlqwlymLC5593jq8pyhQsyoIt1KgcAQ2sRacoK5UP6TpWJbrUkn/ybiMGvlORkrbSikPcEUN3AsAjzmRp9rojz8iK5AaqKF7TqFpAp2PC2MxEUCjcdddZK6/ZBCbVnBSOCknnicPEAQ1aAuFFiGUmAj6GO6231pp29eWX2ZiPPvS2UpAuZ5wVnMNriJbjdwh+rPF0z6pknkn+yS/PPPzgg5I8BsFHy8AAL25nleeE0t+c7xu7+Tmmq0Yd16Qj2KzsxdA9plnd+q9/elcCg9JVHoAIr6fKRGNpOReXB9pL5wgBmypQgImXFeCxOtwN119r7737tr8XW3gx8+D666/3LgXm4CEX5I8w9gHE71iTqcpBB+mYMDYzOf7h+4m+uSSFRA1JIVJQAp2OYQSAAuZa4ipY0qh9uZbCJx1zhjGgtBm1ZBy1uUynUSOf8JW0JPiFNF2htKpgAZ3nsYsObTnyrHyj9QCdvIuEZceFv7kIYOmbixBoXPZPPvmkXXft1V7pMasfoFEGfHtVanx30olTHnxnaTG+Nd+fsog1nMpJ6XTG43DBzGRZP2lWVRoyd9WpTn7jykLvVtE71jSqkjZdRcQ5mUFl5tBc23WXnbwQ48KltqSGpdBJUwECKJg0CpnfwJzjmFqV1cbuu/dun0ibFGzZWo0aNQPoEDRMOwk8AFC8ugAHYwrTd0i3AVrv6ZEjPK94+nCcoBHktv89lyd943Q54A1UGn1hLIHOuqWqtACaTD+ApbIARHxTvi3loW/N71QuhHEZibmv7g3TNYRGRXvzXj4dLGf6piuHeBB2IeJd0u9YU2iRgK4yFH+g8h9rrp14wt+9YU7NSSEBNASAhjqFTDqFFms4gY6QNTS5jhr7jNNPtbffesPvCwM8Clkajjghs9p9QHYQeACmtl1sUlYH8PQMzFvaoFQCe+66i6+SjWAKdFrmUO252XOD2flb0g86P+GTqYYA33rrrT4UC8eFewzD96aCA1xyZPG9+Z4w4KIc+M64/0mT1SHHCXFZGAKjygfmOq6h7U4bXk4bmDwBNkzhtEYmz9J4acpAVwmiJtNHSoOOPii6DdiqWIUIyKhZqWUpQJk0FDjpKkjAyogW1tZ/4fln8wXq4AoazQsX8ywILXHOI8h0yrt3LbSlABoaDk6DoqqZZ6LlWMsTMxPwA0QGjZPPMjMMcCXOFI8HBnSQBDD+rvGxzLYHH3zQ9x3HS4hrHtDxTQEdgOObAkKARRzA8L1Jo4LiWnXMcw2OEcxGzpPG9ZQJ4BPzGwDJ/ZnWRRueJdlV+WFaxvmOTUwIMOp8fF1NpmoDXcWU7HMOaLD5KUwARyFTkNJ+HAOw2OwEbNtuu7U9++zTNnbsGNcA3A9TjNnsWotTbSDiagvdddcdiTkVhDwNtuoEn/bpa9GokfXr2dOHfdGVwc48eDKpMFzb5fIfm5mu8YJwykSLKQYdGoPByAcffLAPy2LGN31hTM1BMwEOwMI3hUnjGwMivj/A4TyhrqVMOM9cScqLylFlR8h57gNzD+7Lngh0ilOR0FnOezHxjv0YyCPEuzB6SaBTuqg2AK8oQIdgYU7hosapQoFTo1KoeL2IK41CZC3HIw4/1B568H4fmoQgIoAKuaeEVMDLa4gQcu7GG6/34VNoleowIyvkkhJf4YzFc3t06uR9joy7RANvv/VW9uILz/n30cgQvRPvkYRlQqh2UZwm84x1TNZYYw13zTMCBDc9mg4AqXIDUAIalZy0HOYlmkpAlHeSc4CNbgTKScDlfjDnBVTusewyA72tzTvAaDu2O5s5fUY5TysE8OYHuJoKwKIAnc+tyxXEV+O/sOGP/tf3xGP7LTrOmYaCq5mhT/++7x7fV1ybUwIgrdkPC1wAMAYhrDha8KKLLgg1ftJFkO4aqE4Qsoxgl9JSBxl5ofMeU5NzxOkje/mlF9ypIlOT/BMmWru8YMYkDYgAM8sD7cZCRITMg/Ode4JWAihofYAFOAASoKOSi01OzHG1rbkWABIHhOoqEPAIYaVxnut5n8eG/593yrvJH3CjnYd4FzlOAFS6jZeBbpFRUuMBIM0mJw0HiB+HOGmYIrTHJHge5kDn1wQGVBwLeMTjYwkr6/MPG3aWgw7ALU5Nh4ZD26mfkDS8mAxpY3gYQs1IDjQEziDeRRoPBlCxeYngxkDkHKt0b7311j6+EdBhXtIR7bswhfsLOAAMMKHpiAO0zTbd2Ne8YdznA/ffZ3cHs5x+NvYiXH+9ddy8RJtJEwIwQMtsBgZpwwAOJwznaLdzPZUpfYIPPfCgffPV1w42QIa2YwlAAW5ewMpAtxAkwUFYMDNiojDSH5drKZQkTMxHmZfEBTSFnCPUtexoc9555/go/EJtuupkng0DOoDGbjyMnqEyYDQNGgeBZvTGueecbR9/9IG/A5WOe2T5NLAWKInivjVyCO++8y4bNGCgbzPWo1t3a9KosZW2bWcd2yfaBwYQMjEBBWACGPfcfadrJZ4Z8+RJ3/v+dFyPZuM3LCa88047OEjZrWnMpx+75cIeC3QL0SbnfQA4gKap0LN7Dzvx+BNs9MuvhNsm+cbkVOVB+ceVSG2gxQ46fdBCwIrTAFn62iQsEwRYQIOVJkAqnX3KL774Qp+egrCruyAGQnxclSzTlnyg2Xg2Gg/T0rVwEGoAIYcE+xOgddgzDgtB20ELYM4CYAjZrfbcYedY+3ZBezUN5mRpeytp0dIB2LJ50rHNvWViEvJMNN1GG67vo1UwbTEFAbpCvJC0q7mW37P1NR5XwMj15I3rPI/hN6wYwPo4aD6199xDGvLSvWs3O/KIv9kH773v7+PvlCN1d9QmWuygi4HFxwVsMaXteih9Dcf8lnvF5+J7x9fgybvmmmvckydNkwZDdTFCj+ACNIBHGnHaeBqTCQA11A1GE9KXd/P119noF1+wb778wn79iU7/8P1+nmU/zwiaaW74DoGnTZ7kyxxSsfBb7qW2o4+EKU1MTMCG9gEQhKRhWuZNfCq0AB6YjSL/dsRhrrUADpqLPelZ75TrvLmQ+w2caOQ5rvHoGhLg+D0s0LJ+jvpTsUaoLOU0iu9XnmseFQXoBA7VaIRikeJcG18nSsd1LBACXgGY8Ye33Xabe/Bcm+TaUouDEW738IU8CBikUxEob7TxiOu8t/VCOkPGmOB66okn2PD/PGLjx41NwAfgAgCZqfDx++/ZTtttW+6ZAJpuCe4lpwehzEuOaYexmScA0igeHF7sRbHjDtt5uw0TlN8AItbE8R15AxAApgZPAyLvGghx7sVMBdp+3J/fMQmWZwJ2Vv9Gg7tGzQE3Bpwslfi4JlJRtOmqgwChXNIAl22h6KeKhRFBjgEYx6uKEfCYC12jdif5IUQDovk4BwCZqLv8MoNsr912teOPOdqXNXz0kYft5eefs+effsrWXn01Bxq/5Xf8hnu6SZsz9WjXoeHIA5UAnd6Yj4DNHTgBCCytwWBowAZw0FICKtslY1YCBm0QQxzAKZ17MfqI3y7dt7e3VXkmAEbbHfDX/e39997Jazuux/mltjr8+/j8Ka7Yi4FqPejijx2bnmx+0blz53KaRUJOPD6uSp4f6Mif8ghIyBdmIUwaZiIOGIAoIKHFBvTt49OXttx0E59TyD04B3ABKaNg+D2g47mxxoMBFAMWEHwEnM0m2VsQgOoaGLAAUkxDNBzXqjvHwZELAS3eZ+ZPYmJiXtK/RzuSON0TrN3ivw3Xy5MdazZMTYGuLD2hBQHW4gZhndF0kMxLtB6ajv4qOqMl1MXIgITxoWgqtBSAEvA4RzrXcQ1giq+RhgSQvCfXkUYcsPJ7AAPYaNsRhwW6s4ae4YKPWYjXlD42tBPnpB05BriYnflZEYACcITfyrTE3OQ+aL2bb7rBNSa/dWdKuM/WW21hTzw+3H/D9WhLv0eI87u0WQljglKWhQBEmpoYhSgDXTUQH1nmJRqP1am6dOnyO9AhiIoXAwMSRqigmQAYg6LJI+AilPbjWI4XaUKuFzh1P64hDROT3wA4tBUmojQXIAJY5ww7ywUfoWf4Fru8Mk2Ha7iWvjfaZgAIwAhYMVjQfhzH05QAIlOuzjt3mP31L/vZSSce7+NmuTb+PaFMU2k4QnX9JFxGgKwiEBYT1QnQqdaL23TMJWPxUwQRoYUlmOnjxckABg0mkLC8BMCJ8wi4ACfnASXMsTyUMOeoYEjnN2hG0gCbTETi6rdjMDOLING+AgisbcJiwfS10QZDQ/Eb2mQ4UT4b80n4solGIxRw0oyJyf3yaTkQkkaoAeu6Nr4uvqe6hualzWKizIsFjHUGdFA8xIgFfBhxHwuvNEL6eHEzQIGlxaSZyadApPeImesAFtdwLHASJ+Q8ZiXaDgDhFEGDccwk4NtuvSV8rTIgMSqGvjYGpuNMIdx9t118jhygFJiIfz7uM+/L+/CD97yLAU1Gl8Frr462V//3ii+qROc5Hs9yQAVI4T66F5pO4OM6tflgtJ7W6YyJ8gWMhdJj4MXx6qQ6BTo5Ujhme6jtttvOBU/gIoyBVgygE3gAG8eYkzIpOXbgRHH9Tu+ithxxfgfYdC9YbTi0ndppaDwA9czTT4aPlWgYeSPpi8MsPPecs+2qKy/3EScABKABPoaKXXbpxXbM0Ud6Rz79d8xzZPysxtFusP66PrCdWQdMOOZafsPol+eefdrn3NEpz7N5Ju07OWmcQ7pMTMoUpkIFgIxo4lgAU1wUxxcX1UnQQWPHjvWNL1zIgkAiuBJeOH28ODnOi8Ckc4BIx1xDXECEOQ/YBEidUwjoxDI1MRmZEaAhZ7GwE6J9ZOoxLYuuBCYPMxYT05N7cQ8YIHMss5X7q02IZtU1tA8BOv14AJFxmddcfaUPcGeUi8xPnkkFwCB3zEu0mdpxMaBIA4ACYTFRnQJdXDgsB8DIewRNnjviCC3agXZTLLywBL02Me+MOcmoEnUHAIaBA/q5cCPocmbEGgfQMR0LsDEuFNc/oKKtxz3UFcF9xdxXI2Bk0qo9Sd8dThpmOdB9wHmGjDHxlV196d9j4jHPdPDnKoB4rC7ajuUGmRgbm5bpdl8MzsVBdQJ0qun42CoACueGG25wQRDgKGhAJ00Qa5RaywFoAgffAeabDFl+ufCVyrSbex9DXB5GHCeMWKGTGyDxG+7BujM4WwATACQEjIAwZmk94hqdQhpxAEw+OEe5oD1x7LDGCtO9Tj7pBHv0//7jfYcQ5ZrWZpQzjjMtegSlwcdxOg1SxVxVVCdApw8bFw7TR4YPH+4j4+U8cNCFQnZBDKDDNCsoqLWIBQiAAwh4d+IsCgvI5NDAiSEtR8f1scccle9n47txD4Z0EcL6ptwLExJQiknjOXxrjnku99Lz6a4AfPwe8MVlw28BN/nba8/d7YwzzrDPP//cK1HKGQ0H2DiOiXMxkNJgq2qgxVRnzEuBTR+bgmFLJ7xxFCQFKkZgCglobWTeF2HnGxAKBGg6d2YEkDG30QEXQIjGw5HCTHEAglYCVICC3wIWQKP5cwBQWo3vSsgxIMOkhPkdQFI6vwFs3EflwTH31pAxTFDS6Wvt16+fb9XF7j9a1xMCgJR7bOnEHuwYZOnjqqRaDzqBjDl7IqX98MMPPshWtahqZxghVBwuJLC1gdHohPEoFvr5Vhy8nL3/9lvJjIXf5tpP06b6jIXLL77Ih53xGzrtAQjtML4R4BOQ+J5xZabvSBywci1AA0hqBwIo0gEVIBPYVBZcJy0qZv8Dlp1gFnyPHj18heibbrrJxowZU87kjOOQjtPpUFUDsM6AjhpQH1KNb+z9G2+4zgf3IgCqjSlgalwJExwLam1iPJtyHgFAAWrg0n3t0gsvSPZUmP2rD54+9MADbPCggX6tui2k5QQuQAKo+Jb6dgKQmGNdz3XcQ5o2PkcaICPUc2CBmXsxEZfZIsyEZ8dX7fzDJpRXX311fsdX5EAM0MQiHUtGCLm2KsBXJ8xLCKDpIyqOiUm/E8OYKGwKmEKVEMAq6Io4LcQ1jQEaWo5OdHWko+noy2NFstNPPslOOeF423XHHVz70cHOCBk5mrhOAORYjiiNfpH2FHOs5/JbeYnh+B66Jq4UCHUP4nx/gKe2pQDPMaCk24O+QrbqonNeXlhY5jIE2JAFGLkQSV4WNfDqjCNFHxCKazhc0AxvimtZ2ha0M4iTJk4DDo4FuCYyAsxwMYaZCUAINscIumYwkM5SEqRpGBrXMZyM+/BbjnVPAUfMcZym3wtsuiaO88z4enGcRhlhpRDClBuVpUxRQMh6LWzNdcftt/roGO/vA3CBcbjE3Q7ICPIh8GWg+wOU/mgx+JJwrk9LoWAAFm0M+osAFIUmIApkipNOgUoAaioj+BJ+AQ8QwpxHswEArkHICQEdWtGFPgWmaudQBtJ2MHEBkHICkPKwsk/evvvs5R3u302c4KATSSZwtMTdDIUoBmRFNK9zdULTxSBTLUbcvVvBzGD4EuuBoOEoJApI7TtMTRUsaXGBwgUFoYZxDDxAJ40jUOm6NMC4Pp1W3UxZUDaUXQw44oBQTh2VJ84a+vtwoD315EiXAxiN9+233+a9m4Sx8y3ubBdJrqA4Pj+qM206iA8jwMGJmckydjPs738/1vfpZmvfTkHbUVCYKRSWAAaTTihzs5Ag1CQWyDDlZM6RBqAAosxNGBBynus5L9DF96tupgwoJypLmEpSZaRyIj1uo2PJYNFss/WWdtlll3k/n+QDUleD4jGVyU15kkxVhuqUpoPScW1yP2rUCFt99VV9hTD20xao4gY6XNtAJ00FoGLgCVACHCxni8BXDEwZqDzQbPTf4XUW2Gg2UG6cQxsSFwi9DNu29eXmn3322Txw1LFOXAAjHjdNoELgiym+NqY60aaLP1b6wwG4ZF7WbDvssEOsXSgUlluvX38p13isjSkQYp5QwHFNWkgQahJLg4l1DOhwmnCNtJlAKdApXJxMmVA2skzQdNJ2pGNeco0qTdJoqwuAgI4+vjXXXNP799ikEhmBY1AhM5KbOOS6iqi8nJVRndR05T9UAjo03scff2j9+y9tJbTdQoFgbrbAmZIDGAUGK14