---
title: "La question de performance PPC à poser : s'agit-il d'une baisse saisonnière ou d'un véritable déclin ?"
serpTitle: "La question de performance PPC à poser : s'agit-il d'une baisse saisonnière ou d'un véritable déclin ?"
description: "Découvrez comment identifier les baisses saisonnières de PPC par rapport aux véritables déclins de performance en utilisant les tendances, la segmentation et l'analyse de la saisonnalité."
date: "2026-01-21"
lastmod: "2026-04-16 19:03:09 +0530 +0530"
author: "Disha"
authorTitle: "Responsable de contenu"
authorCompany: "Optmyzr"
url: "https://www.optmyzr.com/fr/blog/seasonal-dip-vs-performance-decline/"
categories:
  - "Strategy"
featured_image: "/forestry/the-ppc-performance-question-to-ask-is-this-a-seasonal-dip-or-a-true-decline.png"
---

# La question de performance PPC à poser : s'agit-il d'une baisse saisonnière ou d'un véritable déclin ?

> Découvrez comment identifier les baisses saisonnières de PPC par rapport aux véritables déclins de performance en utilisant les tendances, la segmentation et l'analyse de la saisonnalité.

**Author:** Disha | **Published:** January 21, 2026

**Categories:** Strategy

---

Les baisses de performance dans le PPC ne s'accompagnent pas d'explications.

Une semaine, votre taux de conversion et votre ROAS semblent corrects. La suivante, ils s'affaiblissent, parfois pendant une saison "chargée", parfois pendant une période de creux connue, parfois juste après que vous ayez apporté des modifications que vous pensiez bénéfiques.

Si vous passez du temps dans les communautés PPC, cette incertitude vous est familière. Dans les fils de discussion sur Reddit, à travers r/PPC et r/GoogleAds, les annonceurs posent souvent une version de la même question :

* *« Si je réduis les dépenses, vais-je nuire à l'apprentissage et ralentir la croissance future ? »*
* *« Si je continue à dépenser, est-ce que je gaspille simplement le budget parce que la demande a disparu, ou parce que l'enchère est devenue plus chère ? »*

Ce ne sont pas des préoccupations de débutant. Elles viennent de personnes gérant de vrais budgets, essayant de ne pas causer de dommages à long terme basés sur des signaux à court terme.

Et voici la vérité inconfortable : **Toutes les baisses ne sont pas un problème**.

Parfois, c'est la saisonnalité, et d'autres fois, c'est le début de quelque chose de plus grand.

---

## Pourquoi les métriques brutes du PPC vous induisent en erreur

Si vous lisez suffisamment de fils PPC sur Reddit, un schéma familier apparaît :

*« Rien de majeur n'a changé... mais la performance est clairement pire. Que me manque-t-il ? »*

Cette question revient constamment, et Cory Lindholm explique pourquoi : **la plupart des métriques PPC sont des statistiques descriptives, pas des explications**.

Le CTR, le CPC, le CPA et le ROAS sont par défaut des moyennes. Ils résument ce qui s'est passé, mais ils ne vous disent pas *à quel point* ces chiffres sont fiables, ou si un changement est suffisamment significatif pour agir.

Dans son <a href="https://www.youtube.com/watch?v=Oors-OKmg2Y" target="_blank" rel="nofollow noopener">masterclass PPC Town Hall</a>, Cory souligne un piège courant : **les moyennes mentent souvent**, surtout lorsque les données PPC sont biaisées par des valeurs aberrantes. Une seule mauvaise journée, un problème de suivi, un pic promotionnel ou une enchère exceptionnellement chère peuvent fausser une moyenne juste assez pour qu'une fluctuation normale ressemble à une tendance.

{{< youtube id="Oors-OKmg2Y" title="A PPC Data Analysis Masterclass by Cory Lindholm" >}}

<br>C'est pourquoi Cory insiste sur le fait de regarder au-delà de la moyenne ; en utilisant des médianes, des moyennes mobiles et des plages normales, pour comprendre à quoi ressemble réellement une performance "typique".

Sans ce contexte statistique, il est facile de confondre le bruit avec un aperçu.

Et quand cela se produit, la saisonnalité et le déclin réel deviennent presque impossibles à distinguer.

---

## Ce que signifie réellement la saisonnalité (et ce qu'elle ne signifie pas)

Dans certains fils Reddit, la saisonnalité est souvent traitée comme une explication passe-partout : *« C'est décembre », « C'est l'été », « Cela arrive toujours. »* Mais ce raccourci est exactement ce qui crée de mauvaises décisions.

Comme notre PDG, Fred Vallaeys, l'a souligné à plusieurs reprises, **la saisonnalité n'est pas "la performance baisse."** C'est la présence de **schémas répétitifs** dans vos données, des schémas qui apparaissent encore et encore au fil du temps.

Deux implications importantes en découlent :

* Premièrement, la saisonnalité n'est pas universelle. Le quatrième trimestre n'est pas automatiquement "bon", et l'été n'est pas automatiquement "mauvais". Chaque entreprise a ses propres cycles de demande, façonnés par les produits, les clients, les délais d'achat et même le décalage de conversion.
* Deuxièmement, une baisse ponctuelle, même forte, ne qualifie pas de saisonnalité. Sans répétition, vous regardez une fluctuation, pas un schéma.

C'est pourquoi les suppositions sont dangereuses. Comme le dit Fred, *les suppositions ne sont pas des analyses.*

Jusqu'à ce que vous sépariez les cycles répétitifs des tendances sous-jacentes, vous ne pouvez pas dire si une baisse est normale, ou un signal que quelque chose a réellement changé.

---

## Comment aborder l'analyse de la saisonnalité en pratique

Une fois que vous acceptez que les métriques brutes ne suffisent pas, la question suivante est pratique : *comment séparer réellement la saisonnalité du changement réel ?*

L'approche de Fred est délibérément simple. Au lieu de se fier à l'intuition, il effectue une **décomposition de la saisonnalité** sur les données PPC historiques pour voir ce qui motive réellement la performance.

La méthode commence avec des données hebdomadaires, pas des fluctuations quotidiennes.

La saisonnalité dépend de la répétition, donc au moins une année d'historique cohérent est nécessaire pour identifier des schémas fiables. Des données propres sont importantes ici, car des semaines manquantes, des problèmes de suivi ou des noms incohérents peuvent fausser le résultat.

À partir de là, les données sont décomposées en trois composants :

* **Tendance (ligne de base) :** la direction sous-jacente de la performance au fil du temps
* **Saisonnalité :** cycles répétitifs qui apparaissent de manière cohérente
* **Résiduel :** bruit, valeurs aberrantes et événements ponctuels

Cela permet de répondre à des questions auxquelles les tableaux de bord seuls ne peuvent pas : si la ligne de base bouge réellement, si une baisse s'inscrit dans un cycle connu, ou si les changements récents ne sont que du hasard qui ne devrait pas encore déclencher d'action.

Le changement clé est l'état d'esprit.

Comme Fred le souligne souvent, **l'analyse remplace les suppositions**. Vous arrêtez de demander "que devrais-je changer ?" et commencez à demander "qu'est-ce qui a réellement changé ?"

---

## Effectuer une analyse rapide de la saisonnalité avec ChatGPT

Si vous souhaitez tester cette approche sans construire vos propres modèles, vous pouvez effectuer une décomposition de la saisonnalité de base en utilisant ChatGPT.

Le processus est simple en 3 étapes :

* **Étape 1 :** Exporter les **données PPC hebdomadaires** (au moins une année complète)
* **Étape 2 :** Nettoyer les problèmes évidents comme les semaines manquantes ou les lacunes de suivi
* **Étape 3 :** Télécharger le fichier et demander à ChatGPT d'effectuer une décomposition de la saisonnalité sur une métrique clé comme les conversions ou la valeur de conversion

Cela produit une séparation claire entre la tendance, la saisonnalité et le bruit résiduel, suffisant pour valider si une baisse correspond aux schémas historiques ou signale un véritable changement.

Fred a documenté cela étape par étape, y compris les invites, les mises en garde et les moyens d'étendre l'analyse à travers les segments et les canaux.

> **Si vous voulez le guide complet, lisez** <a href="https://www.optmyzr.com/fr/blog/ppc-seasonality-analysis-chatgpt/" target="_blank" rel="noopener">le guide de Fred sur l'analyse de la saisonnalité</a> **avec ChatGPT.**

---

## Rendre l'analyse de la saisonnalité répétable avec les tendances de performance saisonnière

Bien que ChatGPT soit utile pour une analyse ponctuelle, la saisonnalité n'est pas un problème ponctuel. Les performances changent continuellement, et relancer les exportations et les décompositions devient rapidement manuel et sujet aux erreurs.

C'est pourquoi les <a href="https://help.optmyzr.com/en/articles/12689017-seasonal-performance-trends-about-user-guide" target="_blank" rel="noopener">Tendances de Performance Saisonnière</a> d'Optmyzr ont été construites autour des mêmes principes analytiques, sans les tracas du bricolage.

L'outil décompose les métriques PPC clés en :

* **Tendances Saisonnières :** hausses et baisses répétitives basées sur des cycles historiques

<img width="770" height="485" alt="Graphique des Tendances Saisonnières" title="Graphique des Tendances Saisonnières" src="data:image/png;base64,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" />

*Graphique des Tendances Saisonnières*

* **Changement de la Ligne de Base :** la direction sous-jacente de la performance, indépendante de la saisonnalité