bQCctJwAJYISYmaQTV3p8TTGALrY8VCakKV0mpbzTDrTc9ZzzFeEC8NjJiM71v//9774itjyayEssM8Q5J0CmuxliWauI6lSbThR/mHihG5Yrv/DC8x10AK1Xrx7WsGF9P1ZNSYFRc6qGLSQINYnRaIrH4BKg5gWsYgCd2tzp8hEAdcw5QJYvt3Ds5dg6vENpqXeut2kTTM9OnWz33Xe3p556ysfnAiicKszVE7gIYdp7nJM8EWagyxEfqNDHSNKSVaYIAeA333xlG2ywnms4zExpOtWcqkUpOC/MAoJQk1jAiTVZzDEIY47PLU6OtRplEoNNaZSTjhUXQDWMjNEs7POw1FJL+fFWW21l9913n3cfoNViFsWAg9KgKyRzUJ3UdDH5KHrvrwmgC3HWBGFfbAb8siQBU0pUO8KqLSk0Cjvt3UQgpTHUPnLhyKURjwU344Xj+Nv/EUa7tWtfak2aNbXWobx69eltDRs38k0zN954Y1+UGI0nQKHxCPPL2P8BqvOgA2xamwMGeEzeZFeaGGSAC6YRTkOdAqMxrpo1D8ocoIrBnV4XOAbQH2HadC1CWbUMZdUqlBsALGV5wpCOqTlgwAC79957fXA8Wg6ryfvvAuC0xdeCUp0HnZYAkKYj/OH7iT5Jc4/dd81rMnW+EqLhNEyMggdkae2mYwFPYIwFJuOF5zSIFpjbtnVtR5uO9h2eTMxM0mPPJsBzDZdrzy0MZZougEyzoX0576DtmDPGpE22e2IRHW27rOFE0mqATh4+AUohYCOega5q+XcgWlBunXQbuJmZm61Am469/Dhm6f2SkhJfxIpVwTE1IbReRW22+VHWpgu1lhrHfESNu9NUoH/+858+VaRr167e6I5rQfZ4w4xMAy0GV3wsAIrTxxlXLwO6dm1C86GklTNxQNimVWgehJA0thOjnNk2eq+99rLXX389LzOEfwR4GehypgIfUUN+9CEJOX/ppZf6wrQNGjTwvhxASE1IjQigMCkBEEznsUZtAMiKzE04jme8uDiUXQCbAAfIWrUMzYTS0K4LaQCONMod4LGYFX1zogx0C0GFPp7SaEQPHTrU+vbt62CjI1V7d0vTCVCATPPSChdyxsXEKjNVkMyuUHmS5towNCNwqNGe32efvWzcuM+8T5cBFcjIggIvA10gjSyX1iv0IRkehMbDm4U7GdB1797dJ3xqgiXtOw0WpkBVmJzjmMKMCzx9nHH1c3sqz9ZJ21xpcTtd/Xp4rBm/ucoqK9mbb2JiJnvoZaCrIqKdx4f9/vvv7cILL7QVV1zRTQ20HjUjoEO7UWDMSWNiJwWmsYoCnwpWYAOMAqSOBVgVus5VFVfHM4qZAV1pSSiDwB5PnQd0MN5qFmHq0aObvf32m0EekvG6qqgXhDLQzYfUYBZNmDDBrrvuOhsyZIg1atQomU4SQAXoWKgHEAIegEe6gCUAClgCFcx1En7Opwu+Olj5FBe6pjYyWq5jmzZ5VpnoPGCj24jpQICOEUqjR78cJIHlPsqGhi0IZaBbAMIMBYTfffed3XHHHbb11lt7NwIj2VnzkZBCwhShdmTUCkz3AgVHWlqo0ZLSbmmuS8K/uBjtJm3XrmVZswDgUS7qp1U3UWlpW3vhheeMHWK1P96CUga6+RBmZaztdAyPGjXK999mwVomRdavt6Q3tml0aySLd6DnhowRou0oWABFwaIhSSNOGgUtsMU1bnUzz16cz68ubhuaCWi7Tm1DGQTw6fsDPJjyZCig1vkcMmSwvf76q6ECTgZVZKCrAlIjmX47fWD2QYA4njTpezv44ANt5ZVX9IHR1IwUDoWl1cU4BoCc8w71nOZzz1go4Bhk1S3sen7Mha6rraxvDdhoc/P+KgMHYCgvmPJk8Vt2G2KLL9p0SbsuA12VUuylUpwPP3PmdLvrLszNLV3jycyUu5kCI93bBM2TxXMoQM7T9mPxHwqYglYNmxaOquJ5gU3Cl06vTcy35ttTBpj6vK8sD9KpMJmJzorVVJR/2X9fX9QITac2XSG5mBdloKsExUu0qXuh7OMy3+pnB98bb7xmxxxzlJsgaD1mnjcLbT7aARQcJgpDyihAjllagCXu5PmkkL12zdW2Sq9uFthiLnRdbWB1D2gFNOKkUSFSUdJMoLxoOrCo0RWXX+qbVNKeS9p1C77/XQa6+VBF5kPZgjUMCUoGSsM//PCd3XPPXbbTTjtY11BIAA7wsVYH2g/gYXZSkAAQkHkhU6sGIaDmrU4hjzVdWtsJcNWZn+pmvrfeWxoOjYcFglWCdqPc6i31Z18x7q03X/dZKQAuKfsMdFVGfFxRHOfDT2HrX6YHhTgTYmfMmGbvvfeOXXzxhbbVVls4+FhlDO4czEpA2DhoOV9fM4CNgqbwAZ+EgLQ4jAGRPhYolC7g6hqEiTRdL+Yanh+f4zfyqKoiiK+J86vz+h0h55SfyrC8h3+UyUf83vGxvoHS4vzqPfBY9uzc2do0b24tGjVy5lrW9iSkacC8yvXWXdtu/dc/8zvSyroBZJUBWkwZ6OZD82oocw4tJ00H4CgIxdF6mJxDh55hG4ZaEpOzUdB0rL8ipnARCgmr2hUKOYeQIAASmPhY5pGuI67zxCVosYcU5newruM8cQmj7hX/jpDncA2/xfwlLb4+zaTPiwsBaUE4fn/yBet7cs6fEeVDcd6HsEtpqQOtW4cOzngzASDl0r1zJ7dK2JiS1aHZvYiyheW9zEBXBSTQxR+2PBDLCoH1M5OCmOPmh5b3Q/MxiuHcc4fZiisO8WX+2rcP7bXStta4fj0XEgkPoRwrpEuAJDSFWIDQ7zkWWPRbAEI653VfMaYUII+FlDxwPemF7gcrzzpeHFyosiCuPOsc6co/rO/aulkz7xRnJBHX9uvdy9+94VJL+ndhn4v77r3b91SnLJPxlknFOmtWMlIpA101Expt2rQf8wUxdeoUPyaOyTlx4gQ3P3X8zjtv2WmnnWLLLDPQRzf06tbVBSDWGgIOzHEsZGnmt1wfg5R0/Z4aW/sSSPi4RkKq+xPqedK+yofuxz0K/TZ+nljp1c3kiTzqfYgTKp28K3+8H/1zXdu39zG0zRs38lFFnAN42227td126y15k1KTnClrVbILCjgoA918KK3h4uO4baddX0RpszQxRcv6dSZNmmT/+te/bKvNNs0LBEIgwSak8AsJsYSddPr84uUj1AlPOml0T2AiaUQFaXjkuI6QYWxsFUYHMJ38bGeMlw7mekbcqN+RY36j+ypeEfOMQukxx+/1R7h9G74PpjKaGU1NxZIwx5xvW8K3pKJIriXsVEoFlXxDgAjY2L0Ihwley8MPO8TeDE0DX8ojAA3GepFZKSvmj1AGukqQhn+JAA4AIw0QciwwKYSI81uBUYDld+p6+GnaVHv0kYdtuYED3BwCcE0a1Lc+Pbpb04YNXLBggS8GIHGEHy8bAk4/IJ42dcQTxoIPwAAXG/PvucdudvZZZ3pN/uwzT3mH77Sgpb8a/4U98fhwu+D8c72mZ7N9AMe9uRde1z8tsYQ/B9DFYP4jrHf5owygSpqxdRc7DLUP7bAOIZ1+N7Q7A8/5XmVAhAEboEs4GRHEvfieq626sl1+2SW+ZEcCqrL2GyyLhjBZRW7BKQNdJYh+OkACaGDi+VWhIpBBnNN5AQviOgE3/s0vM2fYM6NG2nprrelmHUKAmYM2wywEhHAiYGUexby2C0DAI4pThlWpGzSo523FLgEk3j/YtLENGNDP1l57TfvLX/az22+/1caOHZMXHjSuiHypK4T8M0ua1bC23HJLn8DbuXNnn0OoGfTOOXAvDPAWhgFOlw6Y5iXWoklDZ+Kd21OBtfJQcQCHpgOgaEbnkG8qrcHLLWNHHH6o71c4edL3rtX4RjjJFDrYAv865xcP4T9CGejmQzFAEMR4JxcBENJ1hKTHG09wDJGmuMK5v/xsN1xztS2/zCBvuAMqwAb4vM0R1cQcq50F6AAcDMAEuN69exrLwNert6T17Nnd9t13b++6GD78/+zbb7/hiS5ASS2d5Jm8kG9VFvG7sCbII4884ovzADrWC2GNSKY1sZ4IoBPglJ+Y0yBZ5BwABKASU7G8mSktSBpaD5a24xp+g+beYftt7Zqrr7RxVEaROQnY0HKqoHwqjwXrhv+/hbL06xacMtBVgphPF28gj8YijY0mEFiEVYLKsTSahFkk0MXgmzD+S9tjl52DALRxDQfAaMSj9WLHBaBjB1QAxzWkYeKVtGhpzZuHtlxuyThfQiKAYYsttrBrr73WXnnllfy6L6oICKdMmeLp5D3OP3lHs2MSk6b3of3Zp08fXzELwEnrkQfAhbYTEIinTdtCXOh8nKY4bUrFFQroAKdJg6UcSF07lnqYBl6zRvX9GPOzY7vW1nCpP7k23Gm7rX2XVpZRV1nyzlSs8bvHZUipxfxHKAPdfEgAQlARRkIJr0htNgk3hUSaClG/07EIrfLCM0/bOmus7qBCe/Xo0tmBxTGgQ7ORLhc+IdqPIUs4SFg8h5WsfKGkYPYxz+/UU091QYq1Fs8GXHFbFNa5OB4LGiFpEydOtJ122ilo1S7+LFbJ4nnxrkYCghw1aQeO4jpOpy0I6/cAC+BhZgIkgY1jQAjQpAUxPTnecN217JQTjrOnnnwiX3bS8hDvqwpJ30UksIn/CGWgqwTJpEQYpQUEPLWJVDhoRAoLIo3rRTFYuYaZ6JdddKF7zmQyosXkxYy1GkDjmBAz1EEZtEmzJk19bUY03c4772wjR470PJBH5UNAg8iD4joPkVcAJpCJuJZ8QldddZVrN57FBF5fnq5lczcxHQA5jQQoCNGCpBMXCyw6ToNI6dwLloe00DXJc9gSi/mLzUMF0MhD0kpaNrXGjerZkn9eIoAfD2wrW2P1le20U0+055590qZPmxzeKKkI0XL6JiJ9G1U+hSj+TgtCGegqQXxcaj72MDvrrLNs7733tiOPPNIefPBB373zxx/pl0uIQpJWE5FGocYCTfjmm28GE2fbPODQYnGfmjQawIsdKtJ4CF33rt18rZYzzzzTvv7667zwEMKqBNICwjH5UZ7iPOp8XElAr732mq/xT5sOx4o7VXLgEAgABcfEcVAQzosFIFjggqlQBGbiujb+HedalTQLwGwdntXYuXOnUuvSub2DjvQB/fvYaquuaKefdpK99urLNnMGZcV7JbvwQmo68M5UsHwHfa84Tqj4wlAGuvkQQojwXXLJJbbccst5LU+7hrYTNf26665r77//vrGMg4iCEslkEXE/tB/XPPbYY9a/T28HEoAS2AAgx4CObgMAJhASogkJ6V8b2H+A/fvf/7axY8fmnpAIkfKgEGGJNZtIQgULgBAh7y3zi/fg+Oabb3YTs1evXq7t6CMEZDFgBDydE0Bg4nGaro/j8TW6p9Li63SNNnnkGAbsHOMgwf3/xedjvWNbiwqzkLD2r+D9eG++TWyVcJyuPBcVZaCrBLGk9jrrrOPOgyZNmngNj+DhUKA9BRhfeOGFvIDK5JQGpAApWAScNAqTibDsACqTEu0lYEmjiTmmrceQMc5zPQBdc43V7Nmnn/FnQAIPJDBBMZhiiq+HCh2n6csvv7QTTjjBuwv+9Kc/WZ/ePV3wtfo1JiWgQPBp0wkkcq4IRNJkApCugwGOQERHNSH3iu+HWQtzLEACPjZ+OeH442zkiMeDCfljOW9kOc6BrtD78r0qovl9n8pQBrr5EB/2+OOPd+cB7nKEDaBhXtGWwmMIGNnTbNy4cXlTBWBBceMcBoAAAlNt0003da2ldhsMwACgugYAHV5NwMaICcxNrtlkg/VtxBOP2fSpZV63WFjiuLQdpGsLEefSpNp+8mTaQAmNGTPGjjjiCNf0TNgFBHKeACSBiWO0XcxcV4j1W7URFWfeoe7H73HxA2zSABxjWBlSt9tuu9gtt/zDXn75xdAGnRjyTKWTAAsu6yIBaEk6abwb71jo28UVF0Q8zX+EMtBVgg477DAHmLyEmJe45dF4MHHAR2eyCkImnsAnLYiGw7OIh9G9fwFQgA1wofUENEK15XSeNI4ZvfLEo/+X1OJzy7ooIARGQhMLEvlKC1b6fEWk63QNz2Nz/GHDhvnoFuYKAgK0HRoMrQMDCmk3aSiBSUASOHWeOKBiZj1MHKBxP+0nTpznssHLiSceb089Nco+/fTjUMHhPSav5VnTruAYiAknlP4+onl9lz9KGegqQcccc4w7D9B0mJSsealO4oYNG4d2XvuQVmLXX3+jXz9t2owANgqYQgtFG8py9OhX7Z///FcwzU6ynXfe1QYMGBR+29A9l2gxgQ3gCWCEAA7w0a7jmPDKSy8JKii0zxCgALq0YCxqQYnbOmg8tQ1x3Nx7z1227TZb+Wh8wCFzT+agzEwBCsCgsQBTDExASKi4jvmdz7Dv2tmfsXvQaMPOHmr/vu8e++D9d73zXvmBqOTIr9LiCqlYKANdJeiyyy6zfv36uWZCswE2nAiYms2bt7R69RpYz569HUxffcWoDwo7Efzx47+2f/zjFttrr32sT5+lrXHjpkFbljrTPtQSAYBLmgwW4AAkHeX1/rSETzthuNjPM6b7SBaWDQBg4jQtCvDpHmgBaWsI4XbTOQB/4rff2KiRT9ixxxzlc88ACCYjoKGdJU0WazSxwEdI+43zMlkZJ0ob7dBDDrJzhp1lD9x/n336yUc+r00j/pUPuBDA1J4WLYpvsrCUga4SRBuGNS7VjsNzp7adt2tCGm57dva54oorXDjp+2Hf6qOPPtpHcsRtQjyg/BYPKFNK0F7yWAI8AZA0hA9hpbZHYyB4mJXu7g4CX0ioFqVgSZAJFY8BCPARfkLA8Pm4z3wA9dVXXWH777ePbzW2/OBlfWkKNBympcxQgAYoCTm/3LKDbK01V7eddtzeN+VEm/1v9Mv27YSvkwomZyZ6GN49AV55Im8xCAsBcXFTBrr5kAqNYVCrrrqqm4QABjMTEGFqAh5AxR4Hyy67rJ133nnuaNhss838GkApDUnIsC2uJ45zBE0mbQcTh13bhZofoURgacdM/XFyXtABHsIv0AE24ou6Nsdc0zN4ngTan5WrAHDDS/vAHM+YPtXzO/7Lz+2jD9+3d995y15/7X82+pWXPHzn7Td9dgNjHr/8Ypy79sd+9qkDFwD7foHhXlMm/+AgI660/HNC3sgP+YrfW/FF/S0WBWWgqwSpTfPEE094vxzdBWgrtsxCc+FY0WBgACWPproXdB27/XAtoJWpqhnKaDnabmrPqU2ndhBto/888pBvWMnusQg6LvGKCGFbVLU890lrVFGhNAiHkZxIAihEvhysOTBo9L447ehgwHHseeR6TbVJri171zgvxCk30vUsQsUXJ2Wgmw9RSDKlKMjx48fb8OHD7bjjjvON4AEOjJbDvBSo0H4Aj5BjAMk5wIa3k2OAi5YDbLFZqXadgy+ADpNsn7339PaMhA+e5ctDlFEhoVpUQsZ9YqFOk54joFVEv89P2fvMi/FAFgJoOk8cx89In19U32NhKAPdfEiFRE1PrSmhohalr435aZtvvqkNGjTAFx1iWg3z2FiKoQQvHB44TMTQduFcywAgzpPeGmdCrj9O5qTARxzg0abrt3Qfn3oST6wEcJh25I88kTcRgobJhWeP8wsjaOnf8hw9S+c4lnATV7qeHd8jjus3ha7RMe8WA5nfwPH1ovR95kcLcu2ipAx0lSAJGuPy0q5ollV/+ukn7ZprrrLBg5e17t27OshYYo+QuW4ADAACOhiwkYbZCLjEAA+glQNfuAbnwvvvvROeFoQt50yAMTEZIfLiiy/afffdZ/fff7+99NJLvpeetPOCCmJFVNF94rQYDAIUVNFv50f6DWF8vzQVur+OF0U+FjVloMtRRQUiwMWFKO8YNbCcB2ieawPwcHjgZcT5gdsc0MgDSVx9TxwTStOpPSfw5YEXgLvJxhvaww89YB9+8J47I95792178YXn7O677vCBzptssonvmde/f39be+217eSTT7YPP/zQ8x07QUTFInx1leo86GLhqygOIbgwguxgywtySM8B75uvxzvQAAodxbjG2UKLY0AG4Fy75cBHOt5LdRnIzGRcJRpPmo5+L61rwiiMrbbc3LYIJi2LCOFFxWGDk0YbVdJ9cfrpp9sHH3yQZDFHGdCKgzLQpQSR4zgNkGFSojHkwYvPq23lnsTQsGfkP9oOUDFkiQ5fAU7gI1QcTec7gQbNRkc5QANwgA/mOoZDsRiQ4vyuWwA1ZipOHLofcNbguMFzipNm6aWXtquvvrpcXtMaL6PFQ5l5maI06GLSOYQXAGJiouFg+qVw5dPJq9nUDGUChIBFWs5NysDEAQ8LnbL2IqBD4zECRSYmmo/foT1ZjQuNpyFStBlhAAbw8IzSH0jXhLouDj300HLmpfIvzmjxUAa6QLH2ioUxTkPjwb8X1qQ9h1ODkROYlQxjAiRoOdbBF8gIAVoMPt/9E00XWNvvov2k6QAcq1SxyvCFF5znK3rtsMN2NnBg/6DZOrqGo8OejnfiaD26JAjp1kh3GkMc//49MqouykAXCDBJG8TAUpxzxOW+hvPX0UEbGNA99+zTDjaGbNG3hobTOEKAxjEsE5N0tBxr5/dgUaHQLgNoWvcS8G26yUa+6KlWGaavioVO2RPviisu8yFpaDi0W48ePRxsgJBhawxDiykGGvH4OKPqo6xNFwQvdozEcYCFGYm2IC6KNSNgo02HM+W6a692ryXmJRoP01Aj7wU80mRqks4mGAAPLcfy3mxaoblztO/OP+8c34QQwPGcZCNCgP+LjRnzif3zn/+0HXfc0dtygI+23G677eZLSbDEhPJJqPeCONa5jKqXMtAFwQNoEkBpMUhhDDLitJNoz7ljBc9l0HRsMMEunbS7ABUj5HF+0P4S6AQ8d6CEuJuaQUOxW0yTevXy5iXeS/Y42HHbbezjj/BABrAw+iI8S3PGNDqDvLz11lt21113+cJBd999t3faazGlQl0GGS1eyszLQKr1ARGgIxRxzMgOaTsEmDQoASL9djNt1KgRvpIynd8s+qoOcEbRY2oCNljAE+jYZB5u1bSpdW7Xzk1L1kVZafnB9uB997omFeCkVf2ZDAHDtM1RDC6vDHJxvVtGxUMZ6AIBJo3gECG4pEtjiLQeouIvvfSCnXPO2e7caBfABNgY6kXYo0c3d/ELZGg9Qhht6OZl0GzskQbwCJkzR9qG665jX3/xuc8o0ABnzS4Q8ACiKgBIFQL5E9Ay0BUfZaALhLCiKSAEFAAm3QEJsdDQ22+/bQ888IBdeeWV9o9//MPuvPPOALZzbJtttrK+fXv7MuYArVcwK1m3489/XsLHW+K9BGCanhObloAOU5LRKGi4JYM5ykxyjhn6xZr60nKADP79ZhZJ/kXEqSwAHgDMAFd