<img width="801" height="451" alt="Graphique du Changement de la Ligne de Base" title="Graphique du Changement de la Ligne de Base" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyEAAAHDCAYAAAAz/RVTAAAQAElEQVR4AeydBWAcN9bH/8trdhxDEoeZmZmxTdIUUma+u6/ttb3i9crMzBhmZmbmOI4DTmLHTsy8vPtJYzu1g05iWPjbO7MzI+npvZ9mZ/SkkUbt4h8JkAAJkAAJkAAJkAAJkAAJVCIBNfhHAiRQBQSYJQmQAAmQAAmQAAn4LgE6Ib5b9rScBEiABHyPAC0mARIgARJwCwJ0QtyiGKgECZAACZAACZAACXgvAVpGAucToBNyPhHukwAJkAAJkAAJkAAJkAAJVCgBOiEVirdYOL9JgARIgARIgARIgARIgASKCdAJKSbBbxIgAe8jQItIgARIgARIgATckgCdELcsFipFAiRAAiRAAp5LgJqTAAmQwJUI0Am5EiGGkwAJkAAJkAAJkAAJkID7E/AoDemEeFRxUVkSIAESIAESIAESIAES8HwCdEI8vwxpQTEBfpMACZAACZAACZAACXgEATohHlFMVJIESIAE3JcANSMBEiABEiCBqyVAJ+RqiTE+CZAACZAACZAACVQ9AWpAAh5NgE6IRxcflScBEiABEiABEiABEiABzyPguU6I57GmxiRAAiRAAiRAAiRAAiRAAoIAnRABgR8SIIGyE2BMEiABEiABEiABErheAnRCrpcg05MACZAACZBAxRNgDiRAAiTgVQTohHhVcdIYEiABEiABEiABEiCB8iNASRVFgE5IRZGlXBIgARIgARIgARIgARIggYsSoBNyUSw8WEyA3yRAAiRAAiRAAiRAAiRQ3gTohJQ3UcojARIggesnQAkkQAIkQAIk4NUE6IR4dfHSOBIgARIgARIggbITYEwSIIHKIkAnpLJIMx8SIAESIAESIAESIAESIAGFQCknRDnCFQmQAAmQAAmQAAmQAAmQAAlUIAE6IRUIl6JJoIwEGI0ESIAESIAESIAEfIoAnRCfKm4aSwIkQAIk8DcBbpEACZAACVQVATohVUWe+ZIACZAACZAACZCALxKgzSQgCNAJERD4IQESIAESIAESIAESIAESqDwCdEIqj3VxTvwmARIgARIgARIgARIgAZ8mQCfEp4ufxpOALxGgrSRAAiRAAiRAAu5CgE6Iu5QE9SABEiABEiABbyRAm0iABEjgIgTczgmxOxyw2uxcyIDnAM8BngM8B3gO8BzgOcBzwCvOAbvDeZFqeMUecnfpbueEuFzujoz6kQAJkAAJkAAJkAAJkEDZCbhYwb0Alts5IRdoyAMkcE0EmIgESIAESIAESIAESMBdCdAJcdeSoV4kQAIk4IkEqDMJkAAJkAAJlIEAnZAyQGIUEiABEiABEiABEnBnAtSNBDyNAJ0QTysx6ksCJEACJEACJEACJEACHk7AS5wQDy8Fqk8CJEACJEACJEACJEACPkSATogPFTZNJYFyJ0CBJEACJEACJEACJHANBOiEXAM0JiEBEiABEiCBqiTAvEmABEjA0wnQCfH0EqT+JEACJEACJEACJEAClUGAeZQjAToh5QiTokiABEiABEiABEiABEiABK5MgE7IlRkxRjEBfpMACZAACZAACZAACZBAORCgE1IOECmCBEiABCqSAGWTAAmQAAmQgLcRoBNSVKK5p2Ox/6BYDp9CpslWdNQXvpwwZacjNSMHVofLFwy+rI0OUypi5Xkglvh087m4LrsFWWmpSMuzgZTOYeEGCZAACXgzAdpGAiRQgQS82glx2QpwOnYn5s6dgz8nz8Rf0+Zg9vItOJiccwHSvb8/jwf+IZYXv8em4+k+U9HMPrIO3375Jd765Hcs3ZMAs/MCNNd0wG5Nx8b5MxXukv3fy2xMnrMMa3bHItVUTpldk4YXT5R/YjFekOeBWD5blVgYyZaH/RsX4dOPPsfb307C1tPWwuNckwAJkAAJkAAJkAAJXBOBSzsh1yTOfRJZ85Ix7/ev8Or7X+OTb37Flz/8ji+//w2ffvEtXn/rPbw9eRey2KSNhK1zMXnlLmzauBaLtsQgu5zq13bLWSyfKJhL7qWW3/D5Nz/h/Y++wBsf/4p1R7PhcJ/T5uKamDKwdcMaLNm6DxsWzcDs3WcvHo9HSYAESIAESIAESIAEykTAS50QE5Z/9iI+mLIR+0+kocDqUmC4nE6Y8jIRH3MA8377CG/8uQt/P3CjRPG5VYt+N6BzGGAMr4fu7ZsjzFABCNQ6hEWGomZkEAL91HDYzEhLSsTWVYvww9SliM9yvx6RUhQCw9G9Q2vUCtJCX7MXxnaPLhVc3juURwIkQAIkQAIkQALeTsALnRAncjb/ho9XZsDq1CCk+QB88sdf2LFmPnasmo7Jr9+KpmF6OK152L9mFtYcMfnMo1cXO5k1dQbh+1nzsWHGp7ivV33oVBeLdZ3Hoofij2l/Yf60SVizeCZWfHkvGuoBl8uGwzExSDibfp0ZVHBytT/ajHwEc+bPxqbJL6JHuBf+bCoYIcWTgAcQoIokQAIkQAKVSMD7alO2ZEz9ayNyBUR1SF3ccedY9KgbKvbER21Ek35jcGe7KLEDZCWn4GDscViUvRIrRx6O796IOfMWYcb8ZVi2LQ7Z1gtb6+356di3dS3mzl+MGXMWYfaS1dh55CxMJZ4vsuamYetqIUeEz9iZDGteGvZuWn1O9uaYROSXiK9o4bQgJf4AFi9eghlzF2Heik04nJyIPatXQ+azYM12JOUrMQtXThsyk+KwftUKyPgz5y3Fim0xSM23FoZfZm06tRNS5ow5q7DjaApsIq7LmYtdywt1XrInES5LOvZvWYtZkseCFViz7zSKOpdE7Kv9aBDath9G1i5KV2BBns1ewhF0wZKdjJ0b1xQymrsYc5atxa4TWbigBFxO5J49ho1rV2Cm1E2wWijYxCbnwH5BZMCWeRJb1q/BbCXuYswXcU9mXZkRHAU4tm8rZssyFEtMRqHumUe3F8patBp7TmUg41QMVi5ZjBlC5/krt+BoSi4uHOsvdE6IxZqVyzFL6DtDlNWyzTFIK6/BOIWqcU0CJEACJEACHkKAavoqAe9zQs7GYlXRwOGw6NpoWb829CVb91Uh6H3Pw3j3tefx7n8ewrC2NaApWfqOdKya/hfe+OgbvP/5d3j/s2/x7kdf4L8/bULJ4eyW+JV4991P8ebH34o4Ip6M++m3eOuDL/HDgh3ILKpUFqQnYv6EovBZS/D7JzLNN3jvM3FMLG9/8hOmb4yHpfCJMcBhweFNC/ChkPPep4Vx3vvkG7zxyVf4WMSXOn0zaSGOZP6t9NFN0/HWe1/gnU+KdBE6v/PRl/jvFzNx4AqV7NyDiwvt/PxPLN55Unk8zeVMw9Lfv1OOfzt9Fr5+9zO8KXnI/KXsDz/DT6tOKg7L31pcxVZ2Ag6kFcbXh4Qg1M8PhUVkR9LBDfjq08/x1sffFHKVeX76Dd58/xN8OHUPcoo5ieTpe6fjnXe/wNvFZSDivic4vfHe95i2/SSc5+I6cHr7AiHj87/livJ675OvhV3fYtG+9MuPS7HnYNequfhUpJH8NyaJzMUneecifPzld3j/21/x7R8T8Ylg/m5xmX36NV7/dj6OZptFzKKPKx+75v6OV0uWlZApz6/3vp2KPckFRRH5RQIkQAIkQAIkQALeTcDrnJD81LPIcNiVUjMY9ZCLslNiFdqwI4YO7CuWbmhdrzp0JcKQewYbNu7GSbMaoSFGaJwO5KWewqbZX2HqgaKIeQfx+TsTsGDjPpzIdKFuq3YY0qc5guxmJB7dj6m/zMK6hIs8YrR9If7cGIMctR5GnXB9nHacPb4HC5auwJF0pyI8Ny0Gf3w7Cetik1Fgc0IdGIIQgx3xuw8hLsekxCm5cp2ejzc/mIH1+08hLd+FgIgQhAWrkZt6GjtWTMdTX6/G9VRtz25bg4lrY5Cu1iLAT+jssCEz8TAWTJyMnRcxsaRu57YzD+Kn73/F53L54iM89PSX2JAjQrVB6NGjK5rXCRE7gDk9CbP//AEz1scgMdOB6A5dMbBLM4RpLEiM3YP5U77H7H1F1mRvxbv/m4qVe+ORoYnC6LvuxnN3dUKwKRNH9m3Etx/9hW35RUyPbsFnv0zFkm1HcTbHCkNAIMKDtbDnZSi9Ur9MmIx9ZwrPGUWRq13lZ2Pv2lVYfyITxhA/cT65YBXHYtfPxK8bi7wt4eacXDsLH/25ABtF71emRYWA0BAEG4C8jCSsXzgHv8xchyTT1WbO+CRAAiRAAiRAAiTgeQTUnqfy5TW2mkxwuVyXj3S5UE0YbnrhA6yaOQFLpv2It+/rghCVSGAvwPpdsWIDyDkah0MuHaKiaqHviLvw4cdv4b23PsKEF7pACxdsObHYGJutxC21ctXFf36diuUzJmHtlOfRM1gPuJw4nXwWKRmyVg6kbJiJZUlWOIWkusOfwpp5Qo/ZEzDplbGoFSKcgJICXflY+OWPiMm1QWWohXvf+Birpk3A4kk/4IXRzWB02ZC9YhKmHT3/ea+SQi6/7fBvjjemz8Cq6ZOw7Nf/YkTLcEgceTkncbzUM2GXkZN3AvOmzMYEucxeh73xGbCL6A1734wnbuuJ6kVdVTm5cYg/ZUBERCQaj38VMz/9Lz788H94YWwXCJ8Blrws7NsTq/TW4MQhrM22CdqhGHjTXfjnA7fh9odfw0fPDEa9qHBU08Rjy2EnYM/Gto3rse9wFlwuDVrd9gKWzJuMJYLpd3c2gUbwP7k/BhsPHMO53iih29V99Ggx8E78MXkSFk6firmf3YS6sqgcVmzeE6eIcmafwIJV2xCfboNaH4LxL3yJZXMmYNX8H/BcOwOcjgJs3rIdhxPL6tkpYrm6dgJMSQIkQAIkQAIkUIUEvM4JUWtk7e86iAbVRJva1aCWNW1dAKKj6yHcv1CeyWxSNoJb34hvv/wUP7z7T4zpGIKD61aJ3oxV2JisQpASwwaTSVSAle0Sq7rd0LO2ofBAWDP0qleoq81mh91uF8fN2LZ1r/gWn8DmePTOzvCXJaTSoUGD+ggI8BMBJT5ZOzBra+F+cJOmaBOmR+pZ4dDkWhAR3QARSlYZ2Lr3dGGka1k3aYNB1SUMQFejBpqFVlMeX3M6nbBYrGWTGFAbA4cNxA3KMgBDezRFsBB5fP1UvPXdPBzLNCtywuv2w5s/fIKv3noKjzXLw6KlguuybTiangunWkQRzqVT5OkQmwiLRF293MjB3s1rMXv+aqzeth/61rfj5x+/wORfv8Tj7bSw52ThyJHDyHDJuDUwqG8j5KScxZmUXER3bIMIediUiiOnzoqeJ7lzDYs+APUbNEaNwMLy9KvVDs2qF8opEE6x8DSRlZyE46cSFedLH9wGPVvqkH5G6CE6Snr0a14Y+XQCYlKy4Czc45oESIAEvJAATSIBEiCBQgKyale45SVr/8AgqNVFZsmKp1yuwzaVqCzLpZQIjQWHV0zHZ9/8hA8//xpvvPcZXhfLe79vQ4mhGqWSlG0nCxkpRTFr1UKjAKWWXXTgIl9nUnCo6LDlZbZ2rwAAEABJREFUdAz++Ok7vPnhF2L5Fr8t3oU0W2FgaloVt66HtcMzLz2D14uXF5/Coz2CAYcJB9evxsoDSYUDuG1if+N8fPWt4PrpFwpTyfW7JTHIsxbacm5duxdefnIs2tfUISV2i3AKv8Tr73+Btz/9Dp/9Ph+7zlhg0AJmiwUZ6UUjyZGHpb98IfgULb9tRrYi0IzsXBPsinejHCjnlQt5+VnIyZaOJmAzH8Vvwr7CsvoC7y84UZif6NnKzhO9O9d5zhYK45oESIAESIAESIAEigi44VdRbd0NNbtGlXTRddBCq1NS5+TmQy7KTonV/mnv4OZ7HhfLi/h6wT5RNS0RWIbNnL2L8dGEhVi96wQcEa3w3DsfY/qf3+OvN0cgqgzpLx1FtKQLp6cw3IkrFo7Lfm5wuCkzBQf27ce2XXI5gIMnUkrN0lUo0x3WKuhD6mLc0FaFypiScOCEaP13AWknN+KXn2Zj3Z4TSA3rjne+/goz//oenzzYHaHGwujn1qoQdLrxbrz3yYf48uX7cUOX+kBeKg7u3YlFc6fjzbd+wY58J4RYOM71LWTjsMJHMhLLgWQU9m2dk1phG6ITB06pjMjBkXcGe0rosf14oSskgvghARIgARIgARIgAZ8goPY6K0NbY3jHAMi6fG78MWzeF4uc4vlaRU3QZjqOTWvicTLhNBKEk6IXPSfGq4Jgwv5dh3EmywIYAtBx2C0Y16MZGtSNRnSY35Udh8vmFYFWLQsf6MLReGxNy1Mq0RB/DocDF4x1qdMIvbQiUHwCm/fHF79OLHwfinwnyuo52DB3AtYunYMZj3UQMdzo47Th7Nm0IoV0MBo1ynbGga3YkSF6AhCA2//5KIa0ro96tWsiMtgPyuNxSiy5ciBhz3rMX7IK2+PSEN15NF7/4HOsXTYdH9/TCoFCftaJdZi90wE/fz/UrFlTOR+AcPzz2+nYunr+OU6bl0zBivkz8ev/DUOEn5RdEYsa1apFIrLw+TgYArvhi9kzsV2Wk1xWz8X6hROwetEfeGlYc2hUFaEDZZIACZAACZAACZCA+xDwPicE/hh05y1oFy4qtvYUzJ04AT/OXI5V6zZhxeqV+OXzHzH1WAqgUqN2o+bo2qouiurxKNufCv5GbWGl2G5HctwBbDsQgz07N2Pm9PVILpuQS8Zq0WsgouRYDucx/PDZVCzZsB0bN2/C1MUbkZZVUDpdUBvcdVNd+ItKa17sBnz55wys2Lgdm7dux9qVi/DuKy/hqR+WISEfVftnOosd24ReYtm4ZStWLJ6M1/46ouikCaqLDg3CoBFnotboD3/lqBXHdu/Ejpgj2L19FeZsOIY8ixJQtNLAfmIV3v/oW7z28Q/4ce5qHDyZjJTkszD5V4fixqn8EWRwQBsYhg7tOiI6QJwPSMOEDz7BlDVbsVHosn79evz++av4v7cmYHdy7rn+kqJMyvUruGZddGrdDAFaFSwFO/DFB7+Lst2GTUKPtauX48PXX8Wrv61AUq61XPOlMBKoWgLMnQRIgAQKCTjEXdaissGksnrMYhb62lFhz2oXgvHhtaj6eZ/12kZD8dxjo9E2Sg9H+lFM+e5r/Oe19/Dim1/g56UHkWNxIaRxT9x71zi0ipCV06thYETjbp3QMlw0mzvMOLB6Bt545xP8982P8e22bBiKRGXn5BZtXd1XtbYjcHf/JgjSAvmxy/Damx/gpTc+xuezdyLD5DpPmB+63vsU7hog4qvtOLZmNl55Q8Z/Hy+//xMWHTiNk3EnkVXVv5/0Xfjg9Q/wkrK8j5c/no79eYDGEIzOw4agX9MoyBOxesve6NkgQNhow/YpX+DVdz7Fq+/9gEX7k2BzqQCnE9acPOXlkg3634F7+tSAIS8Fy6b+hjc++AryfRtfTtiAZGhQo/1A3NxKD2gC0LrvcNw9ojX8hAOQdXILvnjnA0hdXnjjI/yw5DjOpp9Feo71XK+TUKD8P/5RGDLmJozrHCXscOD4lgV44833FT1eeutrzN+VjDMpqci1OMs/b0okARIgARLwLQJuZq0VdmSq8pCuykWaKsdjlnSha6Y6D2bY3Iyod6gj637eYUkpK7RoOuBOvPn6C/jH6E6oESJq9CJcrdUhqkEb3P7Uf/Djm49jVIea0InjV/sJatAHr7z1Eh7pUxuhaivSUjKhry+OvflP9AyH8nd0/2Fcy5P++oCaGP3IP/DM+N6IrqaFy2aFunoj3HfLEEQXTdOlUgHnHtkJaop7/u9ZvP3cePRqUh0amwV5Zgf8oppg/GPP4utX7karYEWlqlu5nDAXCL3EUmC2w6n3R62W3fH4cy/i1XsGoJacqlhoF1qnM/7v+X/ijj714a92IePsWQQ2640XHx2FCBnHaUVqyjEkSbChTXH/M//FO/+6AR2iVDgZux8bdh+BNbghxtz/ON577g40CSw8vQ3V6mG0cNZ+eOthjG4fhQCNEwVCF01AFPrd8iDe/e8j6NNY9MagIv/UCKnfAQ89+zq+fvEWdK8fAo3ThvwCB3S1GuDWx57CO0+OReMwI/hHAiRAAiRAAt5CwCF6QHJUBZA9IHLbk+xywqU4IFnqfOGGVHWLrieRK5uuhbW0ssX1lFiKnmqtEbVbdMUD/34dC+bOVsYAbFsxCwt/exfP3dQHjWqGQKdSoiqr3q/MV+LsmP0uRrWqgcIgPVoMuQ9TFhSGTX+0gxIXagOiGnXAY299h+XLRNjKWZj5xdMY22UAPpoh9tfMx6Yv7kSIiB1avz3e/qXw2I5fxqPIRxEh4Rj/1bTCPP96HUNbFoWo1PALrYcR9z+HObOF3qvnYc3ED3FP7zowqOQPQIUAv0hUk8KFFPnxD41Gr5F344uffscmOd5h1RysmPgJnr+jL5rVDFR6GWS8iy2RI14t1GHN7/jv+C4IEpHU2gZ4aWKRzh/fAe25ARnRuPvdT7FF2Ldx1g94oHM1EfviH2NQS7w+pUiGiL+j5LJ0KuZ9+woeGNIGNUOM5/RTafSoJXpDnn3rK6xbOQ+yvKa+/xRG3fwwFs2dIfSci2kfPobWRbb7hdVF/5sfw49/TMLWVYV5rZz8Gf57/3C0iQ4uKkOpnwr64Ai07DEar33+M1YvnSNkzcf6uT/hk3+OQaf64UovCcRfcIt7MbdI1y9vbSyOiI+hBm59+l2sLzr+SGtxTHxajv8fNq4Q+S79A6/f0QF+4pj8BEV1wnvTxHEZ/+1R8lDRokFgRDS6D78PX//+V2Fa0Xu1duKXeOG2PmgcFSRYF0XlFwmQAAmQAAl4AQH5CJZFZfdoS+xwQDpRHm2EGyqvdkOdfFolpzUHa6Z8g5c//gOrtu5HzNETOLB7A36fsR5n0i1QqbWo1bgDogN9GhONd0sCVIoESIAESIAEShNwip4QuZQ+6ll7LriEGyIbgj1Lb3fXlk6Im5WQ3ZKPY4d2Yf3S2Xjpv+/ixbc+xgv/+wwT1x9BgVOD2p2H4/ZxnRAK/pEACZAACZAAAEIgARKocAKuCs/B9zKgE+JmZa7zj8CNDz2Np27riQaBdiSdPImUAheqN2yL+5/6Dz589h50q6V3M62pDgmQAAmQAAmQAAn4FgFae30E6IRcH79yT63SaFGjYQfc8eRLmDJzGravnodty2dh4c/v4J839USTKD+w0ModOwWSAAmQAAmQAAlUEYH49d/jln+PRq8ni5anHsIzk9chT+rjzMXmZT/gPxPXwV781l95/Lwlc8903P/WN9hVcF4Ad92WAOuzbls0gEqlKrHAzf6oDgmQAAmQAAmQAAmUDwGXy4VuQ9/F14+9hucHtkPa7q/w6F/7YBaOh0pvhNaguWxGNpUOkaEaODl047Kc3CmQTog7lQZ1IQESIIErEWA4CZAACXgpgYi6rdGhXWeMHX0Xbq5XA6d2rEOCSotqkQ3Ruk6YaJgFrKZMbN++GBOXTsefK1diT4pFoaELqYnOzRsiRO1CdkocFq9eiz1xWzBrxXT8tWIJtp1Kg80FuFxOxMesxpRl0zFx7RbEHFiKWZu2o0iMIouryiFAJ6RyODMXEiABEiABEiABDyZA1SuRgN2CfLvo0tD7Q2fPx8F9y/Hzuv1wOoH9K77F9ys3IzEtD8e3zsDn0/7C7gwg7egG/DF/Lg7lOZGZHINZC37Au3PWIzEzCzs2TMdHi1YjKccKc9w8vDtlElYdTETykbX4eNIvmLhmI5ItlWgfs1II0AlRMHBFAiRAAiRAAiRAAiRQlQSSjmzF+k2r8fMfX2PSsbPoMPRG1DtPoWNH9iOwbg/cfcu9eOWhB9AtWAtz/kUGgjijMGb8PXhy3D14eFQPqOPjkFCQjXVL/0RuUCf866F/4en7n8HtNc3n5cDdyiJQRiekstRhPiRAAiRAAiRAAiRAAr5I4Oj+SfhlxVTMPngCDfq/gq+GREB1HogufUbCfGQu/v3+q/hwVSo6DBiBdrX8z4sld9UIMOig1Wih1RmgdrrgcuUgJc2JkIiWqCOcF61WjyAd+FdFBOiEVBF4ZksCZSLASCRAAiRAAiTgIwT6jvsCvz33Oh7s1ADHD25BXP75hufCGdgR/3f7/+Ffg3ohtGA13v3+C6w7bT0/4iX29TAaXLCaM1FgL4zicBV+c135BNSVnyVzJAESIAESIAH3JkDtSIAEqoaAyj8Sgzr3Rk3Tdry3LA6OUmq4sGvV7/htywFoqjdDl4hgWO2ZyDGV1ZMIQPeu7XD2xFrMWr0JWzbNwfSTpTLgTiUSoBNSibCZFQmQAAmQAAmQAAmQwCUJiAA1Qpv2wh1NgnFkzTdYdUYcOvcJwoAbbkNo0kq88fNreGVDFgYP/geGNzaci3H5DTVq93seT3cIxopFX+Gd5UcQFXL5FAytOAJe74S4hHNsd6hhtmpgsmhRYOZCBhc/B+T5YbFpIM8Xed5U3M+OkkmABEiABEiABIoJNOjzOGZ+Nh8vdSw6og7G4Ae+wIYvvsCQehEYd/ubWPX8bdBp1Aiv1xWvvvQDlnwyGcs//BTPDWmNYA3QZPCzWPjlNxgdpUH9dmPx02efYGyN6kKgFi3a34PJH72KPrVC4XI60KLf4/j97V8w+ZnxiLIBAUGNITpVRFx+KpOAVzshsjJpsWlhtanhdKrg9hXLyix55nUBAXl+OBwq5XyRzojcviASD5AACZAACZAACXgsAWvyVnz15+f4YOLP+OSnL7FI0xlD+/VALY+1yHMV91onxG5XwyYWp9NzC4eaVx0Bp3BareL8sQunpOq0YM6VRYD5kAAJkAAJ+AYBQ/0B+NfNt2FQu1bo3HssXr7nKdzeRvaY+Ib97mSlVzohDqcasgIpW7bdCTZ18SwCLpdKOLIapRfNszSntiRAAiTgEQSoJAlUOgGVSo86jTpicLdBGNWtNzrVDYH2/HmAL6JVGaJcJBUPXY6AVzohsgfkckbDablsMJzWy4cz1GcIuFyAzeGVPxOfKUMaSgIkQAIkUI4aZeQAABAASURBVHUENJD/6qpToBxyVkEFrbCjHES5iQj3UMOzz4qLMJS9IK4rPIKlSZ5zkZR/H9KcmQu4iiaQ/vswt3yUgHw0Sy4+aj7NJgESIAESIIFrJqB3aWFw6a45vTsk1AsXxM+ldwdVvEoHr3NCnMIBEY3Xly4kRwHU2XsuGa4yJ0M6KSpr+iXjXCrA5XQhIc6JJeucmLvaiQWbnDia6sJl9bmUsCo8bklyYukWJ05mVa7m5nwXNglmMYKZKMYLCFjSnFiy0Yn4tAuCLnlAdnrF7hHlsdV57sVExZGTD4oy2uDEscziI5f+drpUlw5kCAmQAAmQAAmQwEUJaKBGsMsfgS6jqMqrLxrHXQ9qhO7+LgNCnQFCd427qumxeqk9VvNLKO66QmVROiDqtDVQWVIulOC0QnN6KtTp66Hb+wSuzhFx4bSo6E4QzsfeeCfOior04X1OTF/uxM5TlVuZv9CwqztiO+vClhgXknKuLt31xraYXTh4wIkTwv9zCmTZJx34YZYDMcliRwi35riw/aALZ8S32C3TpyDPie07ndi0zYUDBaWTZJx0YovILymv9PHz91wie7mcf5z7JEACV0WAkUmABHyUgA4ahLgCEOEMQQ1nqMcskULfaq5A6IUL4qNFV6Fme58TcllcLqhMCYAtA5qEP0RMl1j+/qjT10Jz8mfIMSPqzC3QHnrp78ArbrmwYrsLfpEq3HunFo/epsEzD6lRM9eFuLNArkhvswJWO871jMh9iw1wijCnA7CIcJv4torv4m35aFnJfREVUoBdpJOybOJbxlXkCEGl9kuYJ3uIiuXIuI6iMJfIT6a3Cb3kt10cD2yrwYv3aNC1tgrF4TKs5HIuvcizpFynSK/oWGLlKJItoipHFR3FMbmj2CdssInA4DA17r9fi6FNVVAJvQrygTPCIckRzoNdhMv4cimpk+R1kSxlNGXJFc5gognQCGgbdnper5RiBFckQAIkQAIkcM0E3COhumhchU5U6D1l0Yrag9TbPQh6nxZq7zPp0hapLGehOTMfKlsWtPHfQJUXVyqys3p/2Bs/C5cuBPb6j8HW7sdS4Vfa0WsAh6g85+W54BCVZrVOVKof0+LOLioEiUrwpO/t+G6JE6JuLUS5MO0XOz6d6kSS2Du104H3frDjjyUOfP+nHW//aMfPoldlz0ax/5cd7/1sx08rncgW8q0ZLsybbsdXcxz4a7Id7ws5H09xYJOQMWGqHR/8asdHkx3YleCCdArsJhd2rHPgm4l2ZfnwTwfWxblgETpm7nDgdanXDJHmRwfWpwjd9zvw1h8ObD7pQu4hBz75XYT9JhYh900R97Xv7NidJWwVPRdxu4XcP0SYCP9M6CDlSsdAmHTuc2SNA28I2ftyhf+U48Q0oeMbc5yQ0wNkHXfiRyF/4SnhqGU48YfIY/ExF45scmDiJhfMQvdVIv36xCJxwks6KOz8doId70pGoqcpRTgZRaHnfblw7IALgQ1U6FoHSBd5JRU5P+dF5C4JkAAJkAAJkAAJkEAlEvB6J+QcS6cFmlO/Q525ufCQ0yockW8Le0YKjwBqHZyRQ+Gq1h32Ji8WHy3jtwrduqrgEi3vC1c4sXiTE7uOu2ByljF5cTQ/Ffr3UaNHPRWSDzmxMVuFvmK/l6hIpxx2YltqcUTAJCrUbbtpMKqrGtUsLiyPAZp30uDG7mrUEJX1zUdcsAqnpSDFiQOiN6Z1BzVuG6xBez8Xtu51IiGnUJZ0VCDy7ddLhcZBqsKDRWu/OmqMGaDB2AFq9GsmnCnhaNVpoUajIODsSWHnbhdqt1NjbH81OkQCW7Y7ceY8p6B+LSHM5cLpZBdyUoA0Ee4440S86OFIEz1FeaJ1pG20iFPiI2Xe0E4Fo0GF7p3V6BRVFCh46sPVGNhLg+EtgZQEJ44kuYSLVxRe8ivLhV1pQHQNFXo1VkFb4MLOE5frNymZmNskQAIkQAIkQAIkQAIVRcAnnBA5tkMX8zK08lEre14hS5dDGYCuPfwGVLkHC4+JtcsYDUetWwCVBlf3p0JDUcm/fZga9TWisrvbifkrHZguejPOiMp2WWU1bqlG22ZqtKoJ6FVAE1HBb99UjRY1RYVclFZKxt+SQmuq0Vk4Bm0bqVA7AAitpUYXsd9a7EcHAtmi50E+hhUQqcZooVff1mrUrqNCy+pAgXAE8kSlXEpTa4CmLTXoI/Sv4y+P/L3oQlRo1USF5tEqWIXD4AhX4eaealQTnstp0TuR4lIh2g+iwxLwN4qejmzgtO3v9HLL2FDoJzZSUlw4lemCM1TsO4E44aRlivgIA4TqIsbfH6PINzIEUAmbQ0T8YAMK/3QqNBEOWTthZ0dhp8YqelCELcLXKgwvsT57wIkMEb9GpAoR9YWeOuDoIeEIlYjDzQojQMEkQAIkQAIkQAIkcEkCoop3yTCvCFCnLIF++63QJE4E7KJWXtIqpxmaMwtg2DQYckB6cZCjxmhApcVV/2lERbehGmPHafG/x9UYHgEcjHFiQ6wL5jIK0xSViFqlUlLoi2aEU3bFITmGQgkQK3VRXHEYMlxXpLKyL8JdovdBfEH6U6f3O/H5j3a8+IUdPx0SzoLoECgKhoyvExV0GfdSyxnRC7P2NNBP9LJEBYpYwomwCwfAke/CvFVO/LHEiYV7XMi2A+f5IIBRhbbVhbNw2oXDoqcoSjglnQWbk0ecSM0EwqLUKMuLgiD/hLIqschNRXFhh/CHLtIT4sKafYBD9BDt3+HEXytcyBM6yzEi8SUcOUUOVyRAAiTgNQRoCAmQAAl4BoGiaqxnKHstWjojh8PSaxXsjf4Nl17UhEsK0QbC3vCfsAyMhSN6PFTm05AD0ktGKfN2vBP/+8qOiVucsImKMXSiV2KUGs1EL0NOnguWoqZ6WfGXwcINKLPo642YInoEZgvHo0NvDV55UIO7m1ydxPxUJ+ZscaGh6KVpLXpklJNGrLSid0JXXYX/e0iL958Sy7+0eOsfGvSudr58FZrWFT0zGS4cSVWhoehVadcUyDojnLQcFxrVAYodqvNTXuu+5YgLB4Q35CcfLxPsC4RzFCCK32V24USCC+LQtYpmOhIgARIgARIgARIoTYB7V01AVCWvOo1HJrA3ehqO+k8AwvFQDFBpFMfD3vD/lIHo8pg6c6vSMyIHrsv9q1pqAt1EJfdknAtr9zmx77AL27c7cVYICQtRwSickVB/IC/ThV0xLuwUvQYplVQTtgonSD4vZZcV8FMuxIreB6FWmT6ObBeWLBZ2aIFqolcmId6F/cK2ZIsKtaKB8AIRvsuJvaKnZOceJ5aKXodMy4WiqzVTwSB6TixCRm3RM+LfVIVQh+g5Ed0Z8nEu9YVJIHVWC49OOg3JRU/RXSzahcdcOHjCBeF3oP9IDR67pWi5WY2mwo7EJBfSL6LjhXJ4hARIgARIgARIgARIoCIIXLTuVxEZVblMtV44HbfBETEUUGkhx37YGz4FaIMh/1S5B6GNew/qswuhSfhDdFRcpYdgVGPAUDV61HBh9zYn5q5xYOk+oF4bNXo1UcEgKtt9B6tQzeTCyrUObDwKBBtlzhW/RLRQo1WAcIp2OjFvm+iHEb0DTlFDl1PlXin3/AQndgunxS4q7XuFczVH2CWXvalAjfpqjOqiQlasU9jrxBLhhFhEJV8vHK7z5apD1agXINJEqhDgL0KDhEMQBoRVUyHYXyUOXPjxD1ehZSiwR+S79fSF4Zc64kgHDpx1wRmuRnvhGJ6LpxX79VSQ73BJFc7guePcIAESIAESIAESIAESqFQC6krNrYozcxmi4IwYCJfoDXHUvgNyX6okx4MYNg+HynQKKnMStEc+gO7gc7joCw1lgkss/hHCERmsxTMPaPHiQ1q89LAW43upESEr3SJNtfoaPC6O//cRLZ68SYP7Rbzn71BDdCigXmcNXn1Ci14RIqL41O6gxouPa9EvUuyITy3hzDz3qBZ3tAT0YSqMGa/Fo70KK+860dMy8lYtHu+ngqhnQyucjCE3i/xHa+CvB/yEXjeL8JdFvv+5R4NxN2rw+v0adBYV8mpdNHhD5DOgnsik6KNpq8H/RHjP+ioEtRTb/9DiTaHbS0J3aZdchjQANAYVGnfQ4P8eFHmJsP/cq8VNndQI1BYJKvGl0alwi7D3kQFqhAqdIJyyIcKGp0apUTMQyp/ynhDBbKScyUocMYaoMVbEeU3YfWMTIKiBBi89qEG3BioRChjqaBRGw1upoFOOFK40gs+dd2jx9u1q+BceOrduMUSD/96lQYsoFVoM0+J/Ir9etc8Fc4MEPIwA1SUBEiABEiABzyTgdU7IuUHLlygPZ3AbQF8dcoxIcRQ5HsTSd5twSiLh0lWDrfWnsLX6RNkvjlPWb5UgqhWVcDlIXC4asV8yraYoTKsBNGKR3yoRoTidWu5cZl+RJ+IoaYtln78v0ivhQr7YVD5yBiypj1zk+AvlW6ST+RZvKxHlSsgtPlYcLvdLLhqRVkaVvEvaW6y/DDt/kTpJ/YuSQupUbL8SVwRIWcWy5TEZR+Yr0wm/BTL8XB7F8YW+Mu65RR4XtuvEcu5Y0YZKxJXHpYxi2XK7KPiSX9LOSwYygARIgARIwLcI0FoSIIHrJiCqZNctw60EqFWuy+rjCmwOR9TIC+K4jDVhb/w8nDXHwlFjDCBrq+AfCQAq4dSornBegX8kQAIkQAIkQAIkQAJlJnAtTkiZhVdFRI3aqVQaL5e3M2LIRYOd1fvAETEI0PhdNJwHfZOAdGzV6ss7t75JhlaTAAmQAAmQAAmQwLUR8DonRLZa67TOy9Jwhna6aLjLrx6c4QMuGsaDvktAq3VB5RbmUwkSIAESIAESIAES8A4CXueEyGLRapyQi9y+6KLSXvQw5CNYlwq7eAoe9XIC0qGVvWtebibNIwESuBwBhpEACZAACZQ7Aa90QiQlnc4JWYFUsQlb4uBylQTkYHW96FGT59BVJmV0EiABEiABEiCBciBAEd5NwGudEOl7aEUlUq9zQKtxgc/0e/eJXB7WSYdVnifS8VDOG3H+lIdcyiABEiABEiABEiABEihNwGudEGmmdEQ0ahdkhdIgnBE/gx2es1DXyi4ro94OeZ5IJ0Q6I/Ic4kICJEACJEACJEACJFD+BLzaCSmJS7ZycwHI4MoMwD/fJkDrSYAESIAESIAEKpyAzzghFU6SGZAACZAACZAACVwzASYkARLwLQJ0QnyrvGktCZAACZAACZAACZAACRQTqLJvOiFVhp4ZkwAJkAAJkAAJkAAJkIBvEqAT4pvlTquLCfCbBEiABEiABEiABEig0gnQCal05MyQBEiABEiABEiABEiABHybAJ0Q3y5/Wk8CJEACJEACJOA7BGgpCbgNATohblMUVIQESIAESIAESIAESIAEfIOAbzkhvlGmtJIESIAESIAESIAESIAE3JoAnRC3Lh4qRwLeQYBWkAAJkAAJkAB/qBbOAAAQAElEQVQJkEBJAnRCStLgNgmQAAmQAAl4DwFaQgIkQAJuS4BOiNsWDRUjARIgARIgARIgARLwPALUuCwE6ISUhRLjkAAJkAAJkAAJkAAJkAAJlBsBOiHlhpKCignwmwRIgARIgARIgARIgAQuR4BOyOXoMIwESIAEPIcANSUBEiABEiABjyFAJ8RjioqKkgAJkAAJkAAJuB8BakQCJHAtBOiEXAs1piEBEiABEiABEiABEiABErhmAtfthFxzzkxYbgTykg5i6vfv4+2338J7b72LKZtOwuwAnKZUbJzwCd4Sx9955338NHsT0kwioNxypiASIAESIAESIAESIAESuHoCdEKunpnbpTi1YxUyq/fGE8+/iP+7uwPOrJ2FA2lA2p4VmJdQA/f+38t49rGxCDi1HdvP5Lmd/lTomggwEQmQAAmQAAmQAAl4LAE6IR5bdH8rrjbqoVGroVap4bLboVL7waAH9AYdVC4VoBFxnU44VToY9Sqxww8JkAAJkMC1EWAqEiABEiCB8iBAJ6Q8KFaxjHodBqJaygp88uZreP+njag1bDxahAIhbUbgtnpH8d27r+HtL6ahoEFndIwIVLR1OBwwmUwXXZQIXJEACZAACZAACZCAuxCgHl5HgE6IFxRpwq4VSA0bgKdfeQPP3dsVJ5dMw8EMOzL3LcKs43Vx7wtv4KUnx0F/bBt2JecqFqekpODXX37GO3K8SInlf6/9F6tWrlTicEUCJEACJEACJEACJEACFUGATkhFUC1/mZeR6MLJ01lo3LI1wv20CG09As1DziLxVDLij59FrZ6j0DJYi4DoBmgZrcahw4VjQqpXr44777obzz73fKmlW7duSE9Pv0x+DCIBEiABEiABEiABEiCB6yNAJ+T6+LlBahVC/LVITDiFHKsD+Ul7cTrXiKCQaqgW6o/02O1IKHDAkpmGxHQrwiIMis56vR7Vqok45y1Go1EJ54oESEAS4EICJEACJEACJFARBOiEVATVSpbZvO9IhJxehm8+fAdf/LoGob3Ho0vdQNTtNQqDwo9gwmfv4KNvpyKjRjcMblatkrVjdiRAAiRAAiRwlQQYnQRIwOsJ0AnxgiIOrtUK4x55Hi+9+hpefvVFjO9ZD35aQOsfhZ7jn8JLr7yGV195EQ+P7YFwf40XWEwTSIAESIAESIAESIAEyptAZcpTV2ZmzIsESIAESIAESIAESIAESIAE6ITwHCCBcwS4QQIkQAIkQAIkQAIkUBkE6IRUBmXmQQIkQAIkcGkCDCEBEiABEvA5AnRCfK7IaTAJkAAJkAAJkAAJAGRAAlVJgE5IVdJn3iRAAiRAAiRAAiRAAiTggwR82AnxwdKmySRAAiRAAiRAAiRAAiTgBgTohLhBIVAFEvApAjSWBEiABEiABEjA5wnQCfH5U4AASIAESIAEfIEAbSQBEiABdyJAJ8SdSoO6kAAJkAAJkAAJkAAJeBMB2nIJAnRCLgGGh0mABEiABEiABEiABEiABCqGAJ2QiuFKqcUE+E0CJEACJEACJEACJEAC5xGgE3IeEO6SAAmQgDcQoA0kQAIkQAIk4M4E6IS4c+lQNxIgARIgARIgAU8iQF1JgATKSIBOSBlBMRoJkAAJkAAJkAAJkAAJkED5EChfJ6R8dKIUEiABEiABEiABEiABEiABLyZAJ8SLC5em+Q4BWkoCJEACJEACJEACnkSATognlRZ1JQESIAEScCcC1IUESIAESOAaCdAJuUZwTEYCJEACJEACJEACJFAVBJinNxCgE+INpUgbSIAESIAESIAESIAESMCDCNAJ8aDCKlaV3yRAAiRAAiRAAiTgawQmrLbgz5UWXzPba+2lE+K1RUvDSIAEypkAxZEACZAACVQBAbPVhS/mmvHhdBP+WmXBllh7FWjBLMubAJ2Q8iZKeSRAAiRAAiRAAuVIgKJ8mUByhhMfzTRjgnA+QgJUGNdTj1b1NL6MxGtspxPiNUVJQ0iABEiABEiABEjAewjEJjrw3jQTZm2yICJUhVdu98dDw4wI8lN5j5HubEkF60YnpIIBUzwJkAAJkAAJkAAJkEDZCTicUHo+nvo+H2v22dA0WoM37vbHsI466LVll8OY7k2AToh7lw+1qzoCzJkESIAESIAESKCSCbhEfquF4/HzUjPko1hdmmrx7n3+6NJECxU7QAQd7/nQCfGesqQlJEACJOAFBGgCCZCALxM4m+nEjA1WpOW4cGN3PT55JACNanIMiDeeE3RCvLFUaRMJkAAJkAAJkAAJXA0BN4grH8NavdeG7XF2NKutwQu3+CE0QOUGmlGFiiBAJ6QiqFImCZAACZAACZAACZDAVRHIKXBh4hoLNKJ2+q8bjQj2pwNyVQA9LLIoZg/TuGLUpVQSIAESIAESIAESIIEqJPDRTBNOnHViYDsd2jfSVqEmzLoyCNAJqQzKzIMESOASBHiYBEiABEiABIBVe22Yt8WK2uFq3NRTz8ewfOCkoBPiA4VME0mABEiABEigFAHukIAbETiT6cTvKwofwxokekE6sBfEjUqn4lShE1JxbCmZBEiABEiABEiABEjgMgSsdmDWJitiTjpQN0KN+4cYvPpdIJdB4XNBdEJ8rshpMAmQAAmQAAmQAAm4B4EDJ+3KY1hmmwv/u9MfESGsmsJH/ljSPlLQ7mEmtSABEiABEiABEiCBQgIFFhfmbrYiKd2JcT316NxUWxjAtU8QoBPiE8VMI0mABHyaAI0nARIgATcksHa/DYt22NC0tgYPDjO6oYZUqSIJ0AmpSLqUTQIkQAIkQAIk4LMEaPilCcipeD+bbYZaBdwsekFqV2eV9NK0vDOEJe6d5UqrSIAESIAESIAESMBtCXy3yITkTCe6NtNiZBc9tBq3VZWKVRCBCnRCKkhjiiUBEiABEiABEiABEvBIAk4XsGSHDesP2BEWqMLtfQ0ICRDdIeCfrxGgE+JrJU57vZ8ALSQBEiABEiABNyQg/A8cS3bgz1Vm5JldGC8ckF4ttW6oKVWqDAJ0QiqDMvMgARIgARLwegI0kARI4PIECoTjMW2dFYcSHOjRXIe7Bxoun4ChXk2ATohXFy+NIwESIAESIAESIAH3ILDzqAOzN1tRPUiN5282Iti/XB7Dcg/jqMVVE6ATctXImIAESMDXCOSaXNgSa8cjX+ah3T+ylOXBz/Iwc6MVKdlOX8NBe0mABEjgqgmkimvlW5ML4HIBdw0woF4kR6JfNUQvS0AnxNMLlPqTAAlUKIGEVCf+N6EAj3+dhz3HHKgToUb9KA0OJzqU4//8Nh/b4uywOypUDQonARIgAY8lkFPgwrtTTTib5YQcAzKisw46DgXx2PIsL8XphJQXScohARLwOgIZuS58OMOEZbtsiAhR47GRBrx5tz/euscfr9zujwHtdDia5MDLvxdg1V4b5KwvXgeBBpEACZDAdRCQ18WF261Yd8CO8GA17uxvQI1qrH5eB1KvScqzwGuKkoaQAAmUJwHZszF5rQUbY2yQPR9vCOfjnoEGdGysRdsGGsiWvFfH+2FwBx3OZDrx5VwzNhy0l6cKlEUCJHAhAR7xMAKHExyYvckKi82lPIbVuQm7QDysCCtMXTohFYaWgkmABDyVgEsovna/DVPXWZTejVeEs9GzhRYGnUqEFH5UYjNKtOa9da8/OgvH5GSqA98vNOF4Mp/LKiR06bXDCdiEv2a2upBXNN5GzpaTb3Ypz4tfOiVDSIAEPIlAVr4Lf66yIOaUA71bafHQUANfSuhJBVhK1/LfoRNS/kwpkQRIoAoJyEGPsnJ7PSqk57ggZ3DJFjfQ+wYZ0UM4IJeSZ9Cq8NUTAYojsv+kAz8ttUBWpi8V35eOy5ZPWQmRg/elkyHHzkjn7pdlZuUxt0e+zEev57Lx8Bd5uPXdXDz5bT52HBHeiS9Boq0k4MUEFmy1YulOKxrW0ODFW/292FKadi0E6IRcCzWm8TkCNNgzCMiXYP2w2IyPZ5mxYJsVBRbZp3H1uq/eZ8OmGDvaN9TirgH6KwoI8lfhqTFGNI3WYIm44f623ALZ2n/FhB4aQdomZ7o5kuTApkN2yOe9p623oniZsNqCL+YWOhpyMOpbk0x48bcCPP1DPv4hHA356Jp81O3EWQcaiMrJ6O56dBK9SXuP25XB/puFTA9FQ7VJgASKCGyOtePnZRaEBBSOp5OTehQF8YsEFAJ0QhQMXJEACXg6gZ1H7Xj1zwL8sMisPEb1/jQTJq2xXLVZsvVettQHGIE7+ukhB1KWRUjr+lrcO8iAID8V/lhhwULhBJUlnSfEkT1C6w/YhZNhwQu/FuDej/Pw+Nf5eObHArz2VwHeE6w/nWVC8SIdkJ+XynKwYtF2K6RTJ52W2uFqjBEOx39u8cNHD/nj+38F4rNH/fGC2JdjbkZ11SM5w4kPZphwMkV5rM0T8FBHEiCB8wjIcXJyOt6cfCeGd9KhfxsdNKxxnkeJuzwleA6QAAl4PIG98Xa8KVrb95+QU+hq8MAQA2QfyOdzzHhjUgGu5vGsP1ZYkZjqVFrmu7fQQV3Gq6RWA6WCPb6PQRmAKXsAZI+AHODuKYDlo2xyJhvZ0xF32oGfl5jx2Fd5uPGNHDzxTZ7CeNEOK/afsEP2gpxKdSAtx4kAgwot62nOLV2banHfYAOeG+eH358JxLJ3grHpkxBMeykI79znrzhrIzrr0aquBg2iNKKlVIX6UWolfn2xH3/GgYmrrUoZego76kkC3kXg2q2R15HvFpqV62idCA0eHGpAgFF17QKZ0msJqL3WMhpGAiTg9QTk4Oath+3K/PMJokIsW9smvRCIJ2/ww5OjjIgMUWPmBite/L1AtKw7lUHml4OSmObE7yvMCBQ3zL6i5S404OpvnHIa31t66yEHrn8804T3pxUog9Vl5f5yeVd2mHxUTU5BfDTJgT3H7Vi+24Y/V8qejnyMeTMX49/Pxedzzdh1zAF/6WQIh2FIB53i4L1+tz9+fioQ04VTsefrUCx9Oxi/Ph14bvnmyQDFobhfOIOdhUNSK6xst5pqgSo8f4tRaTHdetiGfcK5rGwuzI8ESODaCchr8pwtVqzZZ1McD9nrKac3v3aJTOnNBMp2Z/BmAhexjYdIgATcn0CCcBjkrCsvCQfjiGi1H9ROh9fu9FMcCKMOuFU4Ak/fZESTaA3WihuidAZ2H7v0oGfZ+j9nsxUmi0tJ06+N9pogaDUqvHCrP/412iha9zWYss6Kl/8owOLthbKvSeh1JpIOkHw8Qg76lu88mbjagk9nm/HOVBOe/bmg6NGqfHwknCbpjNjsLnRposUd/Qz4t2AoZwD76vEAfPJIgNj3w7ieenQVzkWz2prr1OzC5D1F71P/tjqcSnFCjg2x2mSf1oXxeIQESMD9CMge0r9EY0ae2YVHRxiVFxO6n5bUyF0IqN1FEepBAiTgmwTkTFIHTzmwdKcN80UL2vytVmWws2ypvxgRw9gYYAAAEABJREFUq/Aj5BiDNyYW4PtFZuQWuHDvICOevskPJVvc9DoVRnXR4937/dFPVGo3xtiV8QtT1l18nMjxZAfWH7DB5oDy+ED1oGu/PBqkE9THgDfv9lNeaBiT4FBmg/phsQVZeZVTqbYKR0L2cExaY8ELv+bj6R/z8d8/C/DOlALFAZmy1iKYW5GU7kTjmhrcJByLZ8f54esnAvDZowF4XfR2PDvOqDgi0iGR0xGrr75j6GJFeMVjj4nKi0GvUlpTMyqJ1xWVYgQSIIErEvh2gVl5gat83HJ8X/0V4zOCbxO49rusb3Oj9SRAAtdJQFZ+5Q1ryCs5uPvDXLzwWz5e/asAcnD5k9/kYfh/c/CK6EHYHie8DpGXbFlbsceKZ3/KxzOiQr011g7Z4/HdPwOUXofo6mqozqsky4GQzURPiHzPx7BOeiSkOvGeaP2/7b1cyF4BIVb5OJ3AZiFPjoNoWVcL+ViXEnAdK50GaNtAi89E78GLt/ghPdeFX5eZ8ZLouZG9Etch+pJJ5aB6OQXuW5NN6P9CDh74NA8fTDdhyU4bDpxwQPYeSRfohq464SD5K49UrfkgGL/9OxCv3+WvjOPo3UqHlnU1kI9QGYUjcMnMKjBADmDv3kwL6ZzGCgeuArOiaIUAVyRw/QT+WGHBWtGQ01A0atw9wKA8xnn9UinBmwmovdk42kYCJOBeBOSAxZQsJ76ab8bYt3LxnejJkI5CdLhamd62RR0NmotFTtuqFc3uc0XPyAOf5aH1E1no/kw2nv6hAOvETU72eNzR34AFrwejcxOtMobgcpbK+G/f64/nbvaDrOAeTnQoU8U+/0uB8hKtrYftmLHBCr1WhRdv9bvAmbmc7CuFaYUzcqe4IX/8cACkXXKsw+CXc/C+cA52HbUrs0HlmlwoywB2+ViVyepCjuj9kbNIySmJNxy0KT1CD32eJxjlKHbN3mRRbKkZpkYnwefBoUZ8+48A7PwyBOs+DMEbopdjXC89ujfXKs9tS4dJloNAfiVzKiVcOj89WuiUcp231VYpeTITEiCBayew84gdcgycHIB+Rz89mlbAo5rXrp0bp/Rx1eiEePwJcAY7V63C6pLLmg2IOXocMXu2lD4u4+w57fEW0wDPJXBK9ETIyvdvy82ikgxlbMErt/vjqycCMeH5IEx5USwvBOGXpwLxpnAabhYV5R6iotxO9Ch0bKzF0I463N7PgA8fLHQoQq5i4Lh8REpOoStfLChlRIaqsGyXFQ+KyvsrfxbgVKoDY3ro0aqe8BoqALHU/eOH/TG+rwHhwSpMXGXBv77LV96f8fEsE+SUtvJ9G/viHcojUnKAZ55wTo6fcWLXMTuW7rJBjuX4ap5ZGbvxwm8FeOyrfMXp+Fo4dUeTnWgSrcYNXfXKs9j/u8tPeaxKDhh/ZqwRfVvrYNCpKsCy8hcpHaIWddSoI5zTjTE2yOl9yz8XSiQBEigPArJh6ZdlFmU2O3mdkY9iuUuDRnnYRxkVR4BOSMWxrSTJBoRUr46wc4sex7auRkKuHoHBoah+7rgBZ2N24VB64aMtqPo/auBjBM6KHhDpgKzYY0OjGhrl8Z8XRK+DnEO+QZRacUokEvlIVViQCr1bavHSbX7K2IS37vXDm/f441XhsMgKdYdG2nPxZZqrWRqKvOVg63eEkyPHHtQSvQXVRX53ip6VewYaREX9aqSVPa68KTeppcE/bjDio4cCIHsn5DiL/Sccygxe3yww450pJuVxtP/8WqA8cvbvn/Px0u/5yliWtycX4BPhrMgZrGZvskL2ooQIJ0w6HZKjdMykTa/c7gdp14C2OlTEwPGyW3x9MeVUvVJ/OWZogRe9c+X6qDA1CbgXATlGb+4WG+Rjs2GBKvzrRiOC/VXupSS1cVsCdELctmjKqlg1NG7XDu2KF/8kZOnboHWb2qjbsDnaFh1vHhkMk7EmBnWIKKtgxiOBciMgHzWSYzE2HrRBVsRfvcMfg9rrrvjMsHwsJ7q6GtJxqB+phnRO5DFc55/sEZDjNR4ZYcSfzwZCjol4eqwfakdU/CUx0E+FLk21+Ke4Wcu8V70fjJ/+LxCPDjeiUU0NEtMcypS5a/bbsCnGjoMnHThx1oka1dS4Z6ARr93pr+gsH6v649+B+O+dfrhTOFDdmmnRJFqjvCxROnKXRuQZIbIiI3vA/PQqzOcjWZ5RaNTS5wjIR1unrrNAPib60cMBqFMJ11Cfg+zFBlf8HdeL4bmdaY4crFq8A9W79kS0toR2LgtOnjgCVXgjRAf6KQEOhwMFBQUXLDabTQnnigTKi4DF5lLGLKw/aEcN0evwn5v90K6BplzHXVyrrnIsRKBwCuR7QfTiN1OZ7Xc6kZ/MW76LpEcLrTK4/q/nArH6gxDlsTQ5buMTcVOf+WqQMpZj+stBeHacEbf10UM+miYdMpneqFMpYyfghX9dhWNVTfRSyQH1+0WPkReaSJN8iYCX2Sp7KX9YbFYel7xb9CLLhhAvM5HmVDABOiEVDLgyxecdXY+1uV0xqEtkqWxt+ek4djwLjZo3hGxVlIGpqalYsXw5Fi6YX2o5cuSIDOZCAuVCQL57Y/U+O2ZulIO+gWfGGtGtuah9l4t07xQS4q9C63oayPEwwzrp0CxaA9lzAx/8a1xLA9lzZhWO7Mo9NsiJDXwQA00mAbckICfzkC8lbF1Pq/TGuqWSVMqtCVSWE+LWELxCOWsqtm05ihoD+qOuvrRFuSd24rQ9HPVrV4emKCg4OBjNW7RAixYtSy3h4eFFMfhFAtdPICPXqQymlgOLHxhqwNCO552c158FJXgxATlAfVB7HaQzK995kpotJxj2YoNpGgl4CIFtcXb8uMSsPCJ7ez89oquzOukhRedWavKscaviuHZlck7GYr+pBsZ1rHaeEAv2b92F0KadUSuw2AUB/P390bRpU7RuI8eP/L1ERkael567nk2garWfs9mKvfF2yMdqbu6p99rHhqqWsnfnPrCdDnqtColpTsj3uHi3tbSOBNyfQFa+Cz8uNitThfdsocUw0bgkGwzcX3Nq6G4E6IS4W4lcgz4uezZiDx9BtcbtEa7/29GQomwnl2Jzcn20aVfrXC+IPM6FBCqaQFqOEz8vtSA8SI1HhhlRPZiXm4pm7o3y5ZiZoR21ynPnhxIcSq+IR9hJJUnACwnISUbk47V7jztQLVCFx0Yaodd5oaE0qVIIsFZQKZgrNhOnxQ51QD10bh0F9XklmpZkQbMB/dDIv2J1oHQSKElATtv48UwzzFaXMgakRZ3SznHJuNwmgSsRuKW3QXkHwf4TdmTmOa8UneEkQAIVQECOydonerbnih5u+eJU+WLXBlHud22vANMpsoIInFdlraBcKLZCCWgCqqPzgEFoWSMUqvNyqtnjVtzUqz605x3nLglUJIEtsTas3W+DfI/FqC46hIoWs4rMj7K9m0DLuhrUjVBj/wkH0nM5LsS7S5vWuSsBOdPh9A1WHD/jwIjOOo7xc9eC8iC96IR4UGFdWVXGIIGqJ5BT4IKcNSXP7EKvljp0baareqWogUcT0GlU6NFcC/mI36FTDo+2hcqTgKcSWLLThmW7bJDvI7pvkAFadoJ4alG6jd50QtymKKgICXg+AdlGveOIXWmx1oqry1NjjND7Qjec5xedW1sgKzudm+iUnt4NB/kuI7cuLCrnlQROpzvx5iSTMrnIXf0NkNNne6WhNKpSCYhqQqXmx8xIgAS8mEB2vgtLRWtZeo4T9w8xokY1XmK8uLgrzTSVCqgdoUbdSA22HbYrb2eutMyZkVsToHIVTyAzz4XXJxbA7nChT2sd5Ix18jdZ8TkzB28nwBqCt5cw7SOBSiSwU/SCbIgp7K6/va++EnNmVt5OICpUjcY11cgQFaLtcXZvN5f2kYBbEJDjQKaus2D3MQeiRKPSA0MMyrtB3EI5KlGVBMolbzoh5YKRQkiABCQB+fKqfLMLt/TSIzyElxfJhEv5EAgLVCnPous0gHz/TPlIpRQSIIFLEZCzYcmXhMrfm5zp8F+jjWhVV/wAL5WAx0ngKgmwlnCVwBidBEAEFyUwe7MVB0860LGRFr1b6ZRnhy8akQdJ4BoIyOnH29TXoFqgGiv32FBgkSOQrkEQk5AACZSJgHwp4U9LLJDjQeQsh6O76cHHsMqEjpHKSIBOSBlBMRoJkMClCSRlOPH5HBMCjCoM6aBDnQheWi5NiyHXSqBptEZ5FES20MqxIdcqh+lIgAQuT0C+lHDaegu2Hraja1Mt/nOL/+UTMJQEroEAawrXAI1JSIAEShOYvckKOXixWW0NBgknpHQo90igfAhEhqrRVJxj0glZf5DjQsqHKqWQwIUElu6y4bflFmVykfsGG1AtSHVhJB4hgeskQCfkOgEyOQn4OoH4sw6sP2CD0wnc1kePSI4F8fVTosLsV4t60IC2OsgHsQ4lOJCaLU66CsuNgknANwlsEb0fX80zwWp34YauenQRPSHyt+ebNGh1RRKgE3IlugwnARK4JAGnqA3K5/NjEx1oLlqoR3XRXzIuA0igPAj0aqlVxKRkORF3mk6IAoMrEignAtKx/3WpGYlpTrSqq8XDwwzw0wvvv5zkUwwJlCRAJ6QkDW6TAAlcFYHjyQ7lvSBajQpPjfUr10GLV6UII/sMAX+DSnlPQXquE4cS7JCOsM8YT0NJoAIJmKwu/LXKgm1xdtSP0uDjh/2VcX4VmCVF+zgBOiE+fgLQfBK4VgLyufwVe2w4LHpB5MurejQvbKG+VnlMRwJlJSBn6bHZgSOiJyQnX3THlTUh45WFAOP4KIG1++2Yt8WGiGA1/nuHH+S7eXwUBc2uJALqSsqH2ZAACXgZgbQcJ6astUK+wOrmXnpoNF5mIM1xWwLdhcMbEqDC4dMOpIrz0G0VpWIk4CEE4sRv6dNZJsjekDsHGJSp1j1EdS9S0/dMoRPie2VOi0mgXAjIG5Z0RPq10aFtAw341HC5YKWQMhDwN6rQuYkW8nHA02kcF1IGZIxCApckcCrFiad/yMeZLCeGdtTh1t566LSXjM4AEig3AnRCyg0lBV0PAab1LAJyMPr8bTbUClOjv3BCOHDRs8rP07WVL0yTL8SUnu+y3TY46Id4epFS/yoikJDqxIu/5eOU+G5dT4PHRhgR6McmpSoqDp/Llk6IzxU5DSaB6yNwJtOJP1ZYICuCwzrp0LWp5voEMnVVEvDIvGUVSVaYagoneN0BGzJz6YV4ZEFS6SolkFPgwsTVFhw+7UTr+hq8PN4ftcNZLazSQvGxzHm2+ViB01wSuB4CcjDwAtEDcijRgepBKtwz0AC9TlYJr0cq05LA1ROQDkjHRlpk5bkgJ0i4eglMQQJVSaDq8563xYq5W62IDFHhv3f4Qzr2Va8VNfAlAnRCfKm0aSsJXCcBOXhx9iYLTBYX/nOrHyJD1dcpkclJ4NoIhPgXjgsJ8lPhr1XWaxPCVCTgo5WvABMAABAASURBVATWH7Tjy3lmyCv402ONaFGHPdo+eipUqdny/Kt0BZghCZCA5xGQjsfktRbl2WE5RerIznwxoeeVovdoLB8H7NRYg+hwNU6mOLBkp817jKMlJFBBBOTU6ocSHHjx13xY7S6M7KKHHF+lZod2BRGn2MsRoBNyOToMIwHvInDN1mTmuTBpjQULRNd945oa3DWADsg1w2TCciNQN0KD9g21yvgk+WhJnpnvDCk3uBTklQSOn3HgvWkmZBe40L25DvcNNvCFhF5Z0p5hlNoz1KSWJEACVUXgZIoTH8804ZsFZkSEqvHkDUY0q62tKnWYLwmcI6AWd7BxPfXQiO+DpxzYfth+Lsy9NqgNCVQ9gfRcF35bbsH+E3Z0aKTFv28yciB61ReLT2sgLt0+bT+NJwESuAQB2W1/NNmBD6absHC7VbQ2q/DirX7KlLxaPj58CWo8XNkEmtXWYFB7nTJD1oo9NmTnszekssuA+bk/AXk9n7PZgsU7bAgLUuOjh/zRNNoHLuTuXzQ+rSGdEJ8ufhpPAhcSsDmgjPt4Z6oJt76Th40xNsjHXn7/d6BS2eNLrC5kxiNVR0D2gvzfaCO0onNuzX4bDpwUJ3DVqcOcScDtCMj36GyMseOz2WYEGIF37/NHjWqs/rldQfmgQjwLvbfQaRkJXBUB+Tz9zqN2/LLUjNvezcW0dRZEVVNhXC8Dvv9XANrUZ6vZVQFl5EojUC9Sg/sHG5FncmHGBguy2BtSaeyZkXsTkD0g8uWy//ouXzggKtw1wMBruXsXmU9pRyfEp4qbxpLAhQTMVhdmbbTi7SkmvPBrAb5dYFbemHv/YAPeuNsfz40zKm9GvzAlj1ycAI9WBQE5Y1uruhqs3mfDb8vMVaEC8yQBtyOwN96B7xeZYXe6MLaHHrf1McDfwKmw3K6gfFQhtY/aTbNJgAQEATlV43O/FOCjmSbIma8sNhdu72fAV08EKAPQuzXTKq1nIio/JODWBOpEqHHvIKPyvPvENVbI6aTdWmEqV/4EKLEUgRNnnfhqngnHkh3o3ESLJ0cZUS1QBf6RgLsQoBPiLiVBPUigEgnYHVCm3H3o8zys22+DfOeCfGHV3P8F4+XxfsqLq4x63qwqsUiY1XUSkGNDBnXQYahY7A4Xvl9oxoaDdsjHUa5TNJOTgMcRkA1Kf6y0YNthO1qKHsIvHgtASACv6R5XkB6i8LWqSSfkWskxHQl4IAH56FVsggPvTClQ5oqXFbcxoot+xstBeHiYEWFsJfPAUqXKxQR0GijTjo7orFfGhfy0xIy4JAcdkWJA/PYJAjY7MGWtFdPXW9ColgZv3uOPYH+VT9hOIz2LAJ0Qzyovaut2BDxHocQ0J35ZZoF8/GrGRita19PimZv88PzNfqhVnZcCzylJano5AnqdCk+NMaJ7Mx12H7Pjy7lmJGc4L5eEYSTgNQTkTFiLd1qVx7CqB6vw0FADGkQJ79xrLKQh3kSANQ9vKk3aQgKXICBnvnrp9wLIF1WdzXTiIdHr8f4D/rixm54tZJdgxsNuTuAy6snpR5+72ag8B7/+oA0fzTJdJjaDSMB7CKw7YFMmF5FTrd/YVa9Mq873OnlP+XqbJWpvM4j2kAAJlCaQmu3Cre/kKq3CdcLV+PrJAMj3KtSLVEM+vgL+kYAXEmgSrVEmV6gtevmW77Lh09l0RLywmGlSCQK7jtrx4XQTZK93p8Za5TpfETNhlciSmyRwXQTohFwXPiYmAfclIFvCtsfZ8a/v8pCQ5kTb+lq8dqcf5IxXapX76k3NSKC8CMgZge4fYlCmnJ62zoq5W6yQkzKUl3zKIQF3ISCv8V/NN+NMlhN9Wunw+WMBkI8muot+1IMELkaATsjFqFzyGANIwDMIyBmB5PPw70414cBJB3q11CqzXnVopPUMA6glCZQTAfn+kFt76yEfSfx9uQWxiY5ykkwxJOAeBOTLOT+fY4bsCenRXKc0NnEgunuUDbW4PAE6IZfnw1AS8EgC0vF4Z4oJR5MdGNFZh//d5Y/WnvzGc48sBSrtDgTkVNOPjjCiXxsdjp9xYP5WKwosLndQjTqQwHUTMNuAL+aasWK3FU2jNXhspBFRoazaXTdYCqgUAjxTKwUzMyGByiNwJtOJf36fr7ygakgHHf5zix9qhfGnXnklwJzcjUCQnwrPjjOierAaU9dZcOAEe0PKWkaM594EFmyzYvF2K+TYj3+NNqKtaGxS83Lv3oVG7c4R4Kl6DgU3SMCzCcipGffF2/H41/nIyHGiTyut4oBEhPBn7tklS+3Lg0C9yMKB6nqtCm9ONiHP5CoPsZRBAlVGICXLiaU7C3v2HhhiRN/WOuXFs1WmEDMuTwI+IYu1E58oZhrp7QScTmBbnF15AeGxZAf6iZvRM2P9IKcq9XbbaR8JlIWAfDFnt6ZatG2gwckUh/LOnLKkYxwScEcCTuFD7zzqwKEEB+RMcPcM1LujmtSJBC5LgE7IZfEwsEoIMNOrJrD2gA3vTTUpN6Rbeuvx3zv90LS25qrlMAEJeDOBWtXVkAPV5eNZszdZcZiD1L25uL3aNtmTt2afDVl5Ltw7yAA/g8qr7aVx3kmAToh3liut8iECi7bb8OJvBTiV6sBNPfX4141+HJjoQ+VfnqZ6uyzZGzKisx4t6miQkeuEnC3LxEHq3l7sXmnf2UwnVgsnpEENNbo303qljTTK+wmovd9EWkgC3klAvgdkY4wdH84wwWZ34eZeBshHsMKC2CLmnSVOq8qDgE7U15672Q9y1qyNh2xYtdcG+ThjecimDBK4RgJXnWzxDhvMVhekU10tiFW5qwbIBG5BgGeuWxQDlSCBqyMgHZDlu6x4Z0oBsvKduLGbHv++yQjODX91HBnbNwnInpBHRxiQXeDClHVWJGU4fRMErfZIAmabCwu3WxERqkbHRlrohWPtkYZQaZ8nUPVOiM8XAQGQwNUTmL3RqswNfzbLiQeGGJUekAAje0CuniRT+CoB2XPYs4UW+0/YMX2D1Vcx0G4PJLAjzo7T6U40qqmGfBzLA02gyiSgEKATomDgigQ8g4BFtIB9v9CMT2abkJHrwkNDjXhomAGhgVfvgHiGxdSSBCqGQGiACvcMMKJ6kBoTV1uU2eUqJidKJYHyJfDXait0GqBlHS04BXv5sqW0yiVAJ6RyeTM3ErgmAnYHcCTJgX//VIBvF5kh3wkyvq9eOCBGBLIH5JqYMpFvE1CpgC7NtBjXSw+XC/jPr/mKY18JVJgFCVwzgcQ0Jw7E2xEsnOjerbRQi/P4moUxIQlUMQE6IVVcAMyeBC5FwGoHjgrHY+1+GyassuCZH/Iht+uEq/Gw6P14dIQRBt2lUvM4CZDAlQjI1uQx3fVoU1+DjBwXPp9jQi5fYnglbAyvQgK7j9lhEfcG2YPXoo7oDqlCXTwva2rsbgTohLhbiVAfnydQYHFBznzy8UwTXv2rQLTQFuDjWSZk5rtwS28DXr/bH4+PNCLYn01gPn+yEMB1E6gtnPonR4keRT+VMuWpfPcCZ8u6bqwUUAEEZA/4jiN2WG0udGysBccBVgBkiqxUAnRCKhV31WXGnN2fgMnqwsJtVjz0Wb4y69WUdRbEJTrRup5GcTo+fSQAz40zoksTToXi/qVJDT2JQGfxm5KOiHzxmxwfciqVs2V5Uvn5iq5yMPrRJCecLmBYR3aD+0q5e7OddEK8uXRpm0cQkI9dyces7vowDy/8VoCYBNHXLjS/va8Bc/8XhJ+fCsQ/bzSiWzMtAkVrrQjix3MIUFMPIKBWA+PF762TcEYOnHRg9maLMk7EA1Snij5E4MhpBxLTnYgIUaFLUzZG+VDRe62p4tLrtbbRMBJwawLysauth+14STge//g2X5lysWm0BnKsx6QXgvDyeD/I8R9yAK1bG0LlSMALCMiXGD55gxE1qqkxdZ0VW2ILGwO8wDQfNcG7zJaNVTGnHEjPke+FMniXcbTGZwnQCfHZoqfhVUkgOcOJ35Zb8KJwQJbusiqPXP1L9Ha8/4A/5GMhdSP406zK8mHevkmgTT0NxvbQw+EA3phUgONn+FiWb54J7md1ToETh0QvuUbcGoZ34qNY7ldC1OgcgavYEKfzVcRmVBIggesiYHe4MHeLFU//mI/fhRNis7vwf2OM+PDBAIzvZ4DsCWHPx3UhZmISuGYCfgYVbu2tR+v6GsipUL9ZYOZsWddMkwnLk0B2vgvyUcH6URrIyRTKUzZlkUBVEaATUlXkma83ErisTbL344mv8/HKHwWIOelQKjp/PheIR4cbUTdSrbx8CvwjARKoUgJR1dR4ZqxRef/CxoM2Zaa6KlWImZOAILD7mAMZuS5lbKCBHSGCCD/eQIBOiDeUIm1wawLyWd7NsXY8/2sBthy2I7q6Gs/ebMRXTwSgYQ3O8+7WhUflPIRA+arZtoEW/xpthM0BTF5jwd54O1zlmwWlkcBVEZCTl+i1QKfGWui1qqtKy8gk4K4E6IS4a8lQL68gIKfd/WulBW9OLMDBk3b0aaXD63f54/7BRgQaeSPxikKmEV5J4IEhBozsosORJAd+W2ZBHl9i6JXl7AlGZea5sOuoHQ1Eo1X9KDXc6pFdTwBIHd2WgNptNaNiJODhBJLSnXh3qgnfLzYjTXSj39HPgFfv8EOPFqI5y8Nto/ok4O0EtBoV7h9iRPtGWqzZb8Nnc8zebjLtc1MCshcku8CFRjXVqBXGapubFhPVugYCPJuvAVpRErf6sqYfxdyfP8RL/34Gc2JLqmZH3Irv8cZLr+DXFftgcpQM43ZFETiT6cSbkwswZ7MV8jmOF271w7Pj/HgDqSjglEsCFUCgoWh1fnS4ARHBasxYb8FPS+iIVABmirwCgXlbrDDoVGgarUWQP3vQr4CLwR5EQO1BulLVSxAoOBuL2dNmI7PecLz01ocY27wooj0LG396F7Pio3DbUy/h3oFt4XeFIQgWhw5/7emMn8XNNle0vBRJ4lcZCcg32e4/4cB//yrAhoOi+zxKg5+fDsAtvfSQUyuWUQyjXZYAA0mgcgjIx176ttbhnkEGyPeITFlb+P4QB2furZwCYC44k+HEvngHQgNUaNvgCjdw8iIBDyNAJ8TDCuxi6qYd34kkewRqqDOxa8c2xJ0pUKKZT2zF8tNBaNk4DGdjd2N//FnYHJcfXpluCsLpnGD8tNSCHxablRcjKcJ8YJWV78JZ0YMhu72vxVybHVi+24ZnfszHrqMO9GyhxQcP+qNdA+21iGMaEiABNyFwez8DbuiqR2q2U7kuHj7t8M03qrtJefiSGtvi7LCL1q3wYBWa16YT4ktl7wu20gnxglLOOHEc2XYH9P5GaHMPYMncxTiaBaQkJKHAYoZV9G4YnFnYumwJdp0tdFDS09OxevUqLFq0sNSSnbQTw5scQpCfCtM3WPH2FBNOpTi9gNKlTZCD/n5cbMF/fsnHC78VKFPoStvzzZduJ7V0AAAQAElEQVR32EpKzMhz4ftFZrw/zYT0XKcyoPW1O/150ygJidsk4KEE9KId4akxfujdSofdx+z4cq4Z+ZayXx881GyqXcUEZI+bnFlRfrdrqEUwH8Wq4hKpuuy9NWc6IR5fsi6kiEpvuy790a9bV/Qcfh/qOw4g5vgJpGXkI6jtSIwe0APd+/dDh/B8bNmXrlhssViQn5cPh3BeSi4a2NCuxhl88rA/aoapsXKPDY9+lQc5ME5J6GUr2Xshn7eVz3pvOmTHjiN2xVbpTLw+0VQma3NNLvyw0IzfV1iUltKx3fV4ebyf8kIp+ThHmYQwEgmQgFsTCAtS4cXb/CCn790UY1MaHNxaYSrn8QROpzlxLNmh9LoNbq/zeHtoAAmcT4BOyPlEPHBf72eEWquDWq2CWmtErXB/2C1O+Bl0gMYAnUYFlToQ1av5w2IurFjXqlULN9x4I24cPbrU0rRpU6hULshWl7fu8Ve+5Uv2XptQAFlZN1sru/UPFfoXm2jHd6IHQ6MBXhKOw8TnA/HwMCOMemDJTiue+CYfMaccKLhIq6dLoJCPb/37p3xMWmtBgBHCeQvA/+7yh59eVaF6UzgJkEDlE6gbocY/bjAqLxedu9mKn5ZYIN8DVPmaMEdfIBCb6FAeEa4epEbXZlpfMJk2+hgBOiEeX+Aq1KkTjdRTx5FmssGSeQyxSQ6EhFVHdINoOOO34XCauFHmn8WxxHxE1ggus8Vt6mvw3v3+uLmXHqLDBB/PMuHPVZaLVsjLLNSNIlptwDcLLLDZXbhnoAE399QrTtfjIw347x3+kPavP2DDw1/k4at5ZuwUvSSSgzRBOiWbDtnwj2/zsfWwHa3raSCdtsEddDKYCwl4PgFacFECnZto8dBQ2VChwm/LzVgqGitsnHXwoqx48NoJyHMq7rQDmfkuDO/E+8q1k2RKdyZAJ8SdS6eMutVq0w217Ecxd+Jf+GvKfDiaDkOH+iEIbtIDN7UyY/HUiZg4eT4SDE0woFX1MkotjFY7XI3/3OKHR0cYlS7hX5da8M4UEzJznYURPHi9UTgRW2JtaFJLg6EddaL3Q6VYY9CpMFQ4E/+70x+PjzQqvRqT1liUGa9e/j0fL/9eOG7krckmyAGqQzvqIcd/yOfFOQMW+EcCXk1A/sZHdNHj/iEGyEcxf1xsxmZxLXF6/iXRq8vNk4yTumbmOXEowQF5XsnzTR7jQgLeRoBOiBeUqF9YIwwaOx7jbhqDm8bfj1sHt0OYQRimr442w+7CA3eMwehxt2L82P6oG6gXAVf3MepVGN9Hr7znws+gwvytVjz1YwFkK83VSXKf2BabC98tNEMlVOreXIuGNTRi6++PWg00q61RnK9v/xGAsT30SM91YdEOG+YJ++UsWClZLgxRnBU/tKij4RS8f+PjFgl4NQGjDnh4mAG39jHgRIoTn8wyIymDXohXF3olG5ch7jfycayGNdRoFq2u5NyZHQlUDgE3O7Mrx2ivy0WlhsE/CGHVq6N6WCj89X8Xq0oXgNAwebwagvz0UKmuzXrpiMiKuHzkKCJEjd1H7XjljwJsFT0JxY8oXZvkqkm16ZAdCalOVAtSY3hn/SUdCL220Bl5425/zPtfkPJ42n9u9lMevZr/ehA+eSRAcL1GqFVjOnMlARIoBwKyx/RfNxrRq6UOJ8468OqfBci7ihn1ykEFivBiAseSCseDdG+ug07Le4wXF7VPm/Z3bdWnMdD4shLo3UqLb54MQJ/WOpwULYAv/m5Segbk86tllVHV8eR4jqW7bJBT8A5oqyvzNLpRoWrc2E2PewcbcFNPPaKrq+E1t4aqLhTmTwIeSKBaoArP3mREx8Za7DpmxxsTC5QZ8jzQFKrsZgQ2xtih0wAdGmku2UjmZipTHRK4agLqq07BBD5PoHkdDd68xw8399IrFfmPZpjwzXwzUrKcHsHm4EkH9h63w6BX4X7hUHiE0lSSBEjALQk0idbgiVFGpVFixR4b5PuCUq7iWuiWRlGpKiVgs7uwNc6uTPPeIEqDa32CoUqNYOYkUAYCdELKAIlRLiQQHqxWBm3f0V8Pi7hg/rHSjOd/LcDGGBvki5UuTOEeR+QUw7KFKSndiRu66FAngj8B9ygZakECnkugk+gJefd+f6hFbXHOZhv+WGHho1meW5xVrvm2OIfSqCfHJUaKHvgqV8g7FaBVbkCANTA3KARPVSEkQIVnxvrh04cDEGhUY/cxO57+oQB/rLTAbHMps2m5m22pOS6s3GuDfJ77vsFGd1OP+pAACXggAY24k3ZoqIV8VNXPAExea8VqcZ3xxPFyHojf61SeudGqPILVVPSyhQXxoV+vK2AadI6AuHSe2+aGrxAoZzv7t9Xhr+cCMaa7HkY98NksE579sQDbRHdynkk4I+Wc3/WIW7ffhvgzDgxur0NkKC/u18OSaUmABEoT6NJUixdv9UOwaKB57S8TflpiRmaeq3Qk7pHAZQjIyQ3WH7QhLEgN+ejzZaIyiAQ8noDa4y2gAW5BoH6UGs/f7KcsXZppsU5cROVsMZ/ONmFrrN0tdJRz+v+1yqLMZiUH1hv1dELcomB8SAma6t0EZI+IbOCQ0/caRYPMD4vNylTgyZy+17sLvhyt2y4a70wWl3BCVGheW1OOkimKBNyPAJ0Q9ysTj9Uo2F+FUV31eOdef/z7Jj+YbYDsVpbOyIczTMjKd1WpbbNEF3dimhMt62rQtoEGavogVVoezJwEvJGAUTRujOupx2t3+olrjEq5Bv650oKcgqq9/nkj66uwyWOirtknbpxCW+mAhIeoxRY/JOC9BHiGe2/ZVollsiWwZpgaDwwxYOJzgejWTIe0HCfkTXjMmznihmyBHBzuquT7sZyW9/flFsgKQs+WWmUmmyoBxExJgAS8noC/QYURnfWY+HwAAowqyB7YuVusqOTLntdz9jYDZSPZ/hMOxayB7XTCiVU2uSIBDyZwedXphFyeD0Ovg0DdSDW+eiIAHzzgL3oetMpA9dcnmnDnR3mYtt6KI0kOxSG5jizKlFQ6PIu225BtcirOx5AO+jKlYyQSIAESuB4CTWtr8dQYI+T7RD6dZcbKPTY4PWMmc/Cv8gkcOOlQGu3k+dK9ubbyFWCOJFDJBOiEVDJwX8vOoAOGddIrs8a8cKsfBonWndOpTrw1uQDP/ZyvzKm/4aANcrxGRbE5m+XEou1WWEUv99COOtStpGl5K8oeyiUBEvAMArJneHgnHe4cYIBeXAvfnmLC1sPuMUbOMwj6jpZyRsl98XZk57twax8DZG+a71hPS32VgNpXDafdlUtAtuyMEM7IK7f74QvROyIHb55MceGPFRbI3pGnf8jH7E1WWISjUN6a7Tpqx+HTDuXFT3f2N5S3eMojARJwLwJupY18HOuOvgbImbPSsp2Qg9VPiYYYt1KSylQ5gVMpTmyJtUOvVeE24YRUuUJUgAQqgQCdkEqAzCwKCajF2RYRokb3Zlp88kgAFr4RhKHCMZEtP7J18PWJBRj/fi5+W24RzoirMNF1ruVg+HUHCluX7htsUB6LuE6RTE4CJEACV0UgNFCF9+/3R51wtfI+pYmrLZDj1K5KCCN7LQH5iN56cZ86IhrLhomesxrVPHXWFK8tIhpWQQREtbCCJFMsCVyGgHxMIbq6WhkvskA4I/cMNECOIUnJcuKz2SZ0+r9sPPdzATbF2JEijsmL9GXEXTJIti7J95VEi5v/jV05FuSSoBhAAiRQoQQC/VT46akABPmrsHC7FTuO2DlQvUKJe47wHJMLC8Q54WdQYXR33qc8p+So6fUSoBNyvQSL0vPr2glEhaohx4t882Sg8p4ROc1vbeE0LNlpxbM/50NO8Tt5rQV7j9thsl5dD8m8rVbFiRneUQeDnq1L115KTEkCJHC9BKKra/DIMCPkeyB+WmJBeg5HqV8vU29IP2ezFbIXpF8bHZrU4rtBvKFMaUPZCNAJKRsnxqoEAnLA+E099cobhz980B//uNGIWqK3RPZkfDrbjFf/KoAc2Ln5kF0ZZH4llY4lO7Bwm1WRIV9OqOO1/UrIPDGcOpOAxxBQiXaQ4Z11ytTlu4/ZIR0Rj1GeilYIgdRsJ35bbkZogAp9W2uV7wrJiEJJwA0J0Alxw0LxdZVCxMW4bQOt0mL457OByjS/3ZppEH/GiflbrPi/7/Nx10e5kK1H+eZL94z8b4JJmXWra1MtWtShB+Lr5xXtJwF3IBAZosYtvfWIFD3AU9dZPHi2LHeg6fk6/LXKKnrEXGhQQ4OeLXWQjqrnW0ULSKBsBOiElI0TY1UBAa3wG+TMMn1a6fDtPwIx7aUgjOyiR0SICvFnnfiv6Bm595M8zNhggXzJk3wfiFTTagd+XmqGnO6wUU0Nbu2jV14YJsO4kAAJkEBVEpCVzL6tdRjYVgeHE/hohgnJGWKjKpVi3lVCQPaGLd5hhbzXjeulR/Ug0VVWJZowU48i4EXK0gnxosL0dlNa1tXg/Qf8IceOPHmDEdI5OSmcEfmI1r9/yscc0UuyfLdN6dqetKbwwn7/YAPaiV4Vb2dD+0iABDyHgKx03j/EgIai9ftEihPT11uRb7l0r67nWEZNy0ogM88lGtCsypjFzo21GNZRV9akjEcCXkOATojXFKVPGKIY2aCGGg+KG/gbd/vhf3f5oX8bHY4lO/HuVBPkNL/fLjAjp8CJh4YZIZ+/VhJxRQIkQAJuREBOvvHfO/yUx2/kBBq7j9pR3JvrRmpSlQogIHvA1h+0Yc0+G6oHq/HfO/35csIK4EyR7k+AToj7lxE1vAQB+c6RG7rq8da9/ooz0q+1FvUjNRjeSQ/5+NbDwwzw44xYl6DHwyRwNQQYtyIIdBIt4PcNMuBsphNfzzfz3SEVAdkNZcqxjL8tsyC7wIXHRhhRL5JVMTcsJqpUCQR45lcCZGZRcQTk89VBfiqM7qbHxw8HYOJ/AvHBg/6Qg9ENOj5fW3HkKZkESOB6Ccjrlxyk3qWpFgdPOfD9IjNsjuuVyvTuTMAuyvfzuSbRe+/AoPY6DBbLZfVlIAl4MQE6IV5cuDSNBEiABEjAvQnUqKbGg0MNqBWmxm/LLZi/1YprfTmre1tK7SSB5butmLbOCvkC3bsGGFA9mI1lkgsX3yTgzk6Ib5YIrSYBEiABEvApAp1FT8j4fgbotcDPS8zYf1I0l/sUAd8w9sRZB35eaoFOlPMNXfRo10DjG4bTShK4BAE6IZcAw8Mk4LsEaDkJkEBlEjDqVLi9rx4dG2uRmO7ExFVmZORytqzKLIOKzivP5FJ6uo4mOVAnXIP7BhvAR4YrmjrluzsBOiHuXkLUjwRIgARIwOsJ+BtU+OSRANQIVWP5HhuW7bIq7xHxesN9wEA569muY3asO2CDVqOCnBUt0I+PYflA0dPEKxCgE3IFQAwmARIgARIggcogEOKvwrPj/KDXqvDnKgsOnLBXRrbMo4IJpIteLfkuojl+YAAAEABJREFUGPn9xCgj5EQEFZwlxV8lAUavGgJ0QqqGO3MlARIgARIggQsI9GypxY3ddDiT4cR700zK9wWReMCjCMzZbMWGGBs6NtJiVBe+lNCjCo/KVigBOiEVitcThFNHEiABEiABdyEgpxx/YIgRnRrrcPCkA29NMSHXxPEh7lI+V6vHkSQHfl1mRmiACnf1NyAqlNWuq2XI+N5LgL8G7y1bWkYCJODOBKgbCVyCQHR1Nf49zojqwWpsEi3ovyw1w0k/5BK03PewnGr5w+kmyEHpvVro0Lu1FmrWuty3wKhZpRPgz6HSkTNDEiABEiABErg8gRZ1NHjldj8Y9CrM2WzDgq1WyBfdXT4VQ8tCoDLiyMHoMzZasee4A7WEU3l7PwP8RFlWRt7MgwQ8hQCdEE8pKepJAiRAAiTgUwSGdNDhwSFGFFhcyvslZm60+JT9nmzs6XQnluy0wmxzYXxfA1rX13iyOdSdBMqDwAUy6IRcgIQHSIAESIAESMA9CNzRX487xXIm04kv5prx5qQCpOU43UM5anFRArLHas1+G/aJXpBmtTW4tY/+ovF4kAR8nQCdEF8/A2h/5RBgLiRAAiRwDQTkQPUnb/DD/UMMsIhWdTnV6+g3cvHS7wVIyaYzcg1IKzxJmiiX+VsKe0GeGu2HQKOqwvNkBiTgiQTUnqg0dSYBEiABEiCBshDwhjh6LfDkKCM+fjgATUXLutxfuM2KYa/k4rGv8rHugB3yHRRyHII32OvpNsiXEh485UD/Njp0aMTHsDy9PKl/xRGgE1JxbCmZBEiABEiABMqNwIC2Onz/zwC8dqc/7hpgQKOaamyMseHZn/LxzhQTdhzhyw3LDfY1CsrMc2HSWivklLyju+vh77u9INdIkMl8iQCdEF8qbdpKAiRAAiTg0QQiQtQY2E6HZ27yw7v3++PNu/1RN1KN5buteH1iAX5aYvZo+zxd+d+Xm3E0yYF2DbVKL4iaT2J5epFS/wokQCekIuBSJgmQAAmQAAlUIAH5SFbTaA3G9tTjy8cDMLyTHnJGpm8WmDFhFWfRqkD0lxS99bAdU9ZZEeyvwtCOOoQLh/GSkRlAAiQAOiE8CUiABLyGAA0hAV8jIFva5csN377XXxk3oteq8PV8M35YbEa+hW84rKzzITnDie8XmVFgdkE+Njeyix7sBKks+szHUwnQCfHUkqPeJEACJEACJFBEwKADHhpmxJM3GKHVAn+ssGDJDhvkW7uLolTkl0/LttqBpTttOHjSgToRajw11g86jU8jofEkUCYCdELKhImRSIAESIAESMC9CWjEHf3uAQY8NcZPUfSXZWZO46uQqNiV7AWZv80Kh9OFZ8f5ITKEfSAVS5zS/ybg2Vtqz1af2pMACZAACZAACRQT0IoW+FFddBjbQ4/TaU68OclUHMTvCiIwa5MVR0470LuVDj1bim6oCsqHYknA2wjQCfG2EvUhe2gqCZAACZDAhQT8DSoM76xH/SgN5DsrtsfZL4zEI+VC4FSqE5PWWBARqsad/Q0w6tkLUi5gKcQnCNAJ8YlippEkQAIkUG4EKMgDCLSorREt81rIR7QmrLbAZOUg9fIutjyTC+9NNcHucGFoBx1a19NwMHp5Q6Y8ryZAJ8Sri5fGkQAJkAAJ+CIBnRa4tbcBep0K++Id2HPM4YsYKtTm+Vutyssia4apMaa7HgEV/mLCCjWHwkmg0gnQCal05MyQBEiABEiABCqeQL1INfq30SE9x4llu2zsDSlH5PIxrLlbrHCKDqbR3fSQ72wpR/EURQI+QcBjnBCfKA0aSQIkQAIkQALlREClAv51owFqcafff9KOUynOcpLs22Kk47Fijw1HkhyIDFXj3kGFjH2bCq0ngasnIC5NV5+IKUiABHyGAA0lARLwYAJ1IzXo31aH+DNOxJ12KC33HmyOW6guZx1bs8+msHx5vB/kRABuoRiVIAEPI0AnxMMKjOqSAAmQAAn4AoHys3FEJx0sNhc2HbLDwgHq1wXW5QK2xtmVFxN2b6ZD39a665LHxCTgywTohPhy6dN2EiABEiABryfQvI4WcnzI1sN2mG1eb26FGuhwAn8st0CtAu7or4deW6HZUXhVEGCelUaATkiloWZGJEACJEACJFD5BKoFqtC2gRYpWU7sPc53hlxPCczbakH8WQe6NtOiWW3N9YhiWhLweQJ0Qnz+FCgFgDskQAIkQAJeRiDQqEKb+hrIaXvnb7N6mXWVZ05WngvfLrAg2F+Fwe11iAxhFary6DMnbyTAX5A3liptIgES8DACVJcEKo6AnB1LTiFbs5oam2LsyMp3VVxmXix59mYLzmQ60aimBj1baiFnH/Nic2kaCVQ4ATohFY6YGZAACZAACZBA1RKQFefa4WrkmlzYEstHss6VRhk3jp9xYOF2mzLd8Q3d2AtSRmyMRgKXJUAn5LJ4GEgCJEACJEACnk9AjguRjohG3PVX7eXo9Kst0RW7bTie7ED1IBXG9dCzF+RqATI+CZxHQO6Ky5H84uLJBHKT4/D7Ry/h3fc+xCcffYTPv/0Nm48XCJMysPTDF/DK2x8px2XYtJ3Z4jg/JEACJEACvkagQyMtDDoV9hy3I5uPZJW5+BPTnNhy2A45M9Z/bvGHTqsqc1pGJAESuDQBOiGXZuMxIXZ7AQw1OuLWB/6Jf/7r//DEQ3ehS31/oX++uNEY0eP2/1OOy7Cb2geL4/xULQHmTgIkQAKVT6BDIw0CjCoUmF3YF2+vfAU8MEfpeGw6ZFNmFevYWIshHbQeaAVVJgH3JEAnxD3L5aq0stpSkXryCJbO/hO//jkJm+OyAFmyuRlINqtwdN1v+PX3vzB/23HYnRyQeFVwGZkESMB7CPi4JREharSsq0G+xYU98Q4fp1E28+VLHmdtskLeOu8eYIBWoypbQsYiARK4IgFZVb1iJEZwbwIGQyhqNW6PAcPHYniTfKya9Qe2nrAB6mBEN6iFVl1GYmS3BkheNxVzYrMVY+x2O/Lz8y9YrFaRTonBFQmQAAmQgLcRGNJeB5voBDly2iF6ytkodaXyXb3XprwdvWtTLVrX11wpOsMvQYCHSeBiBOiEXIyKhx0Lje6CW24fiVYNaqDBgH9iSF0TEk6chD2gAW55/FEMaVMX9Tr0wcCOtRG3+7hiXVpaGiZNmojPPvu01LJ9+zYlnCsSIAESIAHvI9C7tU605gNynENiutP7DCxHi0yix+i7RWb46VUY0kHH94KUI1uKIgFJgE6IpFChS8ULzz5xELGn0mEvysrPqIfTYUfB2Ths3JeAwk53LQwGLRwOixKrevXqGD/+dvzf/z1VauncubMSzhUJkAAJkID3EQgPVqFFHS2ShAOSmFp4d/A+K8vHonlbrTh51qk8wta9uY4zYpUPVkohgXME6IScQ+G5Gzlph7BuzVak5NjgOLsde0+7EF6jJgyWJKyeNR87k/NhyUpAbHw6ajeuqxiq0+kQHBx8wWIwGJRwrkjA4wnQABIggYsS6NtaizyzC0eSnLDa+UjWxSBJJ23GBiu0WmBAOx2iq6svFo3HSIAEroMAf1XXAc9dktZq0QctA0/ipw9fw3+/mg9j59vQt3kIDLV74dFR1bHi23fx5oc/40RIV9zcqaa7qE09SIAESIAEqoBAn9Y6JdeDJx0oKOwcV/bLa+UNctbst+FkihPVAtQY3U3PXhBvKFTa4HYE6IS4XZFcvUKagCj0HvcE/vf2e3j37TdxV/9GMMrxc2odIruMx8tvvYN33n0L/7y1D6r7y4Crz4MpSIAESIAEvINAZIgKDWuoEZPgQJ6JPSHnl+rpdCdW7bHBZHXh8VFGyBc9gn8k4P4EPE5DOiEeV2RUmARIgARIgASunYC/QYU29bVIz3HiaBLHhZQk6XQCO4/YcUD0EjWI0uDGboW9RiXjcJsESKB8CNAJKR+OlFLVBJg/CZAACZBAmQj4CSekdT0NNGpAPnZUpkQ+Eikzz4UZG62wOVx4aJhBmRnLR0ynmSRQ6QTEJajS82SGJEACJEACXkKAZngeAel81IvUoHqwGhsO8t1QJUtw1T4b9h63Q86G1aultmQQt0mABMqZAJ2QcgZKcSRAAiRAAiTg7gRqhauVGZ/OZLpwOJGPZMnykm9H/3W5GbKn6IaueoQLJ00ed9OFapGAxxOgE+LxRUgDSIAESIAESODqCNQIVaFOhFqZ9WmNaP2/utTeF9sm/LDflluQmOqEfFStbQON9xlJi0jAzQio3UyfsqnDWCRAAiRAAiRAAtdMwKhXoVm0BgadCusP2uHrfwdP2jF9gxVy0P64ngbUDGP1yNfPCdpf8QT4K6t4xsyBBLyGAA0hARLwHgKt62tEpRs4leLAKdED4D2WXZ0lciremRutSM12oktTLQa110GtujoZjE0CJHD1BOiEXD0zpiABEiABEiCByiRQIXm1qqdBoJ8KZhuwL943e0NcLmDNPjtW7rFBK2pEjw43it6hCsFNoSRAAucRED+5845wlwRIgARIgARIwOsJGHUq9GqpgxyQvS/eAaeokHu90ecZeCTJgZ+WmGEVPtgr4/3BsSDnAfL5XQKoSAJ0QiqSLmWTAAmQAAmQgBsT6N9GB4cTOH7Ggcxc3/JC0nJc+GKuGfFnHRjZWYfhYnHjoqJqJOB1BOiEeF2Rlp9BlEQCJEACJODdBDo11iDQqMLZTCdOpTq829gS1p1KceKVP/Kx/qANXZvq8NAwI/wFhxJRuEkCJFDBBOiEVDBgiicBEiCBqyTA6CRQaQTkLFndmmuRnOnCCVExr7SMqygjiw3K+I8nvsnDxhg7IkPU+PdNRtSLVINj0auoUJitzxJQ+6zlNJwESIAESIAESAAD2upgtrpwNMkBOVOUtyLJM7nw1XwTnvohH8kZLrSsq8GXjwegWe3id4J4q+W0iwTckwCdEPcsF2pFAiRAAiRAApVCoFNjLQIMKhw65UBugfeOC/l9hQUTV1vRIEqDB4ca8NUTgYojUimQmQkJkMAFBM45IReE8AAJkAAJkAAJkIDXEwgNUKGp6A04fFo4IaK3wBsNPpzowJS1FgT7A0/cYMSjI4yIClV5o6m0iQQ8hgCdEI8pKirqpQRoFgmQAAlUKQG9DmjXUIPsfBdiRG9IlSpTQZlPWWdFtujlad9Qi+GddNBrKygjiiUBEigzATohZUbFiCRAAiRAAt5DgJYUE9BrVWhZRwOtBspg7eLj3vAtX0a47oANG8Tib1Dh4aFGqFXeYBltIAHPJ0AnxPPLkBaQAAmQAAmQwDUTUIlKee1wDWqHq7H1sA02L5qpNz3XiRkbrEjOdOKuAQa0aSA8rWsmxYTlQoBCSKCIAJ2QIhD8IgESIAESIAFfJRBVTYU6ERqkZruw77jdazAs22XDpkN2NKmlwZ39DV5jFw0hAW8gQCekckuRuZEACZAACZCA2xGQ78uoL9+VIXpFloqKu9speA0KxQbSTowAABAASURBVJ124NNZZjicLtw/2IDqQcK4a5DDJCRAAhVDgE5IxXClVBIgAbciQGVIgAQuR0A+ktW8jgZBfiqs3meDzcM7Q06lOvHwF/lwuFwY39eAge11kDZejgHDSIAEKpcAnZDK5c3cSIAESIAESMAtCbSup0GwvwqZuS7sP1FOXkgVWJqc4cT700zIyHWifxud0gsinasqUIVZkgAJXIYAnZDLwGEQCZAACZAACfgKgbqRGtSPUsPudGFbnGc6IbkmFyatsSj61wxT46kxfqhRjVUdXzmHaeffBDxhi79MTygl6kgCJEACJEACFUxApwF6tdTB7gD2xTtg9UA/5EiSA/O2WCFHf3z8UIDiVFUwNoonARK4RgJ0Qq4RHJO5MwHqRgIkQAIkcC0E+rXWKe/RkI80HU8W3si1CKmiNNJ5WrbThow8F+4ZaFBewFhFqjBbEiCBMhCgE1IGSIxCAiRAAiRQBgKM4vEE6kaq0aimBmeznIgTvQqeZJB8J8jinVbIx7CGd9Z5kurUlQR8kgCdEJ8sdhpNAiRAAiRAAhcnMKqrDnJsxaEEB0wW18UjueFR+RhWeo4L3ZtpFUfEDVWsMJUomAQ8kQCdEE8sNepMAiRAAiRAAhVEYHR3PbQaFWJOOpRHmyoom3IVm2dy4ddlFlQLUqF7Cy0CjXJUSLlmQWEkQALlTEBdzvKqQByzJAESIAESIAESKC8CwX4qtKyjQUyCHWnZzvISW6FyFm63Kr03DaM06NJEC74TpEJxUzgJlAsBOiHlgpFCSMAHCdBkEiABrySg1arQs6UWJguwJdb9p8iSvSALt9ugETWaHs21iAgRG15ZMjSKBLyLAH+p3lWetIYESIAESMDLCVS0eVpRM2jXUAv5gr/le2wVnd11y994yI74Mw4E+6swogsHpF83UAoggUoioK6kfJgNCZAACZAACZCAhxCoE65Gk1oaHDntQPxZ930kK9/swsYYG7LzXbihqx51IzQeQphqeiABqlzOBOiElDNQiiMBEiABEiABTydQK0yNFnU1cAj/Y8oai9uac0I4SHuPOyDn8HpoqIFjQdy2pKgYCVxIgE7IhUx45GIEeIwESIAESMBnCOi0QJv6GoQGqLBguxUmq6zmu5f58uWEW2JtOJbswMjOeoRzLIh7FRC1IYErEKATcgVADCYBEiCBqiTAvEmgqgi0baBVKvY5BS7sPOJ+A9QLLC4s221Txq6M66WvKkzMlwRI4BoJ0Am5RnBMRgIkQAIkQALeTCC6uhqt62ngEp0gy3ZV/AD1UylO/LHSgs/nmrFyjw1Z+SLjywBef9COw4kOdGqiReOa5V6duUzODCIBEigPAvzVlgdFyiABEiABEiABLyMgp7zt21qnWBUrKvtnMp3KdnmvrHYXPp1two1v5OCTmSb8stSMZ37Kx32f5GHr4Yv3wBxJcuD1iQXwN6gwsrMO1YNZnSnvcqE8EqhoAhf/1VZ0rpRPAiRAAiRAAiTg9gR6tNAqjzulZDlx8KSjXPWVPSyn05148bcC/LbMouTTvpEWQzvq0CBKg8Q0J576Ph83vZWLW9/Nxc3v5KL/C9lo/USWcsxic6F/Gx36FDlK5aochZEACVQ4AXWF58AMSIAEykyAEUmABEjAnQjId4WM7alHZp4Le+PtkBX/8tIvPdeJr+ebsXqvDTXC1Hj+Fj988VgAPnk4QHz74/7BBtSvoUae2aXkL6fhDfZXo31DLTo30eLO/gY8MtygOC/lpRPlkAAJVB4BOiGVx5o5kQAJkAAJuCcBanUZAnf200OtVkFOhZuS5bpMzLIHOZ3A5LVWZexH3UgN3rrHX3nPR7VAlSKkvugJeXSEAe/c64+PHvp7ef8Bf7wljr0p4j8z1ogGNfheEAUYVyTggQTohHhgoVFlEiABEiABEqgsAtHhGnRqrMHBUw4kpJbPI1lr9tvw61Iz9Frg+ZuN6NZMCzkGpaRNBp0KjWpqlJ6PDo20kEvLuho0iFKjboQaMrxkfG57IgHq7MsE6IT4cunTdhIgARIgARK4AgHRCYLB7fXKo1gbDtqVFxheIcllg0+lOvHqnwXQalR4YIgRXZvp+JLByxJjIAl4JwE6IVVYrsyaBEiABEiABDyBQLsGGkSFqiF7MEyWa38kK9fkUsaB5Ba40LWpFqO66pTeEE9gQB1JgATKlwCdkPLlSWkkQALuT4AakgAJXCUBOXBcPg4lezE2Hbr4tLllEbkxxo7Nh2wI8FPh0ZFG1KjGakhZuDEOCXgjAf76vbFUaRMJkAAJkAAJlCOB0AAV2jfUwKhX4buF5muSnJLlxKLtVmTluzC+jx5t63NQ+TWBZCIS8BICdEK8pCBpBgmQAAmQAAlUFAGVCsq0uHJA+JEkhzKt7tXk5XQBm2Pt2BhjQ4s6GvzjRj+OA7kagIxLAtdDwE3T0glx04KhWiRAAiRAAiTgTgQa19Kgdyst5ED1yWstyDcLz6KMCialO/HzEosyo9VDw4wcB1JGboxGAt5MgE6IN5cubZMEuJAACZAACZQDATmF7i29DQjyVyE20YGyjg2xO4DvF5lxMsWBQe116N5cWw7aUAQJkICnE6AT4uklSP1JgARIwC0JUClvJFAnXI2xPfTIzHMp4zvScpxXNPPPVRYs3G5FrepqjOqiR7Cf6oppGIEESMD7CdAJ8f4ypoUkQAIkQAIkUC4E5NiQJ0YaId9svu6ADSv22GC/hB/icgH74u2YKJwQ6XaM7q5Hl6ZajgVBBf9RPAl4CAE6IR5SUFSTBEiABEiABNyBQKDoyXjldj/4G1T4abEFGw7aYLvIrL0JqU58Nd+ClGwnerXS4cEhRshHutzBBupAAiRQ9QS8zQmpeqLUgARIgARIgAS8nEDvljrc3s+APLML704xYfqG0gPVE9Oc+GKuCTuP2NCxkRYv3OIHo97LodA8EiCBqyJAJ+SqcDEyCZDAxQnwKAmQgC8RCDCqcGd/A27oqlN6Or6aZ8bTP+bj1+VmzN5kVbblo1rN62jw0ng/1A5ndcOXzg/aSgJlIcCrQlkoMQ4JkAAJkAAJuCOBKtRJjgv5j+jheO0uf1hsLmyNtePTWWb8968CxCU60KimRukBaV6bLyWswmJi1iTgtgTohLht0VAxEiABEiABEnBvAgadCuN66DHtpSA8OMyIPq10aFNfozyq9e0/AtCuoda9DaB2JHCNBJjs+gnQCbl+hu4jwZGBXcsXYv3BlNI6Oa1IjtuG1duPwmS7xDQmpVNwjwRIgARIgATKTEC+yPDpMUZ8+XgAvngsAC+P90ONaqxilBkgI5KADxLgFcKLCv3srlWYvWgxNh9OK2WVOfc01s+bgRU7j8MsusxLBV7TDhORAAmQAAmQwIUEdKLjIzKUVYsLyfAICZDA+QR4pTifiKfuZx7Ckk1ZqFVfzsZe2oiULQtwID8EwcbSx7lHAiTgYQSoLgmQAAmQAAl4CQE6IV5QkC57Pvbt3A99y57o7C+aoUrYZEpaiYUH/dC7Tzv4lzhus9mQk5NzwWK2WGC1Wi84frG4PHYhPzIhE54DPAd4DnjfOcAydZ8yzc/PL1Gb4aYnE6AT4smlV6R7TtIhxJ7VomP7+qVfBJV/Gstn70LEoBvRPLT07CTp6WlYuWIFFsyfX2qJPx6P06cTSx0rjjN3zmzMmjnjomHFcaruex6mT5uG+fPmual+8zF71kzBb6Zb6jdj+jTMmzvHrXSbNdN9ecnzfPasWZgze7ZbMZN6yWXO7FmYOWO6W+om9Zsxfbr4rc51W/0Kz70ZbqmfvM7NneNuv9UZbnxtm+521zb5G1gwf57CzN3KckFRnUBeQ+TvtHjfnb4XLliA5OTkohoQvzyZQBmcEE82zxd0t+Dg9m3wa9AR9auX7Ouw4OjmlYiPGI6hratfACI0tBo6deqErt26lVrGjB2Dm8aNK3WsOE54eARsdvtF0xXHqarv9u07YP/+fWjRssVFda8qvUrmazAaodVq3VK/+Ph41K5Tx610c8EFtUbtVjoVl2fnLl2g0+vg5+/nlvqFhITCZDK5pW6SYULCKTRp2tRt9dNoNHA4HG6pX1LSadSqVcutdHM6nYAKbqWTPM+6duuKrOws1KlT1+106yjuv2aLGTVq1HA73bqKekFQUDCyc7LdUresrCzRWHoa/PN8AnRCPL0MU1ZixbpDWDXjS7z6n2cxYZ8Vp9f9hZ9/mYD5++JwfNNveOuFF/DFX0twdPdCvPPZXKQJm42iQly3Xj00bty41NKkSVPI5fzjcl9eLENCQtCwUaNSaWRYVS8NGjaEy+VCvXr13U63YjbVq4ejWli1sut3XtkUy6mIb+kcRUdHu5Vu0lEOCwtzK52K2TcSvwGpW7go0+Jj7vQdGRkJWYlwJ51K6qLT6VC3bl23LFuppyzbkNBQt9TPYDCipnBCpJ7uskint1o1d7y2NUGAvz9qudm1TZZbw4aNxG80CDVq1nTL8ywiIgIBAQFuqZvUC/zzCgJqr7DCl42IHInXvvgKn336KT76+BPc3VaP6L734OGHHsIz/34bX3wuj3+Ap+4ZjsYdRuGVZ8Yg3Jd50XYSIAESuAIBBpMACZAACVQ8ATohFc+4UnOIaNkbHRtWOy9PNYIi6qFti7owaFXnhXGXBEiABEiABEiABKqcABXwMQJ0QryswOv0uBmD29c8zyo1qtVpiX7dmsNfzyI/Dw53SYAESMCDCLg8SFeqSgIkQAKXJsAa6aXZVG6IB+SmVquhVrlvT0qzZs3cmqLRaIBGrXFLHevVq+d2emk17n15CggIhHwO3u3AeYBC0bVre4CW7qliaLXze7rdU0930cpgMLiLKhfoERUZBaPReMFxdzkgx9O4iy7UwzsJuPdd3juZe6xV7dq3xy233gY5qNTdjPDz88OT//gnqlev7m6qndOnT5++GD5ixLl9d9hwWE3IysnDvfc/oExI4A46Fetw4+gxuOGGG4t3K+z7WgRrNBr06dMH7Tt0uJbkFZ6mR8+euOfeeys8n2vN4L777keNGuf32F6rtPJPN+qGG3DLLbeWv+DrkGg35SIjpwCPPvoYWrZseR2Syj/pzbfcgjFjxpa/4HKQeP8DD4prW5NykFS+IvR6PQYPGeJWuplyMpBvdSqG9hbXt7vuvkfZdrfVXXffjc6dO7ubWtTnGgjQCbkGaF6TJO8M9u2KRcb1GuSyIil2N7Zt3YKtO/biZIa5UKLTivTEOOzaJo5v3Y4jCRmwXvJJAhOO79qGQ/FnYCkVx4a0k7HYvjXmGvV0wZKbisP7dmDrli3YtTcWafmOQv1cNqQcKdJ7516cKta7MLT0uiAVMXu3Y9eJ3NLHxV5uwn5s338UWQVFcsWxq/247BaknIjBDsFqy7btiEvMQaE0F/KSD2OnOL512w7EnkqD3VkK0CWzsuVnI+5wHHIKbJeMkx63Db9MXow8k710HEs6Dgt7twllwKiRAAAQAElEQVRm2/ceRrqpUIbdnIP4Q7uUst62az/O5JyXrrQU2AvSELdvp8J+m2CcmFUo57xoV7XrsBXgVOyeQh2270HCOZkOZJ86hO2S1fadOHI6A7bC++lF5NuQfjoOuw8mwOb6m2euOLb98NmLxL+aQw7kJBxSynLr1h2IFed9YZGJczH7LGL3bFd47Dp4DFnmv/O+bA7ZJ7FlSyyyLxvpyoEuRwFOHiwqv537kZR3IaD043tw8NhpmApPwAuEuuzi9354B/YePQOro7T+BUmHsHXrNojT94J0ZTngNGXg6P6dwtYt2L7nEM5mm1EqB2cBEmL2YGucnOPvEhJzEgX7rYg5XVA6gkP83o/txc7YRJhtpaSWjneFPZc1Fwlx+yB/G9t27sHJlHyUoiiuhyknYrEjpuxTiJoyknHg8EnYz+NZUpXT2xfgs8kbSx5Stl2ms4jZvQ1bt2zFjv3HkVtKGRnFgeSYnTh04iwscveiiwumrCTEFJ2b23cfxNncy/+2LyrmvIO2/EwcPbBL6LYFO3YdOF8m4DDjTPxB7DmaWrqcz5Mjd63px7Fn+1ZsEefX7ph45FovcYLKyJddXLDmpp27J+zcewipxfeEonSOgkwc2b8H8Ze7J4i4lpQjim1btmyB/K0fOJYMa+GPXYRex8dlQULxdXbHPvF7urAssuL3YH/cKeRfGFSYscuBzJP7IXU7t2zbjRNnskufr4WxlfWW6V9idWyesn3xlbiGSXZ7C++n23fHintD0W/JkoI9gsO5vLbsR6rjgpPxArG2zGPYe+CIuBZeEHRVB1zWPCQe2YfCeoiwMyWvyE4zTu7eUopDXPpViWbkCiRAJ6QC4bq96PTDWDBrFU5el6J2JG2dh1nL9yLTZEHW0W2YPWsdzricyEw6gBUrtyI5xwprfiI2LFmEQ4m5l8gtB1tmT8CMpZtxJrvEVdWcih2r5mHShGVIuETKyx12FGRh9+rF2Hr4jLjB23Fq5zIs23gAMouMfYswc+kuobcNOSd3Y84cqfclpGUex/J50zBhykakFV1zC2PasG/pBExbvBGnz1WGC0PKvnYh/dgmLFm9Hal5NjgyDom8FiA22Qp78l7MmLECx4TCtqwEbFy6FPtSzWUSbcpMwto163A2q2zxzwl1ZGD7oplYujsZBaKn5PjO1Zi19jDglPxWYM3O4+K4Hblxq7Bo6RakWs+lPG8jB9sXzMCmg8mw2KzISdqDhTPmIza9RPmel6Isu4nbFmDF5kPItdiRFbcOs2avwWlRu8qN34HZC9fjTJ4d5vRTWLt0JeIy8y8hUtyY9q/DjAlTsCHh78pMysG1mLYm7hJpynY4//hmTJq+AqdyhB5px7Fy/hLszbTBbsrGrrVLsPtYCuyiIh+/bSFWbjuCgrKITd6FiRNX4UxZ4l4yjg3H18zA0s2HkWs2IeXAKqHnptLnc34s5k2chCWbDyDnEv6i05qPg6unY6LgfibPWiK3fMSsFr/VyZOx91r8OGsG9qxdjOX7EuEQDkPyoY1Yum6/0PXvikzOyX2YP2MiJq09USLf8zZT9mP61ImYs3gXskr8Vm3mTGxZMAHTV+1DnsVxXqIy7jpMiN+zBsu2HEKBzYHcxN1YtnQdEjP/PqdNaaewZt4kTFh+oIxCgZzEGCxes0P8Tq5SL/tZrJs+CRtj02A2Z+PgugWYuiGxdL7JWzBt4lSs2hZ3yXPNZj6LDYsWYe/xDNjFbzXjxBYsWbwWCTlXqU+JnJ02E2I2LMKG/adgsdtxdt9yLFy1E2klzqv89HismjkBszYcQ4m2gBJSCjfNgvPM6TOxNT4Tppw0xGxaihmLd+NSv+7CVMlYM3EOjuYV7hWvHeJ3uGfN3/eEhJ3LsWzDfmQVF6FonEo6vBEzJk7D1oSc4mQX/c4/uhGT5u1GnrjfWfJSsWfNAsxccxQlTLxoussftCNh3VQsWHcIOWYz0g6tx5RpG5Ba4lxGfhwWTJqERet2I7PkT7CkYHG9Tty1ChtjToqGPZFYAhaL2CoZ66q2nbY87F65AFsPJcFqy0fCljlYtPYgcqXQzEOYOXUtTucXwKQsFhQjvVwmiZtnYPKcpYhJzL6iI3pJOcKZPblvLZZtikG++G3nJ+3B8iXi/M2wiSSZ2D53BvYnFRTpVSAaT8Rhn/64j/F0QtynLKpUE6dosd624Dd88PYbeOuDz7D8YGH/SPzqP/D1gm2Y/9OHeOftDzFBVNBKty6fwZYVOxDc/VYM6tsXg0Z1R3DiXhxKseHM4ViYw5uhV78+6NVnKBroz+D4qZRLXqD1ei2c2Rk4dia1qBdA3JyTTuNUbgEC1NpCPtZM7Fo+EZ+88ybefv8TLNiapFzosnZMxVsTl2L2159g+hpRySiMjbzsUzic7ESH7v3Rs2cv9BnYAdZTcUjLzcDOVVuhbXuT0Ls3BvZpA5dwRA5dpoEVwbUQnb0cW+JKXPWzt2LbYSOCg4syFG2NBxb+gg/feQPvfPgNVh/NhSX/JGb9/if2nCq8G1qOLsSvfy5BYrFvIG4MJw7shya6A/r1642eg29FS/9EHE04g/h92xEf3A2jB/ZCr4HdUVtzBruOFicszvPK32mrvsRvK44VRTyBGe+/gyVHi3bP/zoTi5W77Ohx63D07dMPo7o3Qsqho0ix5+PAoROo06Yf+vbuhX6jO8Actxuiof98CYX7GbuwNcaEFgOGok/vPhgw7BY0de3ErgMJgCsbBxb9hXffegMffP4zthxOUcp875S38NOMefjxo7fw5rtfYfFxU6Gsc+t00Roai4h2g9Ff6DBw3FBUO70Fx87m49j+vcit1Q/D+oly7t0ZUUjB4dOFzM8lP2/D4EjBoj/mIMF1XoDctWVh3/Ipyrn2zkffYPneM3Ck7sFPX07GoaJ6cfahtfhu8hpR6jKBXAoQu307UusMxagBQo+hA9DCmIxdx+woyI3H0WQV2vYYhJ69+qBP+wgkHT6EjPNNlGIus9izTmD5pG/w9puC3de/Ykd8YUXp0OyP8MPctZj6zft4+51PMXP3+SfzKWxauR+1eoxFf1Guw8Z0hWbvOsRnFWdmxY4Zf+KkIRJ+xYcu9R0YiICs49hZdE4r0VLiRKVNjahQZU+UsRlHhLPy4btv4O33PsfcDYegdBamrsWPn/yFCRM/w89LY2AuqqmY0xKx57gFXQfK32pv9O3aDua0E8g3WQsFmlKwc3scrPoi+IVHL74OrQf/1I04mGA7F25K3Y0jyXr4+xcectiysXHGd3hfXPPe/fgnbBOOU96ZY5g2aSqOnC08b1KOLseU6ashTi8lkb0gF4djTyO6TXf0Fudf775DUN1xCmfSCssADgtOHNiFxFwHtHolyVWvMg4vw0xxzS0ulm1TPsTsLeI3czFJp3Zi4V4jeo4dgj59B2FMl0jslxXq4riuNCyfsgS20BrFRy76bT2zA3HpfujQX5yb8rc6ZAxCcgSvE6lK/ORtE/GlLEf5O4g5A9nYH7PkB/wxYRJ++vhtvPXOx1h4oIiBkgKwmpIQcywLzToPQO9evdD/xj7QiF7j5GLDXA6c3LUB8XlaGHRFiS72Ja4VezduRErN0bhz9GD0GzgUN43tBue+JVh9TCZwID1uM379/D289eZ7+GP+ViTGbsRPn32H+ZtX4c8ffsSW43+7K/k5CYhNsqFdN3me9ULfwR1hOxUr7glSltBb9ILs2rEDZm0ANIWHLr82RqNDj57o3X8wbhrRCkkrJ2LticIkWcc24rdP38Zbb7+LPxdtQ7ql8Lg5aQt++Uxc4955Dz8vO1h48Nw6EWtF+Uf2uAkD+vTF0NHdoI/ZiKOZxRFs2DNvCo4Zo+BffOiS3zqE122Gzj16oLtcunVEgxohULsysGPad8r19+NvJuHg6exCB0D0wJzcvRBfvf8m3nzvO6xNLFK4SL7VGodDx81o3Xs4evcegOFj2sIUuw+pBSJCTjZyg5uiz4D+6KcsHVHjSuP6XCewbUcBGjSojtMnT8LkFHJcdsRvW4wpk/7C91+/jzfffBeTV8XC7AKyd8/CO5OWYt63H2Pysl0oPuMc5jzxuzyFGq27oXefXujdbxginKeQlCpjZCLLFIa2fYr16o9WESIfftyCAJ0QtyiGKlZC/OhPHVqH/Tl1cd8zr+A/t9bDftESfiDDJXowsnBs7VqEDnkc/xjfExkbl2OvqahSoKhdG+NefR/3dgmAVq2CymJFnjoUwaEGtBh0J+4b3h46Sx7STu3D0Rw/RNeqCZ2S7sKVOiAAUVF+SDyeApsdgLMAJ08egX+EqFD4yTu6HYlx27ErqRru/tdL+Pd9XXB6wyzsSbDCIVq3UnduhLrHeAzv0RIBIrn8hNRsh/seux9t6gRCpVLBCXEzUvvBoA/DkGfexcO9A2HJScfxg4eRU6052lzu4qSqjV7dAxG3Z59yQYSoNh9Zugw5jXuiUSCUv7ytkzH3aChue/plPD44GmsmzUaiOgxh2iycShZ2iUt94p7tMAXVRHjxeESVGp1v/j/cNbQt/DUqoacaZgHAzz8YTYY9gjfu6wgU5ODs0ZM4mReKtk0kCyW7Mq/s+enIyi8uNxty0lKRW7x7vpTonnjxrSfRJUAPUaSwWkxQBfkjWB+C0Q8/g/4tgoQ6WTi6ajcsNZqjdvj5Aor2Q2ujuiYbJ+NOIqvADIfgPuCRd3Bn39o4tGIu5idG4tEXX8U9A2tj+/qNSBJNeuass0hLU2Pko//GA32rYcUX32FPvqtIoPyqjjFPv4YbO0ZAI5RTq3JQYA9GkH8A2o9+FP8a0wj2/GwknzyOZHMgmtbwl4kuuUT2uAF9tFswd9Fx2OUNsDimy4qjO1Zj1TEdbvnni/jn+NY4vGwmtmb6oab9EDYKJw2ufBw/Hg9ttVowFKcT1YJO45/Bf29tBoNGlqVFtJgbEBasQnBkB9zz2N1oUs2BvMxExOw9ieA6jRDudy7xlTfs2di3ZT0SgnvhuVdfw11dDdiyei0SxGltyU3HiX1xaHrTP/HY8AbYO30Wip2lQsGNcM+7H+GGVn6CnRoqUSY52ggEKj8WJ3IPLMDM091wY/9oqAsTXHqtDUeTuv44tPuo0ggA0Xp8LEZUFBq2RhttYbKMgxuxOMaJ25/9H566ZwDS9q3DIeGxuuwFSDp7BJpaw3Bzn6YwFMU31mqLB598EJ1qhojfAERvkRNanR5y/I24GCAp/gBOO2ugQ+0oXPFP3RAtGgPxccdQ+OSVHXEbtkLdoA1qGgtTp62fiN3mpnjg2ZfxYGdg6nfTkONvQKA5HYcyspVI2YePwhxYDYFFp5E2KBIj7n0cwzvUg5ztXFbGHS4V9HqDEr8g6wj2HilAy+at4K9WDl31yiGulzl5pqJHSYCC7HTkFvztTJUS2HAkPvzkCbTy00H8HGA25UFbPVSchSKWqOSf3bgYqwOHYVy7IqPF4Yt9NGHRMJhSkXAqNZM2eQAAEABJREFUCbkmC1R+1TH24ecwsG0U8nZMwQfzCjD4yRfxxA3NsW/Rcpy0OmBJT0aqLVT8Vp/FI0MjsWvGT9iW4jwn3hjcCHc8+Q/0aBIidFNBhVxxrgRCIFbiWNI3YPNRFdq2bwGjSjl08ZXo0T2crEHLHrURZNRCrdHCP7wFWteyIeZwAsxnDmPx8p2oM+IhvPL8g6h2ei22pobj3qfvQBNUw/D7HkX3hspJrsgPjmqDex97EO3qBkLeE1zIh0vtD4NOBtuRvGUGUgM6okWDEHmgzItao0NArc7oWTcPu/cdgTVxD2Ys3Iv6N/0LLz59H0KTt2Hr/hOwWw/hr2/mI6L/E3jp8TEw7J6Bn3fk4e+/+rj7o69xc1t/aNRqwGRGjvi9Ff9O8w4tw9yENhg3pC5Ufycq+5bLjF0z/8S8nHZ44oUXMKaNBktW7kaBaF10iLxMzmoY+48X8VB3FVb8PAGHTX9ff40BnfDAvx9Hx9p6SHbIK4BFHwI59j8zPQMqHMCv/3sJL//vPczYcrzot3cp1Vyw7VmLfYHd0b9bQxSkJCAnzwbZJWY1ncHxVB0GjH8KLz7UH2lb5mL9gXQ4zLlI3bEeti63YVTftggqEq0JCMewu5/AyE4NoBNQXOI3aReLMilBahrO2Aqw5MdX8fLLr+Or+Xth+fs0LZLAr6oiIM7wqsqa+boNAZUWtZsPwpCuNXHm6AHE5lYTN7EcZGaYFRVDe41Hn/rBCK1ZExGBNpxOvfgv2Jafhm0bYhDQrSc6Fd6TgczjWLFoNuYu2wJH9eaoFaZRZF5s5XAaEBlVA6akOKQIR8eal4kTJ/JQr340/LQyhRY1GvfAiL4Ncfb4QcSdCYBGV4CcrMIKg7rZKIzpJG5UolYjrkMyQanFmn4cO1YfQVSHjqgRUBhkLjiC5TNnYdmeNDRs3QiGv6+3hRFKrvOz4D9wNKol7UKsfAYpNwbLdqvRoVtLKPcvEdev3c24b0Qz5Bw9iNMWFQwFSThdYECtBjWQmnga+XlJ2BVrR6NWTWEU8S/4iNbZYxsm4KSxO9o2CS0KzsXORdMxb9V2uCLqIMqoLzpe0V8umNKPYtOhDHTs1qlIXzvOHt6BhbNnYGWsGQ1aNkHAxWBL1dSNMfruYXAeW4EposV0zvL1OHg0GeacJByOz0D1WkYkHNiHZNEyqhGtj2mmAqjUGkS37Y7aIQGo02sweoYex6FDBVLaBYs99ww2z9gITY/haBFeHJyEddNnYMGa/dAKVqHFNZ7i4PO/1ZEYefdoqGPmYOOxbDiKwl3mPJwWrcBNu3dGdIgeIbW6oE/LAJwQ3Vct20chfucO5Inz83SmFs2bhRWlKv3lsplxYvsenAlpjr4NdUWBuYjdsgqzZi3A/qwwNGpUA+qikDJ9aYLRqscI9GuixaF9e0VvWiAEUHFeFXqUtXqORodagYhoVB9h6gycTr+YVBcsWaexesUh1B49Ai30gC37GJZsSsXgu29AlOpiac47Jiqh1Zs0Q0jidmxNd8CRl4xDJ3PRunX9cxFDm3bHraM6ISt2N+KTsqG3WXFGlLH8iQWHtUbP/i1RzV8rKi7nkpzbsOcmYv/BWEQ2aY3gQB0cBcnYv+s46rTrgPDAMhATDQuhnbvBnnAIp3Pt4jq0XVR4A9CiVUNoinIJ63YnbuwciTNxB5GqC4RfdjzOIAx1RIPFyZg0URfKUXrS6tRrcPFz3JqOw9uWwhrRCfVqiQuKI0NU0JdC03ogmkRpi3KppC/RkJSTtAerDqtw48ju0IvGjoKUg1h+SI3bxnVD8eX4UtoYA1tj+Ii2OLtjASZOmIL5a7bgyKk0WJ2Z2LbzOEIbNYMlPgan8h0IspzB/lRRisYgNGzaCtHBfqjRZRy6RuYiQTQgXSwPW+YpbJq7E6GdeqBOsIhhOouVU9YirNcINA0tLhFx/GIfuzi/HC6lovt3sBEBAWpkp6eIRosE2MNaoEOdCKj9ItBjWH9EynO6+Mf8d6ILtuQ9YfvKw4js0Ak1xE+pIGkDFu7So0e/Tggsy+/gAol6GEXedotgcToeuQiGMfUoDsQlCt20QtdM5OzegmOhvdG7Qzh01Vti1PCu0IsGhAtEiTK05pzB+tWHEDV8KNqIQrTlnsKqrcnocdMw1CyTfnZkJB3H/t27sVssBw+fQG7qMew+bkWDxgacOHgI2VYt7KmnkepwQOMfguYdu6NOkB7RA25Bx4B4HI8vrAeU1s+JgrNxWLDkOBr37opocbr71++Iob1H4v7nXsHjYzsiYdUS7Mm0lU5Wcs+RiXVbTqBety5oEhGFYPNZHErLLYoRIO4tzRAd4Qd9re7o1zIYKcmJKJChTUfi5i51ESwc0osisGYgdusimKt3Qv1oUaiBjTBg+ADc8dB/8NxDI2A8OBuT9+VLSVzcgIDaDXSgClVNQLSYpR7fjnXbDuBseg5y8/JhcbjgEBclRTW1uMIoG3IlHBDxkVslF6e1ADEbluGIszZGidbNc2HhzTHmtnvxwL13orH1ILYdTERhdelcjHMbLpcLflH10cSQhrWxWcgXN9EUVyTqhhlFy4XIVOiZkbAX6zftQXJattAzF1bReuN0Ft1tRAX2nLDzNuypMVg4fQ6yGgxD77a1UGyRX2ArjH3wIdx/e1dkb1gkWvLOS1hy126DNbAd2ta14WhsPE7t3Y3T0f3RsabgVXSdzjmyDktW7xQVa6lfARxOC6x2HaJqNYQ6JxXpsVtwwNUGrer7lZRcuO3IxsH1CzHnUASGjOqHGuKmUxgQgl7jHxYMx6Ge+RBWHcwoPFzBa7tojdq0bD2sUR3Rp1m1otx0iG7TG+Pvewj3CmZnNy9BXKq9KOzCr5AGPXDrnffipiHdUTcgC6tnT8PWQykwO9Twgwk52dnIcxrRqlMn1A4pYqIquiypqiEyXIUCcxHcEuKduUnYunwhYoJ6Y9ygZjCeC6uL4Q89hAfuGYnwnBhsO5Z5LuSSG9F9MahrOGI2bcTp7MKz0+EQN1mnCyFGIzQyoVoNXZAB9gIrItp1RkTCNuw5mYZcbTDqhQbjYn8pMaux/ogJXft2RZhOkSKihaDtgBtx34MP4sZe/jiwdhNSlDurCCrLx5GPE/s3YsO+48jKzkFefgEsopLmdIrfh0yvKs5H7ojfRdFhuVe82HJSsHXFcpyJ6IbxfWqLLod8HN6+H6b6XdCnThH74siX+ha/OWdoQ/RrZsX6lbE4m5KINFc4momaUbZyf3ch+/RBrFq7BWcys5GTK34jVivsrkKFVEKubLkXXxd+rElYP38uTutboUfbBjCq7TixeQ6S/dujXaOIwvK4MFXpI3YrjBEtUNOQgROJZ3BClG12/T5oXM0Em60waurBFViz9QBSBMfcPDOc4spks/mjQYMGsCcdwZm0bUjIr40G9UIKE5Rc29KwbeF0bExrgH59O6CazoGkHfOxydQefTvWha5k3ArfdiEv9ShWrdiHsA6D0K+OCi5LDg7uOgRj8w5oXa34ancZRdQ61G4zAOPvugs39muPcFcili9cjNikFOTkq1At2Kn8VnPy9GjWqxdah8jzRJSiSiyK2ECEh+phs5qVvZIrR8ZRrJg7Fwm1R2Jwl3rQw4zjGxbgYMiN6NcmomTUi29r1FCL7MTlt0S4DRaLCwbx+7TY8uBQ6UQcqYsaEQ26ok+3ZgjUloh+kU1H2iEsmjEHGfWHo0+7aOhMiVg1ey/Ch41G87CLJCjTITts4men1qphFiy0WpVoIMhFTo4JQbVaoUPzaFhyc6HyDxTXv0KBYe1G4N4B9Qp3Sqzt+ZnYtXoZEoPa4LZ+wrlXxiPtR3ZEa/SsbywR83KbTtjMBYVlJ6+1+Sbh0BegQGVAkCtHOZ6vrY7uPdsjTKspFKQSsJWtcISEuGC2FF4TlUNFK1NyLBbPXQln59vQv6gMDTXbYsSQTqgREoz67VqjcWgeDp5wFqW48Msirg87E8zIP7Yas5auw6mkk9i6K/FcRLWqeFOFwNBgOG1WCLSAukjP4uCS3/Z07Fg8A+vP1kP//p0QJn+IftHoNXQQmtYIRXiTzujW0B+HD5womYrbVUig+GyrQhWYdaURSN6B77+agv1F1xS73QWXVg+D0470xFMwRLdFvwF90bN7m8If71UodnbXXGw7G4xeA3sg0l8HOCw4vGom5m0/IqqagNYvTPSC+Ikbh0Xc7C8jWF8dndvWRNzardiycyf8GrRFtF7ccGTlxWVDasJpIKqZyKcvenTthij/y8gqCnLmncLKReuQ12YMbuzdFEHKNSwZS777AotiRSRRcQuIikCYxorcK1YItajTpjnyDq/Cok3Z6Diss7iYmyHqV0IQcHr/JuTU7o9BffuhV+emCNbLO6EKwaKHJ0qdhWXrtyOwQ2/U0ivR/165LDixaz3WJYTi1vHD0EjpMTIhZvlk/LzypBJPFxiC8GAdCnKVS7FyrOQqLykOM6fNxqmMQiOcThtcopdLpVYXRhMVx8KNMqxdBdg1fxISAtpiQM+WCNCr4bAmY9GkCdh9StQyVWoE1mqEEHUBzPJh3YuItOyfhe9+X40MQwBqNGyF7n1GoEeNbMTFn1HOu2rNuqBf//6FS692iAgwlJbiSsPpZBcC/f1LHXeJSsfBrWtwVNsMY4Z0RHUtxF82di2ejBlbMsW2CvqgEFQXrMzKIARx6Aqfhu37o67zKLYcOgXh10Kj0SBQo0JGQQHsMq2o5FuzTdAGGqEJa4+udROxedMBGIJrIDRIL2OUWuzJq7FgbSKa9huKljWCldb+nNTtmDVlGRKyRFS1AWH1a0BvEeeOkoE4VvJzYhU+/nQ6jhZVmK1SKZ0ROnMuTiVmoU4rwa5fX3Ru3wTBiv0lE1962+Ww4vCWZTiha4Qh/dpBtvYWpJ/BXtE6G7txAT774AP8Pn8Pju1fi0mLdgkHR7R4X1KcH5oMEK3se+Zj9fZ4GGo3QkSwA3kmmUD8Vk8eR35YOwzs1x+9u7YXjQl+MuDyiyNT9G5NxX5DT4wc2B7V/dRA9m7MXxKLQ7sX44dP38fUrafhjJuHXyavQeplpGkDQlC/XihO7FuNRZsd6DS4DYzC/uLKbML+7dA0GoCBffqiZ4f6KK7WBdZriEY4ibmzt8HeQOgdcF4mznwcWL0YG/Jb4uYxfVA7WOiYdwQrVsQgMX4jfv/8ffyxdCdyjq7Fp5+J3+N5yeVueuxG/DZ1OfKFswtxRbQ77IBGnEdFlXrh/0IuMu6VFpc9B1tWrISrfjf0aV8HKpEgN+MEdm/bgb3iGvzJhx/gt7XHxPVlKWatiIVZZCWilPpkbJmCiQt2osAvBLWbtUfvvsPR2JCC+MRcGPwBV/UOhb9T5ffaEw2DhM2lJOQIp80CvVFELnHcJRoyNq5ci7S6A3DLgJYIkedqSiyWivtCStxi/PTxx5i6YheS9i7ERz+uRXaJtOc2Q8JRK9SK47GF1wK1dgMAABAASURBVDXluPU0jiU50KBJIxh1wXDZzcrje0pYGVbO/ARxT1iL3FajMVrcE4I1wJl9m7At/hQOLvgVH3/+CzaLhqZds37A7xszyiCxKEp+HPbGAw0aN4JeZ4CuWl1079W3iF0ftKkfiYjwUDgzU5GFy/+d2LYYsbZoDOjfESHiWmTJycS+HesRs3Upvv7kQ/wwcwdOHt6MqQs2I8d88XsCoEdUw9bopZRbf3Tr2AKhwUbhAGlRvV3fIr3ENbhHK3EdURcq5CqWdQYZGWr4Gw2Fx4vW9uxErFu1GWg7GKO714efSgbkYdfc3zBll1nuAOI8VoumPoNBCcSFfwWI238YqlY34taB3dG95wDcPKIbnLG7EHvBJceFnPQsqPVGIfFCSeeOiN9lzJolWJ/TFLfc1K/wdykC07dNwZez9sEmtgGhj/joih6fBP+qnEDRWVflelSIAhR6HoHwcIQVHMDSBQeQmp6ITaL101G/BVqKH6ZW40TSqWNIPH0Ke6dNwN6c89JecteF/F2/49vFKWg/dDBqizu5TbRcWxwqGKvpcGLrdhw7nY3sxL3YeDQHtSIjz93sLy5SheC2XdCuYB3WxPiheduGJS48KnGTcyD1xCmcSUjB0bU/YkuikCJ6UMT6oh+XJRNbls1DXEBHjGkfDZ24WVlEy47DGYb64SZsXjoX8amZOLFpl7j41UarehcVU+pgWGQzhImb4CFVNIbU9ysVFhAQgOwjO8TN+yTWL9uEJFEjk+qp/CPRMFqHxAQd2neJhqZUKhfSjm/D/HVJ6N63CyL9XLCYLbDadKgZbkD8mjnYcioPGfGx2HvSgsZNg0qlLt7x89dDm3UMS3ceQW5ONuKEU2MOrIeg4ACERtREjtBrf3IGjqzahBjbRWoixYJcZuyZ9DnmJbXAsCFt4K+yC33MohUqDKE4gx079iI1Ow/HV89Bgro2akbpcLE/Q5Pm0J5YjWXLY5CZm4ezceux8ZgDkS26o3PDAGybvhBHRQth2rFtmDxjMZIyzXAJR+nUjtU4JsokbsVSbLO2QptWfqXEn9k7B8sOq9Gtq7g5q22wWCyw2f0QKWoSB9bMw4EzOUg9chgHE5yoW6902lKCSuzoQmqjS9c2MIjWS1kvVPkFok6TWji2aQviz+YgJX4zNh61omnd+oKHAe27tcDZk4kIrlUH57e4Os9swIcfL0JY//HoEGUQzptZ6GiHThsJe9p+7DwYh7ycM9i3aCcsUXUQdrHirFkToelbsW5NHNJFK/ey9YcQ2qUHGmq00LnyEHc8HilnTmHXIsEw31XCksttivNs4w+YH6tB115dUE1tF3pZoK3eAHc9/yHefeM1vPDii7j/xvZo1KYf7hzZEQbRkns5iZqwXujXOAW74tJRv34DBIjKUmF8NeSNPv34AZxKScWhfRux5WCqqM3i0n/OXOyaNw2LslrjvlHC8ZX6id+BPagznv7oK3zw1n8V/cZ3i4a66Wg8dEd/RFxaGqAyCiekEWwn9iMusgsG1taj5J+/UY/UY/uEU3cUS2avh3RflXBdNNo1MyJmfzLqtWxR4vojQl2iMrx1GRYe0mP8qI6QPSDyt2ozNsE9r3yAT997TdHxvmGdENy4H/79zE2oK5Kd/wkJ9YPt5A7M2nUa2amJ2Lf3IIKFE6fVaqANDUR+0mGcOp6GM/vnYf3R81OX2BeNBZt+fBv7nW1F67+4VjpssIjrr39UOzz6v4/w1v8KmT3QrxHqdxyGcYObw6gtkb5o069RA2TtW4MNW+ORl5eHxJjVOJhmQGRES/Tq2gAJ87/GmhN5yErcjQnfz8RhuwMwZePIgV04lpaFhHWTsSM7QlS+I4skii+7CfvXzcNuS30M7dgIeof8HVhhr94WT7z8Pj5662XB6jmMH9wRtdqNwvOP9kOISHbBR/xuenRtgsRFX2LS5nikJh7FsimzsVvfDTe2NyIiqh4Cc2Ow6VACTHmZWDvlS/y2aAey7WpoNFZkpebAbP37eueyZmGbuCcc9muP0e1rQ1ekV3iXW/Hmx5/gjZdfxAtPP4QezRug47jHcH+vsAtUKnXAZYfVZEJGwn5M+W0WEhrcgjFtglC3jrA5aQPmH0gRDUcp2Dh/OlbsPgFn215obduG1WuOISPtFJZ8/xbenHGshEgX8rZ8jSk7LOjUrxcitE6lTFVBNXDLMx/ivTf/hxfF7/SxmzujXrMeGH9DDwQbNSXSX2EzrDG6NnRgwbczcSInH0n7VuLnmetgtjnhyM/C/k2rEJecjtiFk7HH3hxNGoubepFIl60Au5dPw3G/5ujTqi404nop76d2RwAaRGmwXfQOxqVkI377LsTkhaFLE3VRytJfrpwzOJxgRWvRwFW7dh0oS8eOaBcQjzWb80XkPBzZewDHE7KQc2o1VsWaEC3i+YmQi37E7/LEjpVYcFCNm0d2+vt3Kc7TsAbRKNi2SPyOUpF+eD1Wx9rRpWfji4rhwconcPEzpPL1YI6VQUBXH7c9ei+amTZixrT5OKFthYfFhUy2wDXoOhIdgjOwauFixEWNxLCO9VHNCARG1keTSEOhdlp/1BIVjahSIy4LcOQUUKuGDjtm/4pffytcJq9PRL3WAzC0cyh2LpyEycv2o0G/W9GjZXihrAvWBtRs2BgRQeIOqYpG9/5t0bbHELSsLiL6h6Nxs3oIVhvQULS+dI0uwKrFc7DD3ANDezdCaKAO2rC6aFnnwluYxWRFgVUNbeoOTPyzULdfJ8zFflGpb3rLP3FzkzysnDUFy4+pMPrhW3GJayZgDEX9xvUQogK0QaFo2rEHRvTvjECNBjpDMGrXi0aQUY0GNzyCYXVzsHrRCmSEN0G3di2gPLkgWqRqRlZHYKOe6BKF0n+iDmlJT4HW344tS6bjN4Xh71iwfi/QajT+ObYpYpf+iekrDqJ2v5swoE5g6fRFe5rQ+hh840hEp23HhImTcMjeDKOG9USUv1C/+4MY1dyJTXOmYWt+NfRq2Ro1AwF9UBga1K0B7bnKoxBWkIRTzihEG05gzu+/nivTNQkGdBx5B5pqjmH25D+xOqkBbrjzJtS/8M4ghIiPsSXu+eediMjahukT/8S89WfQ+uYnMKp9hGhBH4O7eodi9aTfMHtdPOq3bo/wECNUKjUCxIm3fcFUrDzlj/FPP4iWBiGrxOfM6Rz4qzOwevbvhbr9PgErdyQioudo3NO7GrbOm4DZ64+jyeCR6BxVrUTKkptaBEfUQd2oQKhU8rgakc3ao3/fPqK1Mkwc0KG+aCkc2SlEMJuIORtShO23oEPDIBEG6Jr3wZBObdCgTiTUypG/V8mn0lG9cQOc2TihUD9ZnjO2wVatDoaMHgr1iXWifObiVFgPjB3VA6FK/ij9Z2iBB/7vHoSIHpVpM1cgq/Zg/Of2FoBfOLr0H4w6+bGYM2cxsuoORt+WNRGgA4Kjm6F+dX2hHG0wGjRtBOHDFu4r61wcTdAgVJeF1dOLy/U3LN2VpIQWr4yhtVC3VgQM6uIjpb9VGh3Ca9cXvR6ivERQi97D0b1TZzSqGyz2AlG3ZUvRG6pFgy79MKKFBstmTceeJAM69e+M6kYjYIhA/UY1IbZE/BKfvCxkCcehluoIJklmyjIRG09ko+RfQFTDi/7Wz8Xxj0DzFvUQKA4YoqLRtl1XjBraFQaoYAwKRz1RZnpxvre46VG0NSZg2eINQJte6NWiAQJUIpH4RNetA21wd3RsInZKfkSlK99kQbA+HfOm/InC692fWLH3BKyOvyP6hdUUDmvE3wfO29LW6Ijxtw6Ecd8CTJq5BJlRvXCTaJE3aIDQGj0xWF43RWVv/j4juvRshujq/vALqyVkhpeWlBOPE6oGMObux3SF16+KTttPo9SfMbwe6tWsBl2po3/v+IV3xp13DYTj2CpM/OtPLN9jRq9xt6NrowAEd7wVz9/bDonL/8TUJQdRs2cPNNEIRQ1+CNJZsHP+VCyM9cegux9Ah7C/ZdptDmTn2KHPPYxZk39T9Pr1zxnYEXcW9nPRVAgUrBrUChWlc+7gBRuBrUbhuQdHQBO7DDMWrMCZwA546rGhCAWgj2iMESMGwCnC/pgwBWerdcOIPh1Er0tDDBrdDIlbFmLfyRwU/1lNNuRbVdCm7cKkvwp5/TphDvafTIezOJLaiMja9VAzWF985KLfumrRaBl1BnN+/w3TF2+HvuVovPCAPNegPFlw8y3DYDwwF39OnINkQwO0a1oHenUjjP/HHTCeWo6pM5chq/4IPHNzoxLy8xBzXI3qgWZsmFGknyjbeVsTS8SBuHbXFOdyFIyaUof/3hHX0iDhoEWHB5/X6OWHtmPvwX2dXVg26U8sEi2Onbu0gV6rRmTTdmhRLwA7Fk3D6qSaGCPuiQ1LnDQOZw4y843A2b2YOaFIt8mzse9EJqp1uw3/7K3FutmTsCLWgkG3j0UjvRYX+8vPs8JQtyW6RPqXCK4hGuE6QpcaDyv8EVnNhf3rZmDSouNoNVTUHZqHQhcqeNcJLZGmaNNmQUF+AYL0mVg47a/Cc+23P7F893GYw/rg8fs74/TqmZix9iRajHkQo+sUpeNXlRO4xG2myvWiAhVFoFpT3HjXY3jiiSdw7y0DUSvIAPlnEBWPvmPuwaOPPYbxAztgyJhb0K5eIKK7jsGd3avLKICxJvqNuQnda+gL95V1ANqPvV/Ie7LUcv+ghoAuCM27j8R9jz6Bxx9+AIM61YVehUv8haLPzXegcz1/Jbx233tw1/BWhRWVqHa46/5RaCBCNIGR6DbiDjz6+GO4e3RXDBlxKzo3DkdIq+F4dHgTEaP0xxgahcG3l9btiYduRfv61aFWBaL9yLvw8GNP4JF7b0HHWgGlE5fcq94MY+4YhSYQf5pANO8xCsO71IVGDfhXa4ihowajbpjgoolAz3EPCI4PYcyg4Rj3wF3oGuGCPT9NtF6noma75gjFeX8qleB8cyl+TzzxGMYN7IRq4iJes9MI3P/Ik3jskfswrFN96DWq8wT8vRtQsyVG3vGwkPUE7rtlMBpVLyxfQI/Oox/EY088jrtvHI2bHnscvesCofXaYNyIPvA3aEsIaYjR9zwkZJTmNrQRYBQ3gX7yPHn8STx8z41oEa77O91FtozhzTH01vtFeT2JRx6+CwPb1IBWxlMHo1nf0XhEyHnkgfHo0bwm9IIlBIvqjXrg9gcexxMP3Y5utYv1l4kKlw5jSuv1xGMPYXj3hjCojGjUezQeevRJPPrQ3RjQth4ueYOGHxp3GoaR3etAU4xTWw0dh96CR0e1KsxIG4ymPUbifnF+PPrAHejRLByawhDoDI0xbNwowbf4SFGA+JK/mceeOE/Hu3oiGGpUq9sGo+96GI+L8r3zxr6o6ScSXOKjEef9zfc+hiceF2U2ujuCFD1VCKjZDKPGP4jHxW9g3JBeGDVqKOqFG9Fw0AO4sV1wobTARhhz7+1oX+pkC0aSh4ltAAAI9ElEQVSPu87TS8i+sWvtwjRF6/Am/TByYEeEitO56FCpL7UhEB0GjxG/u0iFh1/Tobh1VE9EKvHrYuSjj0B09gG6MLQfehseFyzuuPVGjBo9Cr0bRUId1hk33doHEaWkip3gOhg49j48IeL/vTyIfg1LGYE6PcbhseHKL1EkusinVmc88PAo1JNBugh0G3ELhjQPFHtqhDfogBuGdEawn0Y4/XUwaPxDeOzR+zG85yDc8ujdaF3NCbs5HfsOnEJU7wGorRLJSn4MwWgz8Hb8rZ/k+QhGdGoEg+bviBEt++DuER3/PnCRrZAG3XDrQ0/giccfxZ0juiGyqEtNpQ9Ey363Ff427hqK4Tc9iEHtaiCydT/cM6JDaUkhrXDXE1KH4qXwu0ed0tGqdxyFG/q0hqRQOqRoT6VBtXodMfpOwUPIe+j+29BVXFf/n127+Y2iDAMA/sxsWzS0oqKmYoLgRwBjCiig4kdQERAlSFVQIl9CW4gXYzzon+Hdm2e9ezIm/i/GePLgwejBd3e7QEsXuuwu+87sbwM77c7MO8/ze96ZnWe37ZQaMbv7/fiseQ268lm8PbclyqZLORWzO16J05eW4uriuXht+8blwdqLifun4/WP2/Fc91o4Gy/verx9DWhtNhlPzL0R84d2Nk/91ivdnqafORhn0rGa58P5+UMxOz21vGkZm7btjvlzC3H16rU4ffSlmJ1pRj6ZzomL0Tx3Dzz78PK2ERs2PZrqviquy6dj7/ZHouxstWFzHDhyIuW0cu51VneWM7veiaV0DWvmt7T4ecy/NRcbm28KrQ2K2JRMT11YSnEtxkdH9sWjGxutNVOP7Y758+kat3QlPjm2b/ncbq1KTzNx4Oyq+FJNPnp1a1p3498D216LE0dfXvVBw431UU7GtoPvxeE9T7XfR29aFY2HYu7YmXRdvpau46diz9aHolnTuWOX4oPjx+Jsc14ufBL7Z6du3ismNszGkQurYrt4Jl54OvkW98X2Nz+N1vvpxY9j37aH47rnilEiprfsjBPHD8UjG6dWrNn84sm4fPL59G6VapqulSdb18qFOLr/yXR9j5jZdTgW392xYp/WL1Mz8dybt56Xx/c/G+lUjwd3Ho5zC1fb5/qeLa1dPOUh0G2O5BGdKAjUQOC/f/6O3378Pn79cyZe3zVbg4ykQKCeAv/+9Xv88tMP8fMfT8SnbzxezyRlRYBA7gJjE58mZGxKLdFRCUzcNx2Hzn8TXy/Mx9Obb/PR96gCzOi4Bxa/i/OvpE/VMopJKOMjMJm+6Xvn7Jfx7RenYmvnb7PGJ/2eMt374Vcxf3Dlp/M9DWBjAmsJpG9wdqRvAs8c3tv9m7u19vNaJQU0IZUsW42DlhoBAgQIECBAgEDtBTQhtS+xBAkQIHBnAVsQIECAAIF7KaAJuZfajkWAAAECBAgQuCHgJwJjK6AJGdvSS5wAAQIECBAgQIDAaARG24SMJmdHJUCAAAECBAgQIEBghAKakBHiOzSBUQk4LgECBAgQIEBglAKakFHqOzYBAgQIjJOAXAkQIEBgWUATsgxhQYAAAQIECBAgUEcBOeUooAnJsSpiIkCAAAECBAgQIFBjAU1IjYvbSc2SAAECBAgQIECAQE4CmpCcqiEWAgTqJCAXAgQIECBAoIuAJqQLjJcJECBAgACBKgqImQCBKghoQqpQJTESIECAAAECBAgQyFmgx9g0IT2C2ZwAAQIECBAgQIAAgf4ENCH9+dmbQEfAkgABAgQIECBAYJ0CmpB1QtmMAAECBHIUEBMBAgQIVFFAE1LFqomZAAECBAgQIDBKAccm0KeAJqRPQLsTIECAAAECBAgQINCbgCakN6/O1pYECBAgQIAAAQIECNylgCbkLuHsRoDAKAQckwABAgQIEKiDgCakDlWUAwECBAgQGKaAsQkQIDBgAU3IgEENR4AAAQIECBAgQGAQAnUeQxNS5+rKjQABAgQIECBAgECGApqQDIsipI6AJQECBAgQIECAQB0FNCF1rKqcCBAg0I+AfQkQIECAwJAFsmtCimLIGRueAAECBAgQIJChgJDqK1AUbnBXVzfDJkSRVhfJ7wQIECBAgAABAtUVKN3e3lK8jJqQdmxlUUZRqFRbwzMBAgQIECBAgECVBYqiiLIsw2OlQHYiqU4KtbJGfiMwXAGjEyBAgAABAkMTaJTZ3W4PLddeBs5SpZG+s2qUWYbWi61tCRAgQIBAVwErCBCov0CjLNOH6/7CZ61KZ3unX6aiNcrSn2atVTWvESBAgAABAgQI3I3APdmnKIpolGU0GmV4rC2QrUyqXatwzeI1ylIzsnb9vEqAAAECBAgQIJCJQFEU0SjbzUfzHjY8ugqUXddksqJsFjN1kRMTjZicmPC/XwP7m0PmgDlgDpgD5oA5YA4MZQ4071ebzUfz/jWTW+lsw8i+CenIFemH1I+kb0TC/4TBwjwwB6o1B9RLvcwBc8AcGIM5EB7rFahME7LehGxHgAABAgQIEFgWsCBAIFMBTUimhREWAQIECBAgQIAAgWoK3DlqTcidjWxBgAABAgQIECBAgMAABTQhA8Q0FIGOgCUBAgQIECBAgEB3AU1IdxtrCBAgQKBaAqIlQIAAgYoIaEIqUihhEiBAgAABAgTyFBAVgd4FNCG9m9mDAAECBAgQIECAAIE+BDQhfeB1drUkQIAAAQIECBAgQGD9ApqQ9VvZkgCBvAREQ4AAAQIECFRUQBNS0cIJmwABAgQIjEbAUQkQINC/gCakf0MjECBAgAABAgQIEBiuQM1G14TUrKDSIUCAAAECBAgQIJC7gCYk9wqJryNgSYAAAQIECBAgUBMBTUhNCikNAgQIDEfAqAQIECBAYPACmpDBmxqRAAECBAgQINCfgL0J1FxAE1LzAkuPAAECBAgQIECAQG4CuTYhuTmJhwABAgQIECBAgACBAQloQgYEaRgC9RCQBQECBAgQIEBg+AKakOEbOwIBAgQIELi9gLUECBAYMwFNyJgVXLoECBAgQIAAAQJtAc+jE9CEjM7ekQkQIECAAAECBAiMpcD/AAAA///b8ar1AAAABklEQVQDAMpeT8FSMsdaAAAAAElFTkSuQmCC" />

*Graphique du Changement de la Ligne de Base*

Au lieu de deviner si une baisse est "normale", vous pouvez voir :

* si aujourd'hui se situe dans un creux saisonnier typique
* si la ligne de base est stable, en amélioration ou en déclin

Comme l'analyse est toujours active, il devient plus facile d'expliquer les changements de performance, de planifier les budgets et de décider quand l'optimisation est réellement nécessaire.

---

## Ce que la plupart des annonceurs devraient arrêter (et commencer) de faire lorsque la performance baisse

Lorsque la performance PPC baisse, l'erreur la plus courante est **d'agir avant de comprendre ce qui a changé**.

Trop souvent, les équipes réagissent à une ligne de tendance descendante en :

* réduisant les budgets de manière agressive
* restructurant les campagnes en milieu de cycle
* recherchant l'efficacité pendant les périodes de demande naturellement faible

Lorsque la baisse est saisonnière, ces réactions peuvent faire plus de mal que de bien. Et lorsque la ligne de base est réellement en déclin, retarder l'action parce que "cela arrive toujours" peut être tout aussi coûteux.

Le changement que les gestionnaires PPC expérimentés font est simple mais puissant :

* **Arrêter de réagir aux métriques de surface**
* **Commencer à diagnostiquer quelle partie de la performance a bougé**

Ce diagnostic nécessite de séparer le mouvement de la ligne de base des cycles saisonniers.

Une fois cela clair, les décisions concernant les budgets, les enchères et la structure deviennent beaucoup moins risquées, et plus faciles à expliquer aux parties prenantes.

---

## Identifier la saisonnalité avant d'optimiser avec Optmyzr

Lorsque la performance baisse, le plus difficile n'est pas de faire des changements, c'est de savoir **si vous devriez**. Les Tendances de Performance Saisonnière vous aident à séparer les schémas saisonniers répétitifs du véritable mouvement de la ligne de base.

C'est ainsi que vous pouvez dire quand une baisse est attendue et quand il est temps d'intervenir.

Donc, si vous voulez moins de décisions réactives et plus de confiance dans la gestion des changements de performance, <a href="https://tools.optmyzr.com/info/signup?" target="_blank" rel="noopener">réservez un essai gratuit de 14 jours</a> et testez nos outils !


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*Source: [La question de performance PPC à poser : s'agit-il d'une baisse saisonnière ou d'un véritable déclin ?](https://www.optmyzr.com/fr/blog/seasonal-dip-vs-performance-decline/)*
*© Optmyzr. All rights reserved.*