8lLXpckIpTUeIBoMQXtpHTETdaKON3DuIa56QlZQHDRrkA5sZbykNB/hw5bOPAKHacGg5hocBNNIccJifpe28f47ZBr27d/OOcda+ZJUtdtRxMzIHMrQdbbl480mAxYRZ8p0BrGZQpulyJNBJU0AsNLT//vv7fDim6NDhzFw6OqKJ46YHhAy9om+MqT0MwaJTmvGPyyyzjLVqGbRam7bWvl2px9u2bmMdStvn0wAf7b7NN9vEDvjr/jZoYP/8uo2rrLyir0HCHDptLA/HC+2QX2k6QoEPMEp7Z1RclIEuRzHoINanZAY4IzyYA4c7HuABLI6JEzLeUSBkHctPPvkkD1pmADz63/+zvfbY04YMXt76L93PWjRrbi2bt7DOHTtZ08ZNbOeddvBZ1LTTmGlNnxwgBHQ4YJYZNMAuvugCmzDha2MbZQCnnWQIya80HKHyn1HxUga6QNIMEOBDcFnynOUWAJfGM2rEhwBIOp3TAHHo0KH2xRdf+D0gCf8vs3622b/8ap9+/IndefsdttUWW1r9peq5pltnrbXtmaeetp9msOJwuDjwDz/84IOV0agAmnvznP3228+3rGIlZ/LLzGwoBlxM6eOMiocy0AUCINJOAh+zwwEUZiNaDLCh2QAemo1jRvcDwD333NPXsoT4PfcjxBnz25wAviD/c2fPcb7jtttdy2Fmbr3lVvbRBx/6NZwjBCysKcmsdGaWA24A/+c//9k7vlkOEHALVIA0rd3SxxkVF2WOlJzwxmAhjSFULDLEYGJMTLQNmgeW5gOQbJb48MMPe18epBDyvrMApl9/pq/NbM6vs+2N1173tl3H9h1c07F/nK4V4NG2119/vc8a4DloO4Bfv3596927tx100EHB3Ez2TsgAVvMo03SBAJk8lrjaEXraZgyvYp6aNB3gA2iELMfXt29fO+SQQ3yDRX4jban2oR+D6bnBfA0m5qyZP9n/Xhnt5iWgW2mFFX2mt34nIj+jR492rYq2A3g8H8CRF5b0E9ABnSqOjGoGZaALhNCrX07aDs1zyy232CqrrOLCj4cSwWedS47xaB511FE+BIvfqBMd0Mb7eP/80yybMW26t+1mTp/hoCtt2866du5ifXv38X4/SM/XfdC0gA3GnGVxW9p5LIDEs88//3zPJ3nPQFezKDMvg8BK08i8E7FsOOtdrrfeeq5lAB0AYP1L+u7QRhD3kOATAkLuicbzdlquXQfffONN1qZVa/di0nWANv30008drPo9+Rg1apQNHjzYZwzIO0p3BCHaj01N9Bw9O6OaQZmmC4TwQjIxEWKZiGgeug+ef/55e/TRR+3VV1/1hX8EVK24Je0IcT9A5OZfaNPRlqNdh7Y7+MCDXNOxg2qnDklH+0MPPeS/i9uDrHHCzqr0AwIyQpw2tO8A/3XXXVcQdBkAi58y0AWSoErTIcwCImlpQZawi+Lrofgc2o22HNrumquudicKGq5Lp87etqNdeMABB9i7777rlzO6RPcaMWKEL26LpgN0tCcxL3fddVd77733/JoMdDWPMtDlqJCwpoU5bX6SFl8Tn0frcQ5NhyPl228m2HrrrOv9c3CTRo29XYdDBrOR3VRFug8h/YV4K1dZaWXr13dp22mHHW3kEyPCw8MFgTPQ1Tyq86CLNZSDJDoWpdPSgs15XfM7zRiiAG/4/z1qvXv28tEoGhqGB1PmI+tW+uXht5im2lwSMxcAf/LRx/b52HH24+Qp+TYiTpoMdDWPMk23CAhBr4hlauLiHzhwYH7oGG2zJZdkZkJr94YyCZU2nRwqEADm93g23SmTu18MbK5XPE0VpWe0eCkD3SIghLsihminffbZZ77HHX18dLgDOvrb6IoYMGCAPfnkk36tSCYmGpT7SJOm42nQVRTPqHgoA90iIgS8IgZAaLG//e1vPspkiSWW8E53mK6I0047zcdUirhemo044yw5hjmGAbKu5bqMag5loFtEFIMszRBtNLQdMxEY08kS6JiVu+++uw8FAzyxGSnKO2SCdou1mtLSbbqMip8y0C1CQvjFMQEM9QEyQJn+Pjrdn332WdeA9AWmf6s0KJ5UK5Kmk6mZUc2hDHTVSNJaaYqdJzqvMAYaAIt/nz7OqGZQBroqJoEmBo9AhkkpAjwCUJwOFfJQZhqu5lIGuiomgQWQxECJgSVApoGVPoZI030qAl6h32VUPJSBLqOMqpky0GWUUTVTBrqMMqpmykCXUUbVTBnoMsqomikDXUYZVSuZ/T90FQ+IM21q2QAAAABJRU5ErkJggg==]]

Idée de projet

Thème:

Problématique:

Solution imaginée:

Objectif: