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  Autorité et démocratie : le pouvoir en question 
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 [Francis Beau](https://cercle-k2.fr/users/single/402/Francis-Beau)

 26/05/2026 - 15 min. de lecture

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[**Francis Beau**](../../../users/single/402/Francis-Beau) est Docteur en Sciences de l'information et de la Communication &amp; Chercheur indépendant.

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Dans la terminologie politique, la notion de pouvoir est le plus souvent exprimée par un suffixe emprunté du grec *kratos*, « pouvoir, puissance », dérivé de *kratein*, « exercer le pouvoir », « maîtriser », que l’on retrouve dans « démocratie ». Mais, l’idée de pouvoir peut être aussi exprimée par le suffixe *arkhós*, « dirigeant, chef, souverain », parfois traduit par « celui qui gouverne », « celui qui commande », qui détient l’autorité, dérivé de *arkhein*, « commander », que l’on retrouve quant à lui, dans « monarchie ». Selon le dictionnaire grec-français d’Anatole Bailly, le mot *arkhê* est polysémique en grec ancien. Il désigne tout à la fois le commencement, c'est-à-dire l'origine ou la cause, mais aussi la personne ou la chose qui commence, le chef, le premier d'une série. On retrouve ces nuances dans l’étymologie de « monarchie » (un seul chef), « anarchie » (absence de chef), « oligarchie » (un petit nombre de chefs), mais aussi de « archange » (premier messager) ou de « hiérarchie » (ordre de primauté à caractère sacré). Le pouvoir, c’est donc à la fois une affaire de puissance ou de force, mais aussi une affaire de commandement, de primauté ou de chef. C’est donc également une affaire d’autorité, faculté complexe, à la fois pouvoir, puissance ou force, dont il va nous falloir examiner les spécificités afin de mieux en apprécier les nuances.

Le pouvoir, c’est « du présent tout entier tourné vers l’avenir », nous dit Comte-Sponville[\[1\]](#_ftn1), qui distingue « le *pouvoir de*, qu’on appellerait mieux *puissance* » (*potentia*, en latin), potentialité d’agir ou *force en puissance* et correspondrait au grec *kratos*, et « le pouvoir au sens strict », (*potestas*, en latin) ou « *pouvoir sur* », qui est la *force de la puissance*, mais plus spécifiquement, « commander et se faire obéir » correspondant au grec *arkhós*[***\[2\]***](#_ftn2). Le pouvoir, *au* sens *strict*, porte donc sur la volonté des autres, ce qui est le propre de l’autorité en Politique, là où ce pouvoir s’appuie sur le Droit, l’art du souverain et le devoir consenti de ses sujets. Le pouvoir *puissance*, *potentia* ou *kratos*, celui du peuple (*dêmos*) en démocratie, se distingue alors du pouvoir *au sens strict*, par le fait qu’il n’implique que la capacité ou la force de celui qui l’exerce, sans nécessairement se soucier du Droit et de l’autorité qui en émane en Politique. Le pouvoir du peuple en démocratie est absolu : il n’est pas nécessairement lié au respect du Droit ou d’une quelconque autorité. À l’inverse, le pouvoir *au sens strict* ou *potestas*, celui de la monarchie (*arkhós*), dans la mesure où il est indissociable de la notion d’autorité, doit impérativement, en Politique, s’attacher au respect du Droit en s’appuyant sur l’art ou l’habileté du chef légitime, le monarque, et l’assentiment du peuple qui seul, en démocratie, peut exercer un pouvoir absolu. Lui seul, en effet, détient la *force en puissance* ou le pouvoir *puissance* même s’il en délègue la fonction politique, l’exercice ou l’exécution à des autorités dûment identifiées.

Contrairement à ce qui semble aller de soi, lorsqu’on oppose les démocraties aux pouvoirs autoritaires, l’autorité n’est pas incompatible avec la démocratie, elle en est tout au contraire la colonne vertébrale. C’est autour d’elle que s’articulent les trois grands supports du pouvoir *au sens strict* en Politique : le Droit, l’art du chef légitime et l’assentiment du peuple (*dêmos*), seul à disposer d’un pouvoir *puissance* (*kratos*) légitime sans aucune contrainte, tout au moins à l’échelle de la nation. Quand le commandement ne repose plus sur le Droit, l’autorité du chef perd toute légitimité, les sujets qui devraient s’y soumettre ne se sentent plus assujettis au devoir d’obéir et le peuple est en droit d’exercer son pouvoir absolu qui est tout *puissant* en démocratie. Pour se maintenir, le pouvoir politique doit alors procéder par autoritarisme, ce qui n’est rien d’autre qu’un abus d’autorité. Il n’est plus démocratique, il n’est pas non plus autoritaire, mais simplement autoritariste, et dérive inévitablement vers un pouvoir absolu, tyrannique ou dictatorial, dont le peuple ne peut se débarrasser qu’en ayant recours à sa puissance (*kratos*) qui, quant à elle demeure bien réelle et malgré tout légitime, même quand elle s’exprime en dehors du Droit, de manière illégale dans la révolte et la violence.

Ce lien entre pouvoir et autorité, à la fois fort dans sa logique conceptuelle et infiniment fragile dans son utilisation pratique, doit nous permettre de préciser le concept de pouvoir politique en le distinguant aussi clairement que possible de celui d’autorité dont il est pourtant tributaire en démocratie. En Politique, le pouvoir « qu’on appellerait mieux *puissance* » (*potentia*), c’est ce « présent tout entier tourné vers l’avenir » évoqué par Comte-Sponville ou du possible dans un futur indéterminé, qui est de la *force en puissance* la potentialité d’agir ou le « pouvoir de ». En dehors de la Politique[\[3\]](#_ftn3), c’est-à-dire du lieu où se traitent les *affaires de l’État*, ce type de pouvoir, c’est celui du peuple, qui est absolu. L’autorité, en revanche, c’est ce pouvoir au sens *strict* (*potestas*), qui est la *force de la puissance*, un « pouvoir sur » permettant de dominer l’autre. C’est la raison pour laquelle, on préfèrera parler d’autorité judiciaire, pour désigner cette forme de « pouvoir sur » dont disposent les juges pour agir sur les personnes physiques ou morales, qui ne peut en aucun cas être politique car leur magistère s’arrête là où commence les *affaires de l’État*, c’est-à-dire à la personnalité juridique de l’État incarnée par son chef, qui doit échapper à leur autorité. L’autorité judiciaire se distingue ainsi clairement de ces deux pouvoirs quant à eux bien politiques, l’exécutif et le législatif, qui ne sont que des « pouvoirs de », certes indissociables de la notion d’autorité, mais dont l’exercice s’intègre dans une chaîne de subordination politique lui interdisant tout absolutisme, qu’il va nous falloir approfondir. Pour mieux distinguer le pouvoir politique de l’autorité, on peut dire que le pouvoir s’exerce, tandis que l’autorité s’impose.

En démocratie, le pouvoir (*kratos*) est donc exercé par le peuple (*dêmos*). On a vu que le pouvoir, était à la fois une affaire de puissance ou de force, et d’autorité. Pour exercer le pouvoir en toute souveraineté, le peuple dispose de la force que lui confère son unité acquise tout au long de l’histoire, grâce au développement d’une culture commune, et souvent par les armes, en prenant corps dans un collectif se transformant en collectivité puis en communauté nationale. À cette fin, et pour éviter le chaos de l’anarchie, il se dote d’un État souverain *puissant*, c’est-à-dire d’une *manière de faire* qui lui permet d’imposer la pérennité de sa *façon d’être* en associant raison et sagesse, afin de *pouvoir* orienter, règlementer, juger, décider et faire, agir ou exécuter. On peut ici, revenir aux travaux d’Alain Berthoz sur la *physiologie de la perception et de l’action*, que nous avons déjà évoqués dans une tribune précédente. Considérant en effet le cerveau comme « une machine à anticiper » secondée par l’émotion « qui prépare le corps et le cerveau aux conséquences des actions à venir » [\[4\]](#_ftn4), ce neurophysiologiste propose d’en appliquer les principes à l’organisation des sociétés humaines. Si la Politique a bien pour vocation d’organiser un État destiné à garantir l’unité et l’indépendance d’un peuple constitué en corps social, on peut considérer ce dernier comme un organisme vivant gouverné par un cerveau fonctionnant comme une *machine à anticiper* et mue par un esprit tendu vers un seul *but*, cette grande cause publique que représente la satisfaction de l’intérêt général. En appliquant ce modèle à l’organisation de l’appareil d’État il apparaît très vite que le pouvoir politique, s’il veut être en mesure d’*anticiper* en se préparant *aux conséquences* de ses *actions à venir*, devra pouvoir s’appuyer sur ces deux éléments foncièrement distincts, à l’origine de toute action humaine, que sont le *corps* et l’esprit. Ainsi en Politique, le pouvoir devra procéder de deux organes bien distincts, le *corps* qui fait ou exécute l’action en s’inscrivant dans la relativité du temps qui passe, et la tête ou le *cerveau*, siège de l’esprit qui pense, juge puis impose sa volonté dans l’absolu qui perdure.

Le premier, le *corps*, exerce un pouvoir que l’on dit *temporel*. C’est celui que les Grecs nommaient *kratos* pour désigner ce pouvoir qu’on nommerait mieux *puissance* (*potentia*), soit un ensemble de moyens dont peut disposer l’État, dans un domaine déterminé (économique, industriel, énergétique, militaire…), ou le « pouvoir de ». Il permet à l’État de réguler, de décider et d’agir ou exécuter et se sépare en deux parties bien distinctes l’une de l’autre : le pouvoir législatif qui régule et le pouvoir exécutif qui fait ou agit sur les évènements.

Le second organe dont procède le pouvoir, le plus important, tout particulièrement si on prend pour modèle l’organisme humain, c’est donc le cerveau dont procède l’esprit. Il exerce quant à lui un pouvoir que l’on dira *spirituel* en usurpant ce terme, que l’usage courant a consacré dans le monde chrétien au pouvoir de l’Église, pour l’étendre à celui de l’État. C’est celui que les Grecs nommaient *arkhós* pour désigner la tête, le premier, le chef ou le commandement, celui qui fait autorité[\[5\]](#_ftn5) en tant que personne morale responsable (*auteur*) de ses propres actes et de leurs conséquences, soit le pouvoir *au sens strict* ou le « pouvoir sur ». Il permet à l’État d’orienter, de juger, et d’agir sur l’avenir en imposant son autorité en toute responsabilité grâce à une hiérarchie[\[6\]](#_ftn6), soit un ordre de primauté sacré, parce que reconnu par le peuple comme légitime. Cette autorité se répartit ainsi hiérarchiquement, par délégation du peuple, à tous les échelons de l’appareil d’État, afin d’assurer la totalité de ses pouvoirs, celui de l’esprit comme celui du corps, mais c’est bien le pouvoir spirituel qui se situe à *la tête* de cette hiérarchie, au sommet de laquelle s’imposent deux autorités toutes spirituelles. La première autorité dans l’ordre hiérarchique est dite « souveraine ». Elle est éminemment politique, et s’incarne dans le personnage du chef de l’État, premier magistrat et véritable monarque au sens étymologique du terme. Le peuple délègue à ce monarque l’intégralité de son pouvoir, tout en exigeant de lui en retour, que son exercice, les effets dont son action est la cause (*arkhê*[***\[7\]***](#_ftn7)), soient en accord avec la volonté populaire. La seconde autorité spirituelle dans l’ordre hiérarchique est judiciaire, fondée sur le seul Droit et, de ce fait, nécessairement apolitique. Elle s’incarne quant à elle dans le personnage du juge, magistrat à qui revient la lourde tâche de juger les hommes en toute indépendance du pouvoir politique, raison pour laquelle il semble indispensable de limiter strictement son magistère aux affaires de Droit, sans l’appliquer, comme on a l’a vu, à la personnalité juridique de l’État incarnée par son chef.

L’un comme l’autre, le pouvoir spirituel comme le pouvoir temporel, sont réunis entre les mains du chef de l’État, garant à la fois de l’autorité de l’État comme de la puissance publique. La séparation des pouvoirs qui s’est érigée en pilier de nos démocraties modernes, ne se comprend bien dès lors, qu’entre l’exécutif et le législatif, seuls organes à disposer de la *force en puissance*, le « pouvoir de », permettant l’action politique. Mais l’exécutif détient en outre ce « pouvoir sur », soit cette autorité que seul le chef de l’État partage avec l’institution judiciaire et qui doit être, à cette fin et dans ce créneau strictement spirituel, parfaitement apolitique. En matière de justice donc, il semble plus pertinent de parler de partage d’autorité avec l’exécutif, que de séparation des pouvoirs. Cela permet d’éviter ce truisme qui consisterait à vouloir séparer deux pouvoirs déjà foncièrement distincts, l’un intrinsèquement politique, l’autre, impérativement apolitique, tout en marquant bien la différence entre le « pouvoir de » (*potentia*), qui seul permet l’action politique, et le « pouvoir sur » (*potestas*) qui n’est pas nécessairement politique, mais implique une autorité dont le partage entre exécutif et judiciaire au sein de l’appareil d’État doit être clairement établi.

L’autorité est en effet partagée entre le chef de l’État et le juge, qui se situent tous deux dans la hiérarchie des pouvoirs au même niveau formel, celui du pouvoir spirituel au sein duquel cohabitent deux autorités différentes, celle de la raison ou de l’esprit qui pense, et celle du Droit ou de la règle qui prescrit. Si l’on veut bien admettre que l’esprit doit primer sur la règle, on pourra s’accorder sur la nécessité d’une forme de primauté spirituelle revenant au chef de l’État. Exercer le pouvoir, la *force en puissance*, le « pouvoir de » qui permet à l’exécutif d’agir, c’est certes, aussi, exercer une domination, soit imposer une autorité, mais celle-ci, en démocratie, doit être légitimée par le ministère incontesté d’une autorité distincte de celui qui exerce le pouvoir. Elle doit être reconnue comme juste et équitable, c’est-à-dire fondée en raison et en Droit, par ceux sur lesquels elle s’exerce, qui acceptent ainsi le devoir de s’y soumettre. C’est là ce qui justifie selon moi la nécessité d’imposer une hiérarchie au sommet de laquelle doivent trôner l’autorité suprême du chef de l’État incarnant la souveraineté de la raison puis, en numéro deux, celle des juges incarnant l’empire du Droit. L’exercice du pouvoir politique relève donc d’une équation difficile à résoudre, qui régit la relation entre souveraineté populaire, autorité de l’État et puissance publique, avec pour résultat recherché l’indépendance de la justice, tout en tenant compte de la primauté de l’esprit sur la règle.

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RSDdOEioINwp1BdhCtywUXUP0RFxF/wYYSkkxSs1FG0hwctsEqHBrMdozhZtsIt77bJfJd1XX+1VY8escnP/qVNsvY4s6jXNnxoMwY9szaxa7dt+tTvmMHwR771gC1GdVg9sZ+Jwau29vLLLNHXZx3nR33Hxuz6NTb84x+3yTL1zDdt/NtP25af+WkbfucNqCBX2pHf/G1b/Wu/YsP/57+13nOso05hUIMkWFi5xubKFesuLLb66Lg1u/OWKc5aF9K46lNngiAGp/p5nQhzqdprSZi3TdQ+caWjtgrTjeghurlqk7bVmh5yIqFKJZYUw9cdQOCm96jpiR9AwDpqOnpfAhVp1K2L8v3dMmmqojqvnxqx5nO7wwQll7bpjoLV8wXLsv6aXrXa5jdvsvlLtlpymHXN9Vusf8kSyxXyXje9u+jtRrWLcFKBbddugTfZAvRLHx1vMls7+f9fLSAWoBUWERjNzBeGN94FAqTCI3omqiBvHNdCf5TKnfZ1i+p7Fn4WoHpGfpyrsGZEZtiEW2O6vKCEco4H7Mg5UgjSnr0Ghi/z585aYu8eS72yz+zFl6155pyVUYlOcyXnYYQkx1aEta9ghelwHQMVLmbnvxHQ6KYoXGBHAYkkxLYKYxRR1sk1ihXaofeSUrgRrBgRY/d41ggY4e4URXt4+jg/SQTLCSt+8XsJu0rUIHEsf6LQteS73mWdP/NRTETrNv/Vb1rz0q2W3rLGkiNTNvcnf2b54owVjx23BhacvZdfak1UwGNHD1sfxLz08h6zoSXWs+NqJMiUTb30gtVZO62xFjdw/Q2+Fnf0ue/Y/OlRW8G6Zd+yIdYun7Pp/QetsA7L1isvs8q5UZtl0lFD1VjCoGjlNdeyhbJmUyeOW3XzeuvO5Wz2//596xX6XKqG1hLFOOSaqG0V7tySSqquaiFnni1tqLbXX4hTW+PXg+cOjRRNVy60l6JpSLWvdymlR5prqjGBrf4cbHDxC4kAJtz1SJj3ByX3sgJuMhfCRhgVNn3ALWpRuy4ftA4kSbVLfcsWa2y/1GzDektjBJRiTdOkio2c8JTzsSVmLNV1CPDyJNGqWmojD6d/aRKmAx1CfUO4z8u071TW176XNPRfgZINcdRAnqfheUPuUNWAhfy6vLIq1wtUQNtdLC0gq9Q2Y7xY3sYCHowWp0A+fAjlHnvjNGGc84RHBCv4PNkCYySPEwLi3PiFZx1vJheIAgSCciRRiPBLESbj/hRSXyCJnjT8YNhiqMLs+AmrHjtm0wcPWeLYUZs9cMDGXnzJFs/NWg8MoIO9gbFBh4pSOTGxi1FuXbsTcA9fQFohkfOqxVQjEBWXfiA4IrQirCqjjj8J8dV6Uxwmi8Xo34HFZesO+fJ88pfJUEXFqcR1YMg6tI7kKvVeOp/3492y+Zxlu9jSwL7CKtS+3Jm3qSV9LBmydxAaWe7rsvElBfxNW8Z+x06k3izrZcKlTrtlCh3s1c/zQCunaR2Mi2rCFcKdlNUm5eoNNrXmKqKtvYjsfaxhUZsCVoIF2QRpavMVq7malDVaVIoVmGKVPFXdyVchfYe2XhDWmJixzHzV0vMYzqDerpXKNs/7kUrbynPsYoHNkCcHkkmYaobG0JWCo4khSdpsVSXFb0HtrdZT28nJMEaTOD0rTu9H7SsmGrawXJBPZSijdw9on5To7pm4ycWMsIHH/XEhIZoyaAfCAi4hUpoKbWGZoS2naWdbttzya9da9yXbLLtpo3ViMZvYtMVMxj68Ez8IATiemx8dEyj8pZptcGiD6qMxof4gA6DAGAMCXneipKZXPWg5JXOEHDcelNVzA0dOuAafnkI7yadQwYjzh7D278XSAuKLbcZ4sbyNVjw0+dSIWhhVGnoacrjoFuJaE0WjUmk0qLmJSMkngueUmqHqPMgJmFKIkIW0khWzvrkakohBjI1OsO43bo1jh+z0Qw/a1Au7bODcOesaO28d7PtTbs2wU7DCFIRbe/5UombaIm7CT2eCKp1fPEsaUJQTPoXzrDgnEtyDI4TwEBHuEZ1ZCFcdvB4erVl7CuYAw4myzZHfDYRYl0qKAbFfzyUI1G5VmFOKze0FCGl6YAXMCSbW2WFNDD4aspSECTZgMAmdJgMjTGuvX5o9gGniUO/5OhdbGLR1wyUHrE/99BlJCDJ8kRP+qgDtEhQyquUF58RX1rdySqsKOlUNeQL3UBhvXWaYwNKfS8LeGIInwgwMJCgVZZq86I0LDupVX9iDWeJBooSpzmMaVeMZtWVN74oDDJIVVvlQ+yZmZ5Huab2JSVTF06g12cs5wZopolQCZpoUM4eZNmUtTJ4GBjdpJF4x0AI4BPlLSIhh+A2UpPUITF/18/5MiEv7qhr+oKamJnjiPqHVwlAhAYqcpw9+h09ROiJPMHXOq8MnWtK9+rOYJQkszX7MU8NrLbly2AZQX+cu32GZbdstgxrbli7lXaoNSa0Tmpq8fyYsyUjPq/cmRhkcUF1c5Ck6dUgxPnKUTolIqzcK2/Q7PST00dAsPBEbgVOOqKUIb7uLrQXajPFieyPgo3EkAi+ncSTpx9U0HhOHKoYrUBsF4mKCEo9EBr0IksdUnHjpnE8nqBB8DWIfpxDNBNJIY3zKbN9uG31pj8098bT1Hz1q5f2vIHkULY3kIibouWEA2WhPnJ8dqlCIg0hgwB5yIdQUpsI9VIRRD4GIyCuiqBNydNcJZs4wSXGB4QVoMqioA0u1K0dIpMAB2YZMkNEkJjpIdR1LMNDo63UGV1q5ka0CPZaG+eVRU+a6Cy6dpWB+OvXFtwoIXxFBYDvqIoKOIj/xngCCPFKNRXlqvgY4pHT2KJJWU6fDQIwTEFQ/YQbLyIRTewHCRe0fAHtAFEw8+TyVyo2i5BM6TpTxx1KJ2tPfpOOoBArgrmcxOeEHowp9gBuuKWlT+kzayI1VHDBpMFpxPackWMWBhzuHpVbGEWwVjKVKsjTl8APU5rWZGasgddZmtHd0ylKleQyNzlsBtW95fNyKCqMvpeswW7aLpJBUJR0LK7DgGUbFews9UiFijATKqSr606Oi5MB3wUsFQxu0RCvS8/nNs/AaaAYhTylURS2sXafKqylCjfeVQM1aXbPWZi+/0jIbN9qKG2+0JPswk6hgjVN/1I5Kr1aRpbWcigojhl6nDqAnAmMNTDjLVm1HIIzTpwTKpPrEzusmqETQ1nGUkrXdxdUCbcZ4cb0Px0YDxukcdx80Trhd4RMNJoWG+aZLEe6Phxl3jWYlkdfveHxTmmwHg2rLLT5GztrYyy9b5vkXrPn4YzazZ5/lSzMc6zlnKaQElHzsbyMHMESwYmIhwciNPolQ+dFQh/DxrAEvNSGJHG0lJK+IiOfn7gxQmXBxWA2YcbjWexStmXddjAZmVuvhlJaeHptetNRSML/ugX7LL+Y0ln5W0obZF5fjeDSuhFSVujogXiL6ct6YImaqBGEqNCJMTp6EqOII8yTc8QUGpaSkb0DVvbYkqwAqwya+FLBCFsggSDd0mIH/ReU6zMivMrxBwrMXqcwq0h8oUA6/TqXxtCoRC1bPEaX1cNVLzDBG0u8wbX8xCuZP6WGMDlJ4cHkyBasMQqTudJ1mFK80Dp/wJnVO6DxYpYkZpxpSGT0dN6l+JZFytF0dSbSBmtdgkNpjWkXTUORQgnlOE6ohgeYwCOqcHIOhomkoMkmjKNXLL6GhcnDCVD6FB56pED2EOPURxSu0Kh4GSr5tRGlwetWydHUYkuhppxSA/O2pHpSjSVYJAEpXoc/Yoj6YYr91XL3DGpchTV55BapY1iuXLAee2iGU6QXwU/expDI0ZVVJMb7CKkJUZVKWxyo4dlESPaobxo8BSpyoff/HboE2Y/zHfgNvVL5Gi0a4RosoBE5De2F4anzHoQzSMPw0nw1ypYiMp4YALOwnZJN2TWpRmck/95yNPfOEpU8dt8lXwtFh/dA4MUJBdiIiCIEyOQF1dZWCBNvvGvgismQR5wQnkYkIsQDDiStBHk966qLkWh9U9eKrmU3YZOdiTlRhjQjJrgMVV4FN4TY4aMnly319L9OL6guVp0HA/AxPNYDwc67tDwDmHl8GkfbSoht4Byck5BeuoZ0uSLJRuDMO1SYwOtXJZQEVx0MVEJoE+BmrggQeDt3rp1r5kxfzGhVxaDhHIxEzaD0t4OZRtG+Ap7ZSHbXWJXS9Dyit4LjjrmePj4i0142gKMVryhcQtbrPapQihhXBc1ghpzNrL4vnEBRulB2KCAxD7e/1F4jWS4xbOWDszkB1+hBMscq+1PnznFLEoQw2jhHRyRM2PzLC86R1sCaaQVWblXqX3DTnwusNTUebq3yVI9Dg5xMwEmpi4qp8wr1poyoJJ6l59f6acFX9STuh9xcQjuXApo1xtuyc2psJVw5JMrWGgxuuusaSO+9gjXIAtTsSJYZNcs3ok1wBL714SZBcUbnwbPCLEKVMjVGV6O8jDhauCuNqu4urBdqM8eJ6HwEbjTYRAA00Lg0eEQktccTLHCI7klC0Pw0xiXRS5oR0GpQ+k4cINffutan9+635/It2ftfzVnvlVRvCUCbHEWFaA/GN9txVhga3NoP7APaQQEg0rHVJuqgz605TVgo9VWAoEADCJH0olU/KY3jchafwKpO9jJqqgkFLbvFia8DkkkNDlmUPYB8nojQXDWM4wZpPL+t9qMISBbDLUhPWB10lqBaoqk2YCESUMaZtgbCEX4UJV9+i4ZWicCdQ3N0pXRzx3b4AJUraelOEi73cxYzlXGXKnUfHxdtItVWtgwtF6+39Pe4CSg7vQuoLGLUm8fjX1Eux1NwRCX1GaRZyK1p4KnDBBWLtj3FElMHb0f0xTKWSP8rsdyXgnUiMu1ASQQrnok8EBz6oJ+tIcJLbk5JkG1qrZM0SabOpE45QySawtq2e5iQjDnoosiUlzalHczDNJv01DcPMk68DzoMc66XJulblN3gfwksHrsfOldSoyaW9SKH6VF+V2tZbhrQx+movfZ9SzzVw1P5bRgHn1Ia3OJ/P2DR7K8sY9Qzcfpt1XnUFW0eGLb1tKxszmailAqNUJ9fxh3UfoOAjRk0/1kYWfR8zBa4qSxiHdyRPdHFru4urBdqM8eJ6HxE2GqbaJQYxYfRo/PiAEs3FyQigxiDUMM+IyEjdCNMyVFS1kTNW2b3bSk88bqOPPGQDrBMmzpz1I79EUJwRAl40y+lXAMivysEaky8xpKEvMSlXGuEQGLQySRWrDeMkYh1JhEaaPR0Ppgtyx8d3IUR81SHFVxyq/QU/pLpj+TKzdeutvmqN5Xo5jLqjm03bg6z1YfSishtIeJIu5KiLpLVYYpNFpqsOnSHGmJHOn5WBghXsxC/UK9mAqUp0kHNiRZoFd8Gf0CKRHrn5tZDmwrPaQNaLnq41UTRpCe0YAPjHkEPCC5AWGvpCUJjlUPAFVFoiI69AqmK+poXXn7m35lGY46/OQft5HHkId7wJ9TBPAyiYiFSuYiS65GKw/hyFKdTRjhKFG5GtdVFaMvuyddQWKkzvUxMTwY0ncnqq0bFc0o7LEDjaVVqIsA6qO++NL54Ya97NyUkrs67ZoE8n2RLUPHLYZo4fcwOhJFa7CaykG6TT0eg62D1mmPpyiRihv1pApqIJDTV3nFQFxSlYPF0SpFcF1bGw9wmfmh0m6apb8JuHwWKOhkEWx+0NLrfKjkut79ad1nvbHZZdwqROJ/Z0iUlWvVv6eKQNXNPCeFDPDuMGGCrMCxRArra76FqgzRgvulcihDRqNFrFDoMLY4lfNxWHIYmYyHiiBBM6eNDOffObVt31rKV3PWWNo4etQFyWaB2Zlma2KiWrBr04orY3KH9MODQ2/SK6DiXQ+o8Grw9gIlSUstZFSYClNZo5iJxUfNoPVuM5yYHSncMrrbxqldVWr7b88ArUoUtY/1vlAFydKooEkVDVxPx8DUyGEsBweuszfgpStP8ICZLB/P1ZkoHy6ikkw680Cw+KDM7bDtgLrjVN7FfehQR49BAFKMlr4mhM6uluITwwD6+W69D0HFSaMUoLSQWMhF5PB62KeGUCzBil8NRStuC11oOoN0gb9tzBeEBTTnMCvS5nCgqL60PzB9blyb77ZwG2cGP9UO9JSHsnCPUTcoHtKTtMUIw7hu/vUOFR3ZyzUCJtJ8Yk9uCIeQbyqb0Emyh99qpJv61mMOBhMuSq6thyVxNAlaE7atka58+WDuy2KsfP6XSgytETVmECmGHNM11HGwIeQPe2ioxMefLS9SZi7NwvsFrjzmAJxs1xjZvBLYJ5t2H7CWWDb42+xYYYDMEYQ6xxp9gWMsnBA4WbbrKhW2+35IpVDDzYtPqLDJCUjvpo3VZLGwvvD0RUjvBpu4urBdqM8eJ6H46NBoukJal4fAQzci583xAGh4HDxMET1nj0cat9+S+tjFSYRxWVQyXVSd6sVEhOxDXkJAmKoSCBanCqBA1OJ+QR8YpGpg9SBq8eY8LndA0kFKdZryz7rC9rIys2WJpTRxavWWvpDRsssXKVZTr5ooT273WgBmW2HS75RVBF+URQNWsHmjNnCGZURdU14ETpjoinclycKJPX28IjwSFK5kRVj+QR3h4toEi+4UGBsfMU8QN3EWW1gQqUuxAveOIH7oDn1rdqG9q17t9PJDd+bUsRhLTa0+vJA/kWiJ8AxODlJ24Brh7juPj+hmlaI5Xgu114X2rDEKcmqInvkDXNqxAOQbIT3t+d/0JIBEABPrmIKxNn0j349RvekvJQYKuLK7nQhkQ6coKnRqDduPtcC39KkqKsrvivYU2jvqC21qEO7gRH65aEObNWuJiktp9UynxpZYY19DEOnD/J3tojVjx8xNKcw5vnAIpuLmW/gCHMTX1RqFCg1ibl92fAi5GqGDmXrrnr2TXo4BXSgR8wkA9thvgywGtoSRrL11j39deavetWa9x0iy1au9IZtMDpNcTMGq8K9zDhhbftLqIWaDPGH9bLiAaSwEkVExiAOry6PDNGLg0uqSk9SBQAdaiOLgtELRq4EI9ItmMgp8NgZm2tztFh9RdfsNSD37D5Z5/DaOYQ3w88b0O1ooPTgNPAFRoIYLKS90GXQEJrQHB8dUfxC+oh0oFQoFFhsJPVndN4fDVWIWcwiJnBai+zdoV1YtLeu241J45gGLNiHdseYMMCICtKMV38bvEIXDcDUoVFoZVGTu2iMD3GZTvGivJAJQqXp4v8hISaiYSohsEFn9IE5744+jUMT/EX0kXJo7DX1l3g3yilDJv0LtVmzmDI7YYgZBDq35/ZXCjxrfniSn2/3MKaK06KV0xHLsbtwrMi4oSepOUnDlcatXfsFB7HxXfFyb/QqRWAU96ocH+OwrzYC3nVbrSeM5gLkyK1J+3saRcyB8/rwwRKnV7cX6iKcarzisHyAWh9mcUw9KkffcVmT5/lbN59lhk5b518VDpXmWdM6ED6aM1SuKgPk19vWripL/udNH5QOXEqSpMkbxniVbzSafyRzJcS+KiZzeXQrGzYbMuuvsZSN9xodutOS7FOKeMykkUMUevlog3Ao8KQA4cRgEcAPYgclENJ4Sak3MXvJ34msMUbJWrf3kILtBnjW2i0N8yi3u5dXoNJbFEBGkAaZurSimUgMWjDVgY6Of1ag0wnhDjRVUIIuudkj5xNzliZwVx66kmbePA+q734og2hQuJzsj4QnedApb08MR3lJ3Mg4TA2EQlm4ipX7FdOH65NaIbMo4i8nFYKy1BP2XHOYRTTjRFMA8OYPBahedYFGzt2sAG+05KcW5nSx22FL3vVHIgARHDkbbt2C/zjtQADQGNATpxVXAtmx6kEbCVh/X2aSeS585Z8dT9H9h2yEpqWlPZf8rHqLCrcfrafKDtmMn7X+NK41YhMsf+xyWxTjFGw1eV9HdWHEBPCmEcREa+vktIwK7Jx9tLOrVlji268ydJXXW0FDkXPb9sWTuMBlqxrld33v4KADHbC0kMoQzRBOMQ0QjiposJVVxj47tNTFBi87d+31gJtxvjW2u11uQKDCV3aRw7dOHzLQAm1ZqeRpHNZagxWbDp9puijLurPfhMjQ+1TwYp0+uv32wR7C7tefslSo2etk5EjpqY1I0kAsrDTwM3AaCUJ+MUwCcYNBKhMFasBRb4ka5MCr3RS6cwzuirKByOssQUiv3qF5S/ZarUNV1n30kWWWI5peieHXsNtU5zmktQijIYvz1p3SWCu3nbtFviRaAH6uUuTmomKYbquVBPPKQ61mLQ5vnCSYM9l49knYZKnLYthjyFVympb5jSSBn0yS34xRvQ3hDCufCaqcS6VsBdCuOQ/TXQpUuEUWWHsq2ht+9Tks7Zo0Ob4rmb+llts+QfvseSmDWxFYqsSecX0ahjTyZFFPJFxD1vkaymJRNZh6kQnDW+lgl3zi9O4VKG46BYe2r9vqQXajPEtNdt3ZxIDUhdVx/aBpO6pAF3eU30e6B1bE1kxSl+3IoM+zFvbf8BGHvqWdT74oM0+9rgV+D5hCqmsg7Q6cYzk4XK4Gork4ycMVB4IUWj4U2IFCTgDDb8zQe5VmFoDq9DGujVW5sDlvk2brJvDl/WlBzeMSUIKHLBmqfx5QcyYGXUJHXemAMGWCWDbtVvgR6AFkOG8z7q0J3zdohvmplNwtOagQaLbHOfKnj5l1VOnbOy5Z63j8AE+kM0B+ZzoI0M2jWtpY8LWJIHUQFDu4NNQEagomPENY1QQA95VtBrEuAaMeZYJbZFjBbswUivd/V7L7rzZ+q+9iiWKleTLOhiplzX5FcN0VbO4KxjE6+qK8TK5C7LKEssWw/Rs3NvurbVAmzG+tXZ7TS51Rpl6iFf4OoFi4x4b+X1IaOaIR7PIJGeSVl49ZNVnXrTJL3zB6nydonnymHWjQu1iQMniU5JhYKIBnpZOYtYn3uWfVkISFGzxK08fRqJbjmLw7mdGJrGcm1y91RZvYKvEjkssuWqFZRZzYkw3m+U1zdTFoNMaSwNzAtXBGa4AA0OnvmgwOkGgICcmQqDt2i3wI9EC6qsaGHRoGYXRubVtRaxOSx1NjIzCMX7EiXlJ/cpWJGlvapMTVtu3h6+gvGQVDtBPc1Zw99hkkNZI1joMNGbkdJO0KJWsT2hZ59c9ra0pER5Ko0uT1nHKq3JsYXJ42Hqvvc6Sd91lWfZLZtauswZ7f0VfBFtron7YA1AI4QKBWEzkSU4wW3HywPbPm26BNmN800323RlkUKI/zSYDowkdNPTbSLpTnNSeqGzsmafs7P1fs/mHH7LUocO2mH1bHEzlM1JZElbo75LQfD8hPV0q0CYDWX9JHjQkxFydB+qZOG2y1+CTqmamkLZi3yLr277d0tsvs55Vayy5ZnNQ10ivy0cQwcRxpQOEAlQtleNDWg84DToRENK4UY3SkkZOENqu3QI/Ci2giZ0Gh6s+NVZd8hLmUo0SrgEWRhVBgds5v1HXd34Ka9Ka/1zR5tlHWeFrMsWXXsT69aD1cPiAvn3pXyYhfaxQaSLq8ejMURNalaCj6TRqlSZcYspa/ghjWtuo9FmtSc79NbZ/LL7nfdb5vvdbcusllsiztq+vrAiSAIonamuMM/iAvaRSx59U+mu7t94Cbcb41tvuQk46trhXWKyXpEe3ZIARiqPTV/jcz/6DNvPtx+3Mn/6p5fYftp7xMY5gYyUSRqixJ2lPg1BrkGKOGUZO2HgcWJUsTZVQg9gntOTVcKqRrsiAq3RiGMMXBBpYjvZddaUlL7nEMj2oR3v0VT6Aa8+jENJ48fvrBo7CuMSA5RZio3APUSCXBnXrKSOeof3TboGLtAXUX9W3JcO5GtK3oahjK0wGNxqBjDMNLIJlPOOTQk8AK1J+UrnWRBbYHJ7e4GsktaNHLIXqtfzS81bisP0matc0h653AiesPAJHoJlQ+pxSRQJLR8VpTVJa3ATrifLrxB19AUeMDyysStwshwmMY8ma3nGFLX3f+6zw7veHL4L4wiMoCp47eQSMm5isr1EKStu91RZoM8a32nKt+aJ+WWFmyg4pV7MwvNCRTFh5z8t2BGbY9+hjlj1wyDoI1gQ2bMTguCgfsWEw6NM7foamZpboM9X/G66GUY/XKRxikhxwQ3SFcx0bfD0itWqlZa/YASPcbgW+cJ5YrjUKCoER+mktlKC8PuIZgBrcHi/mrVmtj3of+aTRGmQgDArx2bSPPlWQi0C3gFUdtLGy7dot8KPQAjoFyZ36cNSXY7x51hBQqLQwPvQ0NlyKJDAeGkoQO40JJpA+NRWj5GxXO3PO5vbus8YLL9gsH5/WYepdfN5Lyyua/GoI6og4SXV+2AFwXY3LgNa6vyaaUrWqPDFyMGAIC7cU471u9Y60TVz/Tktdf6OtuONWy15/DRogvhRDFqHjvB71r0/HNYtekIpjpNv3N9MCbcb4Zlrre6Wl4zYT+rhNFikP5nXoiJ392tet4xtfs5knHrM8s8suOnDO55EwI7795h9IVY+GUWlUimGJSfkWCkann+vIs5JoRinoPmD4ZFJ5zTqrXX65DbAOkURdmtTg1KWBpVEew9TwkuSq7RU+4Jgbc9ewcwlVxQM37LtUmQximbzxL+lXA99nz8riuLonFOEjUc9t126Bi7sF9CFqsTExn6ROovFxIpzV18UN9ekyjT2FIHEpXhwHvwf6IocGhMYY4ylZUs7w7HFiYEEta5zp2mANcg77gfLj91nywAGb5/zXTgzXsowhMUkNUS11Zvg8lQ6za6Y4bM5nwXGR7D1WGgatFDj6xqSG3yRpVJdm31Lr/MA9Vr2DAwSuu8pSaIkcN9LWqV8SxuhH0gnHtntLLdBmjG+p2Voyqcey/lCdGbfZZ16y5L1/azMPfdPqR/ZbP7qSbkllJK9ohsnY0rphkPskmTEYBYq7jmLTYCSJj0UpVfRV+nkYXpHvx5U4Xabniqut49LLOHGGr5H3czajmCU5eIkMHOUXTP0CVaOcf4aUP2ptUnPUUKBK5YryKKFihZ/Mb3zk8qy7BqdHRuUo2p919pjyKz52rc8LsIlvSRIyxwEqFee3OIxn4e4uClt4fH16PStNFB7jGtV9oVxRIrm4iDhbCOU3yr/w/A/wxKDisgQqDmsF2xr/RmkW4vG05vfw1oDXAV1od8IXYLSmkV8RgvE9EsRR/j6/f1JiW0ABL87jEfppLet74b2Q+IInTurvNH6Iol8fFj97deLyWkA5Tgr3BKF7eTJ+Ynw9WkzTPdxhTuJK7rRowSWDHKXXKT3efj5aAKtxonGD9bbGh/ximBUOjuMw9PIRTuJ59jtW2bfPes+ctnS5hJUrI5MJax1pMcXZjBpnUrGq68poR+WFSSx34KaJ135naXvr4DhJWJFTpurr1lv/PR+0xHveY707LuM4PZgtx9HFMrKj3/550y3wtmSMC7RdnVyXE2IGgWaPOEKCJRh3X7dXB4bjqPOmxegEQByoVrI6X7m3e79is1//sp1/8hlbLBUK6kuGhcMRq9GwknajJnUo4Q16vL5QEfZWCRjlAVucSafzV7FEG+teat3b1lvv1RjQsPhuK9byjUH2OjHlBBsfiLJHzTDAaikUs9RDXy0IPABzbx2XlUTFo3IYeD7EmU1qIOpr90Etm6Y+MgVXOorHTNylR3Bwta5GpsJFELT3Kzqm2ddkSNOsqYxMGNxIzAlM7KT6Vc2TyuO1ZcATJAYuMsITseCLKlbrO/F3Ih22XoesbAN35wESQYVio4lGmjL0uqTGVUWVTmjRhGLqmiAAPASAu8IU7/n1rLT+DO66e2al90zy/MNdDEplLcCXP44I3hgXxXj3k+d7OU+syAgGsBeC4jy0gaof+rN7QgyBmvaoriG3fonXRElSjrKEkJBev944yqX1NzViyOn5NEY0ZuR0F6Xm7t9vdG8U58iQJipg4dXE+QjwqBiWwnEhLPYDq7W812CqlC1OxQpV6iX0Fw4nJyj0H3mUJ/QDD1O6qG7qO9pnrBB1HBnPJPUBbPqrLyl4uMaqNDcoSFvyeitqHAkH1UfFkN7HmZio1vc5w7WJXUHiIIcLsLxynu+gpk6ctkKp7NKkaIp/Fgsg0joJP0dXoAjTkkt4F2q3QEeUp0SdxzUGV6yy5e+63ez2G8zueJ+lObvYsqInoZ01Cfe6CzO8aio5oSznuDveQkRtQDv5xCDkD6nePr9vS8ZIN3UXjFsgkmJ6dBXN1OKeUgu93A9lVteowiGVJsuqeLMIIzl92GafeMTOfPYL1vnULlvOB37Vr9TpfKzrAYbgfUz8I+rl4ZQaOiLrHrJG08DTvqY5mFW5QGdePcy+wi1m17yTr4uvtPRizh+FYSXnRXXYgAFcDeEwRDEnSHKiB2Y8KRhkks0Z6szNRh4/hcJk3KGy8Z7PFpFGIselNQ2YJEwzDQ6JJhuaqW8jyYd+WWjRp500kHRYFqH4peqheN/uLDJA+ZQjKbShC0aerM+H5yTbokmrtVaGOPAgJbSveKyrZTnDVHCStQwDn29xwLwbfNXADSOA60xXuOPEQBXuQ1Pq6qRsbtUOYph4genOmSAtSVQK/EU4VKC/C8Kcz0oNRoza3+M19jXwVf8IzA/n9v2gxWSIklq8Kle4trrXPbZGBX9Lfnl9UrAA1EOidLE/tIcCRej9fdAn8Xr9fd2Ldesm61qhbP3y8sT4eMcBYcLUj5XpQgilMuUhzPu493P6tZLyp3B/Wf4yeL+Ai0p0jabj7WkjgKqDyiNM7jXvOQ5UGi8nxkWJCfNf8AfnhdOkFCb4woMrtHPIF5fthVFmiHMwDs37jUC/zqmXOl5RmQtJ3BM9UVxDSya0jcaU91tNLuGpjfmSzSM5JlC3lp59yeoHX2Xv5GnLlYrWCROVEY6WR2RpLqfcohRq58DQVVfokCJx+lCz8NGZrTMDnVbd+R5b/N4PWudOmCRftUkwcdYENn5veveC7COLjKEUQdIbA5DaSk+8LPmiGnnY2+XnbckYfUTq5TOANCfWPFFOC+WuCtGDKDpOgyAQVjFEGMv+Q3bmC5+35EMPW/qFZ63A9+RydHiX2EJ/8gEmr8YDwqaP4ZTWExwkTAez6wpSXJnZZFUnXujDqJddYo1rrkNK5DtvQwNkhAmiEmnCiBM6g4O8SWcOworBL96hHp6Rh80eTrzEaEioL6/7YISZwNDd2o7CU5IMGzrLA5fAUrapsz3ENEnH5QyTLyUExkHb8LUDTQiyfBLKB2RD6SVt6oQOESBqyeB1AkOYN6QkRhFcUKshnaZh2G7IoEHuRFFlk8Y/pQRuqGTnkYLTknAFXeoiNRpYKIOrcvE6YXNmS5sAR+0rnJoQn1Qdyz7qTS0gKoExOr7AUBMJF6EajtxSTi6KqMv8Ha+/X0J/OE5467rgAp0RAio7uBavBwjHONZz83MhTRwT59Y9LiPKqJuCdFE33b7LCYxH4IkYnOdRIP9qV+2NDeeC8v7oQ1rfigl03RkW7yQinM70wLomZkr+Mp+AElEVY5qfLztxr+h7i16cCsB6WupF3nWayVTarVJof03UYAR+B8Us1ph1NA7k4LvA+qgUPgrQyU9eJvCEo7Y0pShLBi2CJ7/yeH8TBxYuKpYJWOh6mgjAYCJ8dDRiqLhuBHpubkoQTZp4WnChrZSUeHUsuQAYj5ccvcMQV09pgkndXMPBOCONd3vGIjsX1dh0QiTJM5N8M/Wg2bO7rPzU45Yvc8YrbZnRmAWUVK1hEh2VCaSaxjX3DD9qB7FgWbTLzcNcK909Vrrqeut6/z3W+/73WHLlcv9klhBs0tbsViYf8Ln03vVpaJ2nLAgaibqL4YZ2kWehovj/+3dvU8ao3hE6hA86Opbr+Hnfev0xoVTHa2gGx0d951940Ypf+Eur/O2XzE6esA7UiF10xCQDSum86/ATEzPPS/fSYPJjm1QkPbCe7OBzNVWrcphw+Yrt1nn1tdaDOXZqMZ9oygUGGIAh0cE4Bb+JQYwGuH+z0NU4go7TKGOASiAUBmDjv14n794iShmYBpKgd31wRZrUMEomZ8lCedJzwqi0RtIELzHHtM6uctyDebumDoLeYOogS9aUDBhIT+HA506D8WVI4Gk4qSX41WBlZKXqUusqROk05BTvjaFABqWkcWASLalXcQpz61z5VXGcG0RoBKs1kWgdhohfxCzDGqryq6EiHPCKBHnbwbgVLEMmryNJw7pQaC0y/lCcZvWhFwkTFRKDFW6RU5iSxW4hDQGhuh7jzeltEPImXOqNM+keJSZ/qAXPMWy1v0cTQ3vqNTlDI0xEtCqCjL80Pw8hrdo8X6mo0tdrMK0qBiRlmMY0ecrEV6oVrqpV5qvk5dAImJ6kCTE48Yh16zfYyVOnvC/kUffP8lmo7p4ezu8ec3S6+VbhHAZoFVlv4lw6BQdnY+AQJDc8wOKN0+cDw+uCuJdLJcrlwG/1ESSf0B3obRD33ozebdI6KbPAB63TxOc5TSbLhDKHP8t6W4p0HfS7NP4cE70MzDPF5I3SaIhIosPrz+p3zvwViVOgKrjg5Nel9+E5orv8tDG/weI7BPtHj/0lEh/dAz/VZJIc6pCCr36siNlpqx05ZOPPPGuJffstc/iwpThkgBHsE0ztY1T60I8pAwd/5JmyqZe2N2qspZjk6t3P4J/jbOPGtkut82Mft/47b7PU+nVwU8a8nFeDsjUm4kkFMBac4yagAFuo70Lsf9eetydjpEeIoAf9uySg8NqlZhOhdSJDz2qi/y/zRYvxz37WKliYZo8cM04QtbzS05/m6S8aYkkIluBBKryzuKSILxBlEuooNaZ+dQbvKBZkXZdfYR03YkizeQMm13wFnI7dgLuREn+Yr0lVWYcJptXbRdXo7AnW8STXKo4a+IBIKZ6MPu5gHCqbnB6XgIFJHdmQ6jIhNSQIu+k6ZaTmiWM2qwHZROLUIMDaztWXEXEIDMqR8rw+TgRD+ERMrlmet/LEjGV6BzhgvEARSA3kF9mrwe3StGMdVbDWEpM6zJmGk7pTjFMqbLW1ZOLwDtR+MG/S1JgUpMGfagcCQrg1kXaFfwLVrqtkpYINkq6YRgJCF9ZVte4J84fpJzR5AFdZDYuiJBpSD3OaCMFhAhCaRbX8YTiwxOlN6v3wRHO91oUUTiBb45Q0RJFFEWpn/nVzcIoMMQpUisCEaUcRLk/L+nMVrQZEbq5e4bAHPokEEysSNsXm9BlUeFUktlKxTJdE0oOx1ZmMdPX12tgEh2mjyqvybmtMjMSEhL6YmPpaNpeHEaJCJ16MTAxSjDHH11d+6qc+aQ88+CD+jK1du95OMnG87vrr7GtYZk9ynNrdd7/HHnn4ERvjSxeByNJCjjNsMOpryWhtWvWQZWUnBP2ud91pDz/8sE2Am/BRed4GofL41TnAUXhkWCKA8WrdW4xRTdYHc67A5JUmA3xJqFkxTJhlFgmzkzr1YsBS4N4Bc+2h3cQ4c4xT9eEc6YNUCQjagZb2dvYDA4SJDzo87g93NRqp/P2Enyg8vqmLO6MBFFoOjVdf/6MOoikq15nkBBOJV/bb+EMPcd9tXZPnkSRLSIjSijgaJNbUQpMDlalxEy4vH9yyePgwD/ucMdZh0p3autX6fuxDlvng+y23fh3KI2gPhWrsyQWmLXx40OUzWjyOr5B7+zgxRpc33j5V1juHGNMhvGOLGukSsVFHh5A2S9N84uklm7r3r238C39hXWcnbCmGJRoorloCgvMrOkwDwu9qVOAxLEMfcooikHyxgjRzAwOW51zS/GXbbSVnIiaWrPBZm1QaiYoGO0xDVp5SO6Ux34bdag0wDBjhRxJxCDng6Qgr1ULGNi5qQbAkYSmfGGtTKhydEuBVU20BzWwzo2/XifEy+FVPzWh9+RGJAQQC//XBLqZFOg0MFeuUmTJgyH5UltrLOXDSpjjS7uiuF23Tx37SOrry4AZD8naUKgY49C5Z30k9Ksaurc+uSiUiMPAqVYAQqf60oAa7l0fepIx7KMp1OsLbUDsLoNcTpin8wE1s4jXvEvwcnGouZimipncl1Sl34Q46ODFsCOcP06nNFwhKAKwqqFzN4uUXWtJ4x19TcEmOto3XPENfDOlcclYVkOq97wkOUOgpSHkVm4MZlGF4c6jeykxSZvkmZxHpbooTWUowxFmkLe3A8ckGTC3JhEMBBPEa6Gdc737Pe+0b3/iGTY2MuKQ3W5x1qVFH//XCXC65lD2yMCoqYc88s8sKhbxt4OO8dRjoAfbmVnlPGZjJ7FyJrbsTtnHzFluxYqVdy/Fm3/72t23k7Ci2J3XOyS7YJRw80cHyweHDhx2H1avXoHadt32v7LMizFt9TEo9tdN5GOKixYu4FpP+kG3espWjS8/azPS0pbPaGK8JFsyAd3zTrTvtZQxazhGvdu7Id9g1t99ujzzyiJ2bnLYBjkAsIsmWShP+EWT1F01kU8BQZ8ggkXaxxlqAQXYXOq0jm7M+7oVshivnTDQnSTSD1Kl2BL/AlvQ69dIJAJ5caF29YKUCPy7Vx3uqpwupGpBe9fgM4z/gEerj42ygz7I3XW1Lr9jKUZEnbJpPzc0++rDZqbPWwSe18pq8iM4w+awCM6M+LqIk0sCzypNeRY/IjNbJweiV5563ib2vWvGL99rQxz5iXffcY4l1650W+TgCXw3rMGkLdgz0kFA14LzdnCjN28qJVfjAoO9qbc1VGoym5mzJSrv3wAz/xGpf+hvrOzlia+goGkL6JoYGoJid6D5TXogb0o93Gzq/r+0BD6ZVRTqcR6XTXDJkObZXLLpjp+XWrmGLRa81IR5F1hJqzACzG7ZafuVaq4+ctuKJw+i1ipZZtc5yq9bbzJF9EK5O69q4zurjI1Y5dswaEJY6DLpn6yaQStks32SUPNicmXLiVMkWrAeJtHbqIB9uhTnyZvM8J4e4IJJzqGhSpMlfss0alDULMercvMlKEJMERLVz6xabR3VTHB2x/mVLbBpi5IetUst0T4fVUPVoE3KduiY6+y1bRHJ79ElbvmTQB7ev1s4XbQqjgsR4ySWI9Oa1WMhxaPnZUzZ3eD98ignG0tWWW73eymeOg+sBpIFuy6xeZilm75MHD1nPus2Wpa3KL+6zVCEHoZPsU7eO9Zcx0hnurL+WDx6wKsfrdfOVAuvI+RpNd+1RCzoAAEAASURBVHcnE5GGVU6OwpxJytptYXiYTwydtApEVownPbDYujdshJBAfEm7QKd+SCMgnGVJ4WLA3lECUXSVM+9M4TLskqzr6l9nBKRVX6SfORll4tJgElZhIlNCjVniUyjFctEmpmdsho/yjvNR3mnU+0WpPyHqFa4S68cVpAnAAVk/SEQwhwwaiSrqyDrMK035UnWWyTu8fNiWLl1qZ06d4Z3UbWjpkF1/3XWW7+xwlemXv/xlVKJT1tvfZ+/cudMef+IJW8XHqG+7/VZbzETv6JGj1rOk11auXuuSnIh5T3e3bUUqefyxx2xwYNAefOBBZ3Tbt2+3V195xa688nK7jPFw8NABu5JDKZZS5mk++bSMz5st4pufjzz8sK8pzlPfXKbDtm1FBdjRjTSXt8OHjtrNN91i33roIatXGvaBD36AtcisvciG+pf4Ao0+9lKH+WayeRviA9qFQsEGly3nnadQoWbtputvtL1swBdDVvOIcTDymUQyYYKpaB+jDvZuzsxxaDiGdGI09HVJmnnehbZL5GGQWRhjH/B6YJp9PV3Wy4ShE+bZAdPsgFnDW13KFH3R/NEL00Ih/xIG9YYBy6PeP+k9ifoIkZTvvJQw9QMB0OfeEkw0erkaN99mVfZIl59+0s6/tMtSY2PWRcW1DKFpYwocE9AxaZTU9RqapHLXti9NTmWStxR1eOWlPVz/ux36y7+ywvvvtqXvuZtj5/iQAEfRidaJMVINx1EjhEeHw+1t5d52jFE8zJ16Lv4mM7A6hPbUf/tDsy9+3rpZG8kRpS0Vrmp0fR5GA/QWMVUd96ReniC8KQkTgjMPsW4w65yXscD6jZa6Zad1Xcnm29UrXfsnU/AkhHj8oUdt9k8/a4WVi2FIZyxz7U479Qf/L7SedRnyj0xP2NpPftKOfvtRY7pul/7yL9KJ99no575onahgR154ybb8H79kyd4uO06+JV0w2wN7LbFimc0MLbPCje+wmf/6Xy0JcZifGrXEjq224hd+wZoQhDOf+i1LdfTamv/0H6w6N2mn/q/ftvW/8m9s/HNfsBrEavn/+r/YVHHaXv3aA/bOW2610T//c+uGgKb4TE6TGXf5wGGbf/WAZVYMWWbTaqvu3g+hyLL+NMsmZuqybMCqMNajn/49W4bBQXFu2krXv8NWv+sWO/KZz1jfVMnKEOax85O2/H/8WZt55jFrPvOkJXq6rdy33FbceYft/dxf2KU/9/PWc+1lNv03f2e5Rb0Q/TkIX806fmUbAiPMeGrWTgKv+dyLlvqFn7P8Ddfb8T//jG2+ZLuNSk344JPWvaLfTiOBXPLJn7XTDzzEkXx7rHP9sB+v1b1mDYYIrLNlYPR1WeLK7OqH5KAiInJOFCGuonQ+5xZVdEf/ob/4WqfOrCVNTYQZoqhDHKZhfOeZgIwjFU1wn0QVOMYEpMKHdbUEKwlPhDxI7wG+qFgStbuMVrTOVkeTsLhvse2kD3bC6I6fOGmHeHc33niDpXNpe/nAbrvhGtrs6DFL5JjE8XfJjktd1Xjg1VfsmmuuteHVy23Py5POmM+NjtrjSH5n0Xrc84EP2BTq0W9+8wFbumyZvffuu11dKUbSQPPQhMnWYdiSxsQBRFYl/2nCsAILyef5asU37n8AafJqW8Y3P79079/ALC+1d9x8M/fttmXrNjtx/JTt2/eqj02pdeuyBBc4lQGDz+fztgym/uyT37ETTBjVwuvXryXPPrvhuu126WVMoETNaR5JqmnKrjCxmGVs9cPMxJQr4DqFdHv46BG0KWh76F+0HniKsSAtwUj0EmVANsO7EbzGHJ8gpv2PSiMwftYnNh08d8A8F8HA+sCrF4Y8wLjt5yjGLiy0/VNxxLu0qKUB0Q1xHdeAhFOyGs0O7zOWktqX3kOcWs21QGpD1QXWl1y50jIrV1jupsstsx/J78mnbezRR60LtWuWvt6hRiKxM1XaSkzd6yH8VQFgJ2GkedLkiE8iQZZe2mtnPn+vpT/xEzb40Q9zkPk6vj0JDRNnVZ35cy2LHt5m7m3HGH1+RedT36weOGizf3Ovzf7ZZyx79JB107dYkWONS8SNDgWBl+JEMz1ZTPrMTj2VdCJudVSOOkat0sGJNJs2W8+dd1onM+9Ebx+zUfKyvqg8Mlyhx9vUCQZyttu673y35a643OYefMKS587Y8H/6dT4EjCoSptZArZXmtH3N/KQXytJJk6ypLebLGLOPPWXVwycs09dli5Ec+i7bZtOnjlnfO99h/WzwTTEjnGUADtx1O8fRvWLnjmAUMTlvE8+/ZDmIQha8Ky/ssdT6VdZXw6gBwpNgRtsJ1W3+3Tcs844rOOsR1s/3F7OsH/XffhOMfoOlVy613gMnbPdvf9pWffiD1rN6jZ3Z8zt8DWCHpXdeaTlm55LkkliIpvnG1aIPvM/Onzvphy0bRKk5XrO+X/41Sw0WbPQ//7pVH33AOiASGT7c2rj2Gpv/w8+bncFkXUKVemQdRqjZsIgt91i1m8CqtoGkmx3lK+zs3Tr3/Iu2Zsf1VtCiIUQ5SXulscAbeP+77CwTkPrx4xCwihVQGS35iXusuRSLXwwxNKXOzHNIgogU7+eH5dRlRNQCgaIPiaCoPb0P0IvoMzWI+1ilBNObt2nUlhOoPc9NjcPv51yarNIukhZ1qLRM7bU3NJXSCSmOtvcjp4FIAjLOEvqCeyn7Xbds2WInqfPi/gFbBHHez0d5b775HVaenrMtGzbYF//yCza4csgmWe/7ylf+jvxIEYODtmhFn2tEZN25a9ezNjbGB30zSK1IrJlcxrbBtJYtXWZikp2sJa9GEzFAvnkYdxXVbYo2FfNO0OeFe6Gr0268+SZ7ftdzMP7AaEqoe/uRJFevWWtDQytolqwtXb7Clq0YthkI+z5wPXLsOHBKqFvRjrC9qFZnn193nw2vGiIM1WO9SL9keYLljse+86TVYGidaBrEsMT0L718u9339a9wRHCfXXPttTaPdNxB+Frw3c3B3zffzoQVyVbrlUsYp1/76lds48ZN9lXul17K+EIVfRD18NDSJdSzy87xNY05wtRDEqxjal1WbE7LEVojL/LCi4y381PsZ56UxE6fpl4aun1I7H0dnTDKPhuAcXYziexHDV0AV14rfVVMkp6BRkRr4Ul1fDFP9R/GadBOqWTK1nIGW5s0OWiyNli4RB883mHVO99npSefQs36hDWPHrFkmXGh9iZPmXtGEyXGUjJamBResdUurcaJXFWb3r/bZn7jFTv9d1+1rn/yT63vng9wJuugRFBSiFlr4vhDnDyqQj8CTmTo7eUgPPPHjtjMvaiL/uJzlsHAZok6kVoBAqPOJxVpSqq2WLyEkIr4iM1pTibjgQYdfFTrh5dfZp3vuNUWScU5iHkOvY8u7IyUfshamcgjf4Qvve0OO3LwiJ360z+3wROnLTM2bv3LB5ipLUXvmbf0qqWWeAqrtK4eLQOSWdsr6KDi4ssZrGuW2sxzL1sG1VO+iwG4cZXN3I+RwyMP2xyfyNnMYNfXxke/9i2rnR+1JXffDqOBaDC7HrjuRptH/Tr77AvWP7zGZ7xasC/BkIduuMaKfPoqjaVfhwgyNahUS/Yq21KSZ0Zt60c5XaMXVWWej6WKaEFsarTNqaefszHOhNz68Z+0fF+BQVe0AhJYHbVYpVr0j7DWzk1Y32A/zHgYMbxhhdVIlqfHkTbZt7nvgBXPz1hxZT9S76AzjUAKsLIDb6b7MG+IgsQlN7zJ2/Qzz0C08tYFQ7QH72NP6TmSYf2qd8UhAA2k1+k/+yKz9k7LXsY72f8KauEjNvq3f219777LVg5vgIfTppr5U8/vdnpr4jbc5P1ejj7hriWN+gbdJ2SHyVTBuwjzGGUSM1Es2pmJ8zbJXWuD0xh3ydpTRF0qP9+KIDWq4KZQfMFkpIJ1y0OC1IcctgqlSdzYgvIalLEEDcEtfPj2ySeeRCIfs+HhldZJ/TOooh9+4tt2fnrcTo+eobn3WxfrhoWVBevv6rd+PlJdQ3U5dm7SumBmxSKHYMMQklhwqkRJbGlwe8dNN7mk+MA37ufDD5vstp23uvT2bdSmG3iWJavWCotIVedhuvfee69rE8Q0Z5Awpcp9jnWy2++4w97PFyOOHDnCPOi0feD9rHMB/1vf+iZrh3M2N1OE+VQYCp1MBlJ27NgJ27xxs737rncDg/W0efChXV1VKV5B/+hQnxQzEAMA57lZmCdMqIbhURMmHSaZ0uo0UK8us69+5auO64c+9GMw/U5Uw0OUmbSNWzbaEZjLyjXDdid4CndJkn+LJXoRTYQmxwwXpw8LUhR0gJflkxaK9s9I1fT+YHplmP1ZJP8kE74MkyMZ/hQY44to506Y5/CSARvsXWTdrHMXUMOCXqiXwwQWTDhsaaFQl/qgO+qU0C/5EuxNzKDezqxcxoT8ZlSsTGgefsZ69rxoXUy4HCCTRddQAEvIM2+k34jNqZNK48XSDM9dc3UrP/u8je7eZ9Nf+lvr+8THrHDnHZYZxFoe3N+O7keg1iJgcowEvU+93PCkXhoCCAt+WBcdi25AaldieRYemaFBNCcmLYEF3SiquAqzrGXlOZl0kAZGpw4JPOWSaYhvOdAapP8F8DKYmYF41QcWWe+V19gyvp2W3LjREkiMYbmbMujEUsNqEDmyGsDAbVJ+boB1mH/xM1b73JfsBERmyXb2L3LYeANiwiIGa3Ej1hwa9Jl3hq+LN2ZHrQZR09oBFgCWueFKO/dXX7bevj7ruvpSq0EAssxCh957jzWY1adQv9UwRevfdpnNvvAd8s7w8dUzlth/3EaZ8TYnUAFNTVv38ROu5tEm+xISGRYWNs3XWLvuf8Zy29a5OimfRzK4+32WWLch7IGi0RswvQZStOqjz+gMQTCX3XYzdByVLp/PaiKFzkPJG8yUl7/jWkvcepNVPvslq+w9wCe3zlAH1FYwxVQP6lkMhKrMRhdtWW/dO5EcmwUmxdST04MazNIrENQc65cywkmUIHysiyZgLDMH9jnTn+EEkfzEtFVQJae1R5M2YgecNTgur2P1Khs9JHUc+ZiFd21eZ+t/8sOW4Hg9vYcEW1i8v/g70nvCqQ/J6cWpg/kLjAM1JVIv4WV6QsI9Sn2SvoJfoOZhKDMwiBmk5MmZGTtLXcZmZ2yMdeAy8VVgatoh9bv23bGoFrotcYKuP4WL0AsJFaEJla9R4g+l6B4ViMRXZ9IkCU0WmLue2+UEfQg15SII7ymIci9Wp9p5mkACzLKOtP+VV+1SPk794Z/4iFuNTiLtTEHAR86ec2luCnX4HNKrq0dp+1m2Wtx33302wtcjxBDOjZy173znaZqW9U2Yx/GTJx1PMbL777+fXUc5m6BPK62MYJ566imMdwrOjLSOKFXoFH1QkkwPTLrIREFbPAaYZGotTBPTHZddgT9hZynzL/7iC5prevuUWC9dtKjf9qIN8eFKqBilDIFkvCMcb7/9VqxNe52pV8qSeHnXtGkRAxSN6U4kxn4MemSRm9HkRVoTXkWeCeIMdd20aaOvX+7fv9+uZaI5qDXVo0dpcqxdwcN5lF5B5ISvJG/B5k2FUMrzZ/pDA1Wt3r0O/x8H/9NcWgN/kfXdPG22vCtny6EnPbzDQbao9Hay5g68tKbqtEeAylKOfMD1SQFP3ujAcc0V4yTPsXArbrzd7OmnrfLth21yzz4+eD7hhwYwf3ALVWmxAMEEFoSEN36NG/VrqA8Hlcxa8Zv329iup62TSeSSj3/cErfcZgnttyatsjlVVYcHiMaE1x9svW/6mBHQkJZUwAZJynIfL02+kALPRex+BBijGvZCC17w6jXJqflJwqZgeQORgrhI7QEBcmst1s4qrGcd/d3fs95vfsuGmdkqnV6RXq47Xqp8gQiJUYrVBSZZ44XO0InLQ0htN15v2Z23WHbzZgibLDHpWBDb4OJtF9GjdxT83EWY9t7/NT5VM2k5vhZe3bbJcjffaCMHT9m53/s08VkrnTpnW3/qp6wX45xzf/0VO/bp37XiqVGkUdZN1Pm3YWzS+LKNwGS6bviXVp6ctPN0ugrntE4jOa3ZMmyjXRnrvflayw322JkH7rPJ6YqlNm6xvg//OGt1E7bnj/7c8ifPWDGD1R2Eq8JMtgEhGYBQTj+xz+aQ6jQQztPZa8AtH2QW/aHbMWvP2hxp66xBNBIQN9ZQaof2GmTVhm+40xZv2WSNfM2OM4aWve+9lr/jNkbjtKXe+U47vxsJ/Q/+iAkE5vTn523Fe3fakaefsV6k2K5//k8gbrTPSNn6UPed+tK9lnzheUuwJrTqkq02uXc/Xyx41Wp/9PsQjj47PV2yzT/905bq67a5Lz1gpzloQQOtlu5kPahuJQ5IGP74j9nUb/2uTT/6jFVQBc5Q38rXH7LUlrU2fNetPlgbbFPRRvEwaKP35R1AfUjEAqcBrcGsZ1HP0GnoJ/QvZuzaTC0r0FmI7nnexRFUoqeRDqvVCpIiUrekGAw2EMW9AMGU0Zb6A8A8LALpoIWP+q16oowmfI1I/Us4OHEROo5ZwA0QadJNMeFT+iuvvNINT6QC3PXMs7aJ9hzB2nQCzcRR1hlF1MZnJu1zrKUvYpIgpiTGomuOMXEOqTILYxuEUK8cXu6MS5LgZazbpYGtbRRx+jT1SjMmhJeYoi454Rf747tH8KO8chpjYkzBz2RBDIB8uguemKSY4Cc+8QmvlwyEhEdcd6k377rzrrDPkfY/jfS5HCOel/fstlWrVtmJE6c8fQ8TyAJGOrMw+wbp9qBOvQEVqwx6Km7JW4QhFeyaq65izXMZUiZqYCaEYtzad/kUasqJSTbci/HR7GIFbswCjsLFmQLv7MLExasUfpSn5VFdzbepRGHaQMXKMZqEkr2EcVGWBL1Sv0JTlrCUspo2kDq2h4lvBwY/iTTTG9pHtjw6ochhkSfBMkJG5Ad8Er28g3ffael33GQdL++22v332diLz1mWvtlBe0up4gID+OtEKu97wOPfVefSPvQgRfaRfhbbg5Fv3GcdP/PPrOtjn7DUpjVsLyswaRMETfA4I9rzwlTJQyMEK3evdIANRlE/JVDtRTkezf1id0wMqdFF7CT9+YsDy2BJKI8QpqEVwWuK0yhYzZ8KXA1qiTrkyAEb/f1PW+OLf23dI6NWUB5mO2IIWdScfvqDJEP6lFpCwzXeTF1E+tHRaZVFiy171+3Wees7LbtmHUVmmWlJPSFUNJcTaf5+joR06sm9h22KRe9MR8oWX3e5ZVnLKO45alPMgJtsPOrZvMG6LtmGhSoD5pnnbQ5GmenvtqHrdmDVipq20rSJJx6D4dSs//prMUyYtHPAa06jumFNcOmlq1EbvmqD269kfa5mZ599EQRTbp3Zw+k6mMXa6adeNMwDrDJ5irNYr7axQ4dtcJg1n2VDNvf0EzbNMXPL1qy3M88fwDAJ4wdmvEM3XwbBzNvJXS/bknVrLbu4z0af2QWMCRhpxoZ2XGW9q5dioDBlJwhfvnqTZYZWMnHQu0Iq3XcM5niItmLGv32ddSJlj+47SHTKerZvg+4Egtg4ySTheaSeYsP6Ni7H6nSbTR1krfLVI45Hd/cSPuZas6XXMVHIZ6z4ygmbOXQMiambicBiQ850K8wll220qV17aC/2ciJpz504i+qPDRqbVtjQFZQHY6/y/sNRet6ZwssLHQo/70uvjA7hBFCdg3cs9dYsgM4jWZwcG8UwZhYpoGjnuc8juWmPpvaWygK2ruk4dzHRlhIAq07TGvLafhOILXlIoytmBq3+OIfC5MQ4xLx27NjhzO5RjDLGkVZ1ckwXRFaSWeslmBkYm+JiRiempzBZdMZlCvYblavwi8XFbSCcYwYa1KBVlxrFYPUsiVp+MWvVUe3xMBLsJlTBsnCV07MY7I033ugWrJosSOJVGbrEFOXiMsWo4rDYLzzieE/89/xo24kc0wJeJBMpymGqysWd8gb7+lF/wyjRyizjG6td4F5AFSvDnrB3F9xI72XSTeldTsRAgx3+GG7t22ulBx9B1fqU5WYn2LbF5JQy6pQr6ZMFGfIyOKJeqnySiquUrT3aJWDPMcHKf/KnbRETlcSypfRrqf8ZXqRVf9Z2EfFGWfeykALcuH8De6F+QiwOdywVcFE63iH2Ym/mLf4jVIPlX29OdV2X/jTb9r7ED16ttai54/1z6hk6Cb+B2f701/7OJv6f37EsBhuL4WM5vU3Po3x6qcrJpZteoN4XV50XO8/LL2NUktt5kxXuuBVd/lqU8zl6DPHKANPUArx6RFrAvp+jk1VHx9iPhCUlhtMNznJqZDVfRJrDYCVZpXasqelUlyaDA90lxIkOJulBa01UuMEGd6GZTqKYITxRBV+VzyRccq2ma5gCIXmywumNRsfX9FKDWWOOnwZ7CTOCXSE9VnB1VD0i5g3USTo9w9IY5IjAVBjwSLBSs3hm1ZgyRVS0bSWhfYhMLrzPswbBSgbQiYf4pJGM4d+kZ8sKp+n45n4Yi29vkVEJ9uW+jxQiLNVZgzXEVA0yoI34Ga0TIaejroUloG7lF3N4rU2mSzXWNRFHNYFBZev1ohwZLQTNIy8YIxD1jSaz/SSMT/B9HyRpZB6v5cr+7ZsszXYQaujvOrw52spnRHoKIW72Th+QZDMKYR2ZnrJz4+ftONJJEQ3BLFKhVKM0FLNvaRjYIE6/0fq0VKG+L1F+1SPqG5QIcnEJUWDLTUNRhFWudVjGYXG44sTQpJbU5nQxNDG2btSEgxjFiNBr3bG3t9ffmeJ1vV6C84Je99NabhwV49WKRxz3+nucVuHyx8/KG/vje5zm9XGvh6nn1rLj/PFdDFEMKk4Th78RHMXJiZFJCo0ZpqxtJUGPsQ1C7daHtHkcQyZZu0qdrHQx3Piu8gQnLjdmjm9U7vcOC31OvUTzMjEV/fmzjzvGCGVIauxgHPUx2VkztNxWMVkf5H0XoBtQDtXIi9AxjlK/J5k867g4ADHRBv9Dh2zivgctwVpvlgPNZfyGEEqdkEJ9rATm6HND8ngrQdcEtQydmUPKzl53vWX+2c9Z9113m3WjLYN2JEWDPH24u0WrsHetiHKDjwPVeBMyF7/jfV78jNG7CQ3rRMWJF03Ng7842nihqelQ3pnYj1j91iM29QeftuIjD1o/HbqTDhB6nWZHkEQyhQ4YgsMLQ/IEfhmDl8kB9ijtxILtjjtNFpxwI4gqzAAmprMLvRPCuGSVqkHh2zq+3/uGKI2jHnzhU/8F/qdj2WCU7Mmri1FRmabg6k/10noZg7yBEYICpL5BWcLCPgxEldYpNnS6JMxJ5zDqjETtx/QTeIBb91NhxEphDM4xYFiUKGbvZ0wyILQmUocJV2EYTtsBS008PKnPh7Mood2DxIIQlnYiADCHJO2gZ5XNcIXJOUIEaXZJNklLZJGlrmaKKZipalCF6+h0E1nBipvqTYl5eEuKaVI/DbAakwIxc6lpUligUhqf7NJLZx8WsCrklUpTXyCQ86+egA9ASUs78AK1cd1DhLPqr0LUf7BmmmMicNOv/hJ7JZcTqDZQCYrTL/mZIWuOo7pPYdF49Pw5O3luBImQbRNsFJceyydFECNhFYALhtrbC6JMEWn1RNVDUYTrP6Ac8HQMFfnGToRQLpbmYgYoYr2Y9TFdkvbEFCX9KF7Pf5+L4cbqwNb06sci+DHjUFwcFvvj9Ap/M+57wYxhtJajsPj5je6Kj+HF9zhPfFe4rlZprvX5e8FVfjmlFSMU49Qlxihpc5q12BnWjqWqlopakqiYsu4yVIrbNb6rnL/X0S+UjCLpJuooXPRvdU0P845DXyJMzEY9S2esdqKpGeCdr6BPrB1caktZDslLC0IfTXDyke+plf0AtCRM14ALbZx/Zb9NPvgtSz7+mHWzV1XgNZ4kgVKCoIODxrjkUHAQSgriQQeVj7HG2/eRj1rfP/0ZS2GbINsIjVGRAtGZYKQY5QGCRozGr+MA3XAngBex471d/IzR21Vvy2kYHvnpPGhB/cVJknQHIasfQVX5mT+xyT/+IxsYYT8iEepnaUk4ZIQV8SwiGl5VgIXGlZeuw6yrmLnbFVdZz913WfaSSzgtjRM/6GQoHgKxI50bwqjHKjOSjHccCOr3deDQ1F401jrkEuyvkgGGepzwU3eXNJwgTBIilixE0KGRfF2tK0aANERSJ/7iQq7C5SsVYp5NmKHPyiRp6dQacSl1U25ijoLrrcU4cSCkl+54AW1VgrQJiVQakaz5CYKfziIPDEd9Oqg8wRXuIZy9IZWSIl194jMOQAlRLjcN50VJenI2oTUmDXDlFlyNPEaUzoH047eUUbBh9CxYgjfl6hgb2ps3TnsAUw3mmclLej/zFKYruCICCVRFsvKEkqgJhAZ+paVtJDVh7JBg1h1UPOoJSIXA1HrhKGtXI6iHT2LRexLrzlkIEC1LcRAcYAo9zYuEvxiooKvezhS9fMUJSUKcsBAPbG8bfyaKZ7zcSYvH6yNQOPljlaeYnyQXqfa0GV8MUAT3+0l9rfDEBFthx/B1b00nfxynPDFR98DoJ+D8Wlxb4wWjFWYcF5cfx73RXWnjdPIrTatrLTuOi9N/L3jKH+d7vT9+jtunNZ3i5OKwuJwQeuFXzFCMU9LlJOtxYpTyi4HqWZKn4Mf4tsKMocS4ewdVlenTokxxHjEifXRYGgs/QJ0xLdV+Q2Mi6oMaeBnK6WQga0/z0sVYumK8M8TSwiJZJcOwdJCEa9NUMJNLCsISCCPBZ5+28w983eb37rM+GH6wRmeU0gfVn4WHxpaUTnJuLQ2ejEKbZryWtmy1/v+J9ceP/A9Y42M4BVPWBFOKLJUiFigytHASFM++7UTlRzAJuigd7/1HhDHSfOEzLrQ0vULMQoxRBCqjfW5YtVUfetBOfupT1v3UM5wIoZmKFIwQEqQRqSdFsJqo8eLO54SJp1nglNHh56/Y8f+xdx4AelZVwj7TM5PMZCaTXichJAFCl94CAtLERnEtqKy9y6666FrX3guu4oqKK6gorCAKihCQ0EJIIZWQ3nsmM5ne/ue577xxiKC4GyT65ybfvO32cto959woP+fcKEPJIMrYZCadALMIDkAvGBn9b/m9Y2n5ZsKXBPiezRAL8J02AlGQmJpuGRuoGMP84PKcmE5K6k5E8qYMoTGzTr0NOcNUCbjNzITBvsnSpIkPEPdUDX0xiiNNpGZcoeyw0Jw8/O59ahMIIwU+I6PMZnTqnKxt2Ue/iYS4EF0qMDtOx6/2SUqcTFj8mk4CcQE7AlbaenDpTovHDsziGzfDdjyTRzrPEWBQiFo+2Iu6iMmNa5u9t67WQ86Yz+RrnRKeNNv8xo8SDKYV4JgFfaTYXdwvUeLpATCC2KA1xrqd22L1jq2xmePDNLKXz1XN3dM6PCFBkJVE9pSVEGIqhzwN5OMjn7jlRgq9D3AXuCYgyKf0nqu2gWVweSI7uUCRocowIzAnkPNTLOq3A+HvpwccWxGiXKVi2Z07dyaucuPGjYnbFJHKVcqBStw4LxJyZj5m0hPXY7bGXPNMkxRcis77ROBmr9Kcd0onpTDWTaKDfQGS9MSNgRB+Q7FjHT90eIzGA1QVOg3lrIdCtybMQwJW4hfN92ZMfJpR0il88sko343dJ+1IkpQ0odOftAKpJvPc+qWS8bQU0VAJsfaSl0b1W94apTAUuFtKkinTJ2LR5UA612hKLyBIC9an/TeIF4HpfVbxflhXgY0q6bndlsawKm0Iiz1kt3v10tj87WujG68pAzfjbJchkOrV9ZYty44iwggZ2CpuSECMgeMEwdhdghLG4Ydhs3NGDDz5JAx6MPrmW5qUJM7EACCaNGHTtKWHnBgEBlh/hyJFwHT27ln9dbLxs3LWkdtOORxu0rFL6T1IgrwVFbpPkPyi2mDuuzT2lpLjOKgexbsgWc9sFHGkA4LRtuxw0sMVqq1mf8l12W6Dl+Q8gKv4MQWvNgFElPCkleKmQ4RK/joDt2xfJ+SceoT4qStI7Mrkf9qXo6BCkRxXKcTsZym8A8GRBT+RpkX0InQHhjw8BNbeVHEoKTiB/PUEkhAseSbOM5WZAQ7PsrROeopLxImZ99bF/IE+vM9KFBkSDXFQJ7aXKMxs2Bwr6nckzlACSAfaaT+XeNQqtUdKW8TYSf/Ro+aYBbL0OQNlvqJSEju+kbN07qRXUvu0B05ZRZihaBrK/Q2Cwh6KSYX7gIpBny705Wie7vuBd/tPD+QgVGTXN/jecRRJqgy1devW2IQLRjlMkadIMh3j5twhrVPVOeVRX9q3uix4TL/kG9U5R1TXSD4bnatGyWYjUUmjPkCCEczLAUhJxiF9GDtoaIzExd8gkJfbGxKGbqmYMnCvuOv3v4+ue6ZH2epVwBbsRdXAAQa1wkxYWpkUZSrJJUYhVAS5VtQzt9sPqotBb3tLlP/TPyVt8QBGefydJjcspwQzsqZYc3N5aj/xar8KfyeIEXdrQO2kpyWglRphIhVit9R0863R+PVvRNGiOTEAxY4yRiEBFLpZbw9JcsAgFKEg0cFgJ6NuxrsZra7GuglRceGFMRDD6EKodTXC3FtTk9E9Rcv0754xlFOjfDlJAbJcpM6+/5oh7oGbS/aSLAKRnhPMPctOgKcTJpv8gm+Uh0R2zk1/iUpzGoLQ8aFqupIuPXJ4FBRoRsSKZ4xC29BdAYDnClJJSMHzGVNGXPIg25NlnN4kLxu0xH7tZMUovVRkTHO54X+Kb0uz1ibuiW/JObgcqcXTVZ6o4eJO6VNC26JIl0YktNQr+Bbh8d3+AO2kfEWqmaaciIl3FG47U4l6tqG+ieM3K38ENT/9LocNNEnV66b+5JQWpS5GVOBx73Ar1PxKbEKXbNoQ27DvbMM/rE4aVDoSoGXcv7lyn5XqQxbo/1SPrIi8+N5rRgRkhadqJs6vP/40RZ6DEW8dNGEC3lQQh4IEy7QJ6xMSEqV8560EXR7y9/nzgev+3QN/Djn2RZjGc79SxLhm7drYBke5EVvjFsw2dmHv2gk21F4xSTicQb1z3daLUFy2IjXno/euRc3JXKISrUkRUMCnuAgJVTp8XL+sLNJKzD+GVZbG+GGD4pChw9inRAMZ2Jh0JHDo0b1+ZTTdc1c03D09qrBrrUj5O/eBVUpheglbSmK98JH3rttWnhsr8Mt7+gtj6FVvjbKTj0fq5ukdwKeEEWkHcDvdkyoBO6/7afi7QIyK95wc3ZIeDJEKHR2L57GX+INo/tFPohb3VWUMTiZWcLqIsBhIbhPwdQoB8B3GNibcLqj1srMwAj4fxRpsnuS6ehh0Qax7iUbP/mSpU0L/MPnSe24zwMnfNDl8b+7PIoA1spoAx4X1/BOHpRmeyjUPJxH1QKvT72atWLTA45aoZUfBQCappgFshWs2IrJGTAJGT4gqeiq5x5gZRJnINZBCrt1q3xg/yfrhxPQukzheESLIXtGkCjUiOXRzsgls1oS0LqiLSE9KUo40q5wVl3Ml9/TO/rfe7jK4gMSacqwoKqgRS58lBJ52IURMZmhi0iQK1rS+ox8kbuwjFrXIuYODmdnWzepmscS3H0XoPmaBdIypRyvVo8C0ir3CtXCHGzE639rVAuLHdJr8PNHAUlRKSkb19GnS5uMdRezJL42siJN4qQxe5FfH0jRFaM6WoIQwmD3qgyceHEcjlq98JmUYx9NB7Q0JKTvBCZaR7/H1Baa9UQ9c9vMekLgx5GPYt7pp/jCPnm5cmyDyGxsbYiMOCrTJ9BSRrSh9mUa3e8KvZEcrDOqdhy4x5+Ef55JzyJ9vhYeuHBavsBEilywS4Z0OKIZJGIVG6xhso0dj9ztMjWa4vKRtzqkt7U8swlfxL6LgoYeiBq8/wgjLS0S9uWfTNRVladbJCI0wHPX4dC2/8sqo/efXRhG2oR0Q7UJuYUqqmnVMsNSE+2d4nhGjnWnH0LWpd7NH+y/BYvsvcQ50K50uNYTvqSi4++5Y8/lPR9FDD8Qw5owqKV1JFGk6EwFcAG1OBBGL8LYd4NwApV5xGEfo4JKqCBdoqFomkUM6ectRJ645JPhMPhmXw6usNlytbN9flsY33j27QGwnEQkyRN6bKr3rfZ8ypOZyqL05ix4C+0IRWg8eYgTdBT2YbYCgsjrbUhVwXCZMcMSqLoxkI0V+ap2RNPWhkzrTonW/TaSTlWIX+C11BdesTdwQfJf0cngUMaXMyD+jGm2M1CDXNPuJkO4t0E+2w0QchAsC18Y0iWJ8BQLrTlStiJ/xoFR/+Z0SXJGXJiRm3Q5WVos34VLeW8sutQNod+KOidcJAt7Q0BHLAS7Ltm2MzW34IEUhJ/M7SlzSgF9TGgmKhBhBkglhm18CbnaAcY3HzyL4pb7jwS9VeCnREL0WQqtuwvh0SoRi0TJMJQwJYJG2L0D0/o/5UufeMvI4SdrBu/x9yuhZ/MnTP13Uvt/c53J/y1+qCwn+XFnPJo5lWm81MzUT6Ztf37KNlz/nV9/loe879+J89peHvN75s2UqijTk8bxaB01TvLcuuW2j8fK6eTVeXw7d/CzXb773mv9M+3QhL8O0eV75O+N7b7AO1j8P5pt/Ew4YK/+q4EO/s9sRuyqCXb5sWVLs0V1ePc4GXMfOLYX7gsRsrXjlR3miQyqT8kxfeec/l4kvTePS05RJYnUAC3owHpGOGDsRDzyj2dvGBIQFVoyzh877Z0T7r26P9pUrEaUqsyON5QNPRLquByAs/QTcRLrjUysSqm1oyJZefGEMf887ov1IfDhDOCa4QYIuftZcyGV90qW3D6xbeu69WuXnIzA+z+ceI0MLtEnciz1CJwlPPVzTHvegTbUzCzxpnvc9UFBbr78+Or701Ri2Df+YWZIM+JPYoUoDxF2mTO/eJBvEcAjNEzBQfenLoub0MzhCCRZfkwjzPxD2mx5wOKRI0ziymJMNVgIsfAFqJITtoDGojDRzIltGKiypiOVJFGt3bIlV69bFCsSkut/yhAEXcfJw8zQt7QugnubzH4EX9XCPUIWYUaNGJWfdOtH2iKO+AO/P5dEXeO5drkBSwJrH8dmf8fz1fZ+nza95mXmc/Nlr37SaGXz3u9+NU089NU7A1VlehuV6n4e8XJ/zOE/XRpFI7slm3rx56UzHN7zhDcmO0rpYdp5HX6SRf8u/G6dvPVVe8RxH9+Hcl8u/WefTOIUjr58u2775zW8mhGw836sV+vrXvz4uv/zyPX02a9as+MxnPpPGTsUm8/P66le/OjlEyPPTXtHjtsbA8ehDVqUof6NHj07KUHlbRHJ7I1C/iYzztvmc17tv232fB8vt2/fGz4BS1m95PK+5qYh2lU888QSu8jKFHt3Z5fnn8fN887qYr+/2DhaXbJKdd6wrxbM6Ox+BU/ZDR42JkWhEV+DasXPFkmi6/fbomvFolKxfF/2R2EFPgwhNY12zrQRhdyL2WW8iwd2s0d2HHRkD//XdUf7yF+NNS6f9uCXnJ11aJjFBerPwcG1mjJtUqZp8SeA5Jxb2rvtz/UyfJZbjuS7nafNHHQZAyORAZucumNBPTqCYvTf81TCzFM+hmICSSfvCOVHPXmL7L34RVS18g/rSfZFujZL6Mmndn0scJtxhJ0CzlQFqZ2LHSSfGiMsvjWKOgGKGAFizvbqnrdSBl89LD4gQmQqJm0xj5EPvLxnK8+j7bM+UleRiZ7Q74Di3cDrFclzkLeO3ASN8OUhp21KRImmK4AqfDjDYUN/3/ZYDKt8JUEQIGsxrMiGAnIwbwNxsIu+ovulN80zBvPSkYhzzMJ0ATy7Tb624lfOdgDcPxvW7nJ5x5XJE0CIk88rr6TvrrlakANr4eciRmv5O58yZE5deemn+KcUTyBuMZ1l9OSzz9J1A1p8cmhqzln3vvffG6bj7M86PfvQjTswYlhwMiJzyYJ7Wx3pZR0PO5Xmfl2k7/BnWQdh87GMfS3XLbTMt23JFjHmw3ppImHceTw5eE5c8L+Pah9p7Wm5eN+t/2WWXpazyPrRvbr755hTH746HPx2in3nmmSlP23rrrbfi9Pye1C8qUlm2jhUuVF+Bsq2r8Swvv/fZtvadH97n9ex75XWK5ziYzmD9/dnHx+K+znZLGKzm2C2VeSQm8rzzfPPnvH15GSlD/riWPLhalsKNJGHxVsZuOwppq8lzFHoX40aNiEkjR8fAN1wZPS84JrbjPawLIqh/Cz5oyUMpnlso1lmJjgiWrBKBW6EId+Hc2HHVVVGCaHbI298WhSPHkU4XctaCdUqcJFziyQOg3RMVU2bmJWZqvOcnwH33zsi/cflZqQJAAUG2KLJbOktSgYHqaeiMll//MrZ87pNRyWGn1azhxMqbhNHI98PUHAQMJipGDcMmPNS0Tj4kBl384ig77UTIk8xuTfGBtkF5edwcCPtDD+Ri4965kES0TJDEFEpVZtODEUZOAMJrRcloE6d6zF+1MlYgPWjA72VnAjwK1hHxEDOda+eKfRZBICIg8ioA0oZQn5siQrkHAV4eXC7+csDj+/x+7/d908jVCIzN+8Ybb4wnUY9/17veFdddd10q673vfW8C8gI7FTMEpAL6D33oQ/Gd73wnVq1alZDF6ziv8wLOQXzjG9+4p85ve9vbOJPwoPjABz4QL3/5y+NnP/tZykMEfOSRR6Z0D7FfJJJ/yUteEu95z3tS1f793/897rrrrtQ+03/kIx9JCO9rX/taMh+RGPj85z+f6qyD8K9+9atx2223xcKFC+NFONC3nE9/+tNJ29Ijr+rq6nAwPjMBahGqburOO++8sBzbIXK85pprUt3s5xNPPDE+8YlP7CEUrJQEgMbzIlTzyPvW+D4bcoQh4rHP7au9Qz4W+dXvjrHPIjzzMl3+3XciRH8iNX/Gn4g7NJGywbrcdNNNqd2KjuXgRNCOk9y47uXyIJfqKSLjxo2LCRMmpJ8I1DnVt76WYZDYsS55fXyX3+d9kD/7zWD75azXosTj3qRIUvGrxIJl+N2Qp08PvX8oCVgo0Ui/ZJFcNYnBSPwayozC4DEDa+NgvOxMHTM6Khu3o5xzdzTf/pvov34zBzDA55kBa05FvN5b1h+B13KWrZSxGV2IsvNfHNXvf3v0O4FtLJR+TNVBfxo3Y4wyxKpSeQaf+cL35yPQX88fxyjwSh0gUITskG5NXhvcg0Ke3bMD0el//iBavvmlGAYnkBQmAIyezyfjLXXiXpkdmUSnXNsYhF2oJJefc3YMe+lLo3D4iNSvsukW5+Zy1tnZZHw+Ov1AmU/TA4ladBGwNFmMSgJccDom0OOHbt8U3exAKWc9gGDFxg2xaguUMkClC4DC0e2MMPMojbFkLBq5Ljp+ApNnCgIOAbA/kYAATFGpnEDO4fRNmwMm0wmc+z7n5fWNn9/7bfr06Zx1+FjKV9GjgNBnAbBBZFNXVxf/9m//lhCJphxXQW1/9rOfTSJFEYhiwQ9+8IMJUZn2i1/8YhL/fRn73auvvjrl96lPfSpxuIoKRbYXX3xxvJvDql/wghfEFVdckdqZ12v+/PmJ4zGeeYlg9bcqEv/kJz+Zysm5MU0N5s6dmwDubzkzVMQowWCdTCtiVPQoR2O9JQJe9apXhUhWgP3DH/4wIUXrYt1sh1yWfW+wjwwiwPHjx6f7vf/Y7/mYes3HwHj5WOTj7bXvO+PnCClvU56f30SUli2S2zv0zdN25dym8eRC/W76vDzfS4QsgZj/PWYQ9p2c8NSpUxMhIsGSz6FbbrklpT366KMTEWab7BPrar0MeT29z+uSt9+56s/gXFq/fn3iJJexNynSFPH6y/NKEfnjszBU0KhJm5rbaQG5XiwWzXwZiVW762MNHnLmbdgUU7CJPOLcCzi957BoufW2qP/DQ1FFmelQZAhWt7I6cIji4dDyHyzdhPRGsP2xA2S6ecnjMfpqDlq/9JIkWvVwaD6lfcdklgYRnDxdUjORc1rTeYX/xle36p6XQB8wDlIMDpCi0N5qMIjdHFi6/tP/ET0/uylGcoRP5vmhFJOLTNxayHFJxleRQxGAA7CzHAn15ClR89JLElXSU4l83M7loz/FBf6XLjkQ9qMecNwZQykcb50XySlAQmg+oOkGVb4O4DJz/arYgmea9g72VtSoBSEmUw3TQfe6MCWyTCrfmAMfgUkOtHLAIiBTRKpRvcBcal5R5TOFPJ3fBVp9n3Ogk5exdx6+V0z3yle+Mu0RyX2JFCzPtP5ElHKTZ511VkJeImpFlZ4w8fGPfzy9F7m5r+Z+mPXPuctDDz00cTXWq66uLo477riEtIzvT4Avh3o7e0VymnkQCMsZy4EqfhVZSRjItSl6Pemkk1Jexrd+5i+ndMoppyQkm+8B6rRcICxX6B6dzgrsU7lQnXArGvVn2osuuijV9XhOufA0EPumL+DP6+a1bx/7vDci9J1h73h5n+bf9v6eEvEnj+d37/cOvveXl7t3HOudI9m8jPz6pje9KdxzlQOVq7Sv7GPHIs9TyYAcqASKfeNclDg799xz47WcspP3i+WK9Lzm42Bd87LyekvM5dype7I6FxBBytmKnOWK/9gWU9HmtOiEj5qeic2y174vRtSK8B/lxgL8BXOc2pr1sYQ8J40YGodd8XqOczsiGkB4JWvWRj/gtnv5RazXbpgXt7aSkg5EbxHa6tVIgwoQ/279wEeiGCKhFq85hUNHOqhJDJu1gcIBANYmjcafDkkW7W/w9/lDjFnT6US4RQCacucCJsfuhx+KjZ/7TFQCPIbIOdBJSRCNZ+wC9osSoiuCc2QT2InSSkd2oFBTevEF0f/ii6Jo8DC6DcCFRoYmBrLzHjqcAKdQ90B4nnvAMWDVuSBT4IZXLiJWUFoY7n9ILLXgOm/p5rUxfzNUMGcxJt+u2EZBUqfkjimTgOS9C0on7PzLBOsZsBN45ABESlwEKCI5mBM+RIw5x5LX5pmuewPFvs99758uvaKuRzlgWWQgsFPJQ8AlopGaF3DmIjXTW1/j5dyk7/zus4DNOlvmgw8+GLNnz44rr7wyIRvj+FOUZnqBbZ5WDlRuMBcL+j4vx/IF2jmnIvA+DJeI7mnlwbiWbfD0Ce8Ftgb7UpGjZZuPZftzP04XaSJwn3/+858njti653Uzfd/+e6Z74xn6fs/ePPXv3t993vvdU1M8c5590z5dHnl/mN/TfReJ5WJ4iZ482Jf+5By/8Y1vJDGoc0TixZ/cpSHPX5HsV77ylUS0SKw4fyWMHEvjmJfl28d5nc1bwsSfhI6ieKUMilxFkG2drcw/ERBjKkEpA+HSdC16w39daMK7JthciolHF3TjNt5v3rQ9HttaH8ccMimOGjkiWu64M7rYo61EwUsN8vzEEHMQ5LpOS1jewuJa9ke3f+FbsWnlxhh89b9GyfiJlA1CBnF2YbtWDPdawLmv4ujnMzxviDFt1goMYdlLpfbbm6L+pl/Gri98KaqWzI9aOiaTsEFBMOCe2ZfOqiNJd+IU2Y9g9JpGcFr5qy+JKjy+95RgPN2JoSqZO0GStwbSpk4GObrZ64j/Raffz+eI/KOX7RAwJIlLdPURNP5NCI3dfHY58FHaFSvRQp67emWsx+i5hWjd2EilTfm0epkE/E+L2ht+kEG973wWgGd5c5OQoXs9AnD3eAT8e4ccuOz9fl88i8DUChUpy1HJuQn8dAV3ww03JM5MZQpFnQYRjEBODuDwww9Pe5J1dXUxY8aMhFDcuzOOYlb3/X6ImPL9739/mvO2w+A1vzeuor1DDjkkIa4UgT8iZgGl+4zuY7ofqVhOTlbga/3y/TjXk0oexhXJiuTzPhs/fnziVESCxjOIbEWMcjCKG+17RbBvfvObU7m2z5DnkR7+P/ljH9luEafEmT85e4Pv85/Peb+vWLEijf+3vvWtRLA4jz760Y9iM3u00fb0o2PtuObjYF7Od8fePdDtHIquZuvq1SvYm1yX5oOHRotgVabpSgjS1ciaYyj7caiAYk4P5HFNudK64SQbifcQx7ktw73WweefEcNH1sTIu/8QJTt34xgAczHG1zyT8wFSlSgzRTKkFkBtY3PsQGFrw/IlMfKTH4uSE09jyWpmJtymbF13iqyfx1D0ccLzU362gJM3GnxV1l/3g9j24Q9F7do1MZCJ40GcDoLfXWsiyRQYoC4GqoFjUJqxR6x979tiwPEnMFiQM8QpQNbtqNrBUiwZNST5ASWS3ptLtni9OxD+xj1g17NY06CmYfAPiwDEt5vF9uTWzXE/osJZa1YhvuFoJ0SmmS1kZne5x8iYVI6ne8xpqNN86W0LVGcJwF0Arrju7LPPToBcoJ9ziAKMHEB5zQFJbw779OI+kkhHJPZS9r7VgLQu1uvHP/5xPPDAA5w8/8K0xycylLtUrKbIUsCnFuQdd9yRzgj8FHuIiik1aXjZy162Z99KBOr+kuJauQnTnHPOOTF+/Pi0N2iZ9957b0Ks5mt4/PHH096mnIQEw+c+97mkGPMIp8BbpwULFsS0adMSZ6ImpAo8KtcoolMkKmeqqNT6Kk4V+CoC9p2AWy7lwx/+cLzjHe9I+ZuvYt5Fixalukms9A3P5Rj0Lef5vM+RXs4N9q2L3/q+99ngXHFfU8WpF7/4xWleq2TjmNXV1aU4/lm+fHkadxGjQcRrSEivF1Ep+rXfD2WfcNiQYWxJFLMviMSA7QnNPzzdpjPjSFK6VF8WWQfcpZygHB1yDohZfvhg3U0dN7RzTung2ugYPRwzDRiQxt2chuMJOcBuEa3wNmnAcud2GHXq79l469ZE06Ozo6RqcBTBfWpsqe1yAs/U4flCjuznf+J500oVeQkgO7dyOO1Xvhyd37ouhnFuGGCQjqPrnBQOiECLWw+AhQCJJpBiM9Rv6QtfxPEnl8CbozHIICTLV+Ka2p6Fv+QvnKgFpY1l3kuFpEHPsSxRD4TnsAec5QYHe++QfXPh7WbM1nLW4aK1qzHK3xYtDLTIUJGqp1p0duHVJy2YXrFRtnIYT16mrFl8DjPP5SCFcXXjkjKIXEpf0aE1yIFNDoR99j4BgN77/NveNf7fPstpPVOQs5Iry/eqnimeXJdtebq65VxC3hbz6Huf5ymX1hfw5u+f7mp6w97lPV0evjNeHvfpyjavvdOKwAXepsvT5HkY/x8t5G3se6XhGVyisXSDA7dnteTx7Idn6hfj5N+vueZb8alP/Ufi9Ovq6hIxePJJJ8e0s6Zhk5iZCJFTL0wkFYvK5A0oN86ZNxdloSfwuJMp7DBYe8ZFhKhhvnodSSQKDNXhRxtMC87mMm9Y5FqBp6mDOBx54NLFMQiudBRKV0PwnGMhyQmLZcuGItHTAQkf0DDHBnns+Bhw9Qdj4OvYV3UPFtidbCSfJ66Rvn6uDfyzQXMw/hh4B8DTyL5767ZY+YmPRNH1N8RIVO6lb9LxJnSNgFDKpaNYKTcDgveSJimW8eOj7DVXRNHJp3LqPZpg7CvB6NPhIEf2Hu1unXI7/MUOLnlkg0DuOgsgb+M/tU48Hgj/xx5gwPYabh9d7HsWbyqBFwQ5P2jO2LJzR8xk834lKvqNjFUXCjX6fuUWugitUajfHsRDLqYiNo3dLda20bRJdy3LLmo56XzywZPjBXCItWjPFXNMl6EvcMnrkT7wR2CTf8+v+bd9dXUv7Qz88WqCYHlPF0RWIjeveT285vemy38iUkNed9OIcPJ36YY/pu0b8rL7vs/fGc/7HMHl5fZNn9/3jZe/y699v3lvPnl5PvcNvtc85PWvf/2edj7le98H7p+auu/HvJ3G8D5/Viyfp7N//E6d8nfcCIbSG+/z95n4oU/c/GOe1pj+/Os7BfpZ/na54sDkFzTLnFh8473IxVhJeT6xAABAAElEQVS6ZMv6hrSp/LxWWa4wWL5I5L377j4mBxWkSw5RGO89NUl6Flk9bF0jpwxt344/YLRh7/ztnTEf7WeN9L933ffw1ct+MRXsIk1rewc7WMBSiBLnTz42TUgA1qxaHbMenRnbt2yPXXClHnengqOh2LpTJ6V54jd1OLrhIJNXm8RHokQJXB+IKHX0ts0xbtETMXz5sqggn/6WaQcRbJVpRX6u4lby2FA9OGo+enXUghx7MJHSx6tTJu+j1BE824ckfU4D/fEcIEbb7k+KQHabZiRtJ955SoaNLYRf7pg1I9b8xydj8B33xQA3aWXV6W1ZdTdrM7BnPiA6JlV9QXm0Iocf+ZbXR/FBdYyxHIVlwbqDOZN6v88Hwt+gB7KOdtI6QNk4pIesbG7T0EDqJHtClah4l4hE4qNfFw0s0Fkrl8dCRKYN4D0PGO6Tw5+0wcWbA1k/eq/ISA1IxZQqi3i/vwWRjUonKkDkiMe25MF29H32Po/XN05fzkok+o8Q3KdU/No3SND6P5s/f/xij6Ve613jGcAUTNoXAADgRgY2tb/zLmkuMAMB5joMcS4Sz+TZsW4CZZ8gSPiXToLQ16+T2ZMhSKVHpSKAvPoQOhzpgCDzGLpC4zB/u3HAjSyD0340uSFvXqvdqU9gnW4XJDk/RDhzoLUQqz/yw11Dyi/Vjypbi2KxIfnqrKSNvbZUe3xEF1GP5LYxIVMVy2wDtRVJAhML4NBImaQrntIRlPuUABG1ddMOTnOpxS2bxCZ5kOAt735vjEQ8e8Zpp8f4CXUxfMjgKEWEXwgMtv8lPldDrC5asCSWPrE0GtAEh3LThJgyJEcpk589n+kH0DAyzo7Eo0W2mz7vjzOV4Vu2xei5C2Ms2rFD0BfoT1/oHzq5rCSaCJIi03FZu4vYTnnHm2L41R/ADQ8mKLTHw+ATiUtEbdSNj2qOSVKZ/OHBTPZdYA0+V4ixt9sSZZ8hMAdEdFfCJGpdMC92vPmdUTxzNr76sB9yUJkwLfLqzJ5+TnLSdjOwOIeLHVA9BRdOi6GvuTwKqvEuUahHHAbRPkk0xL7rlAM5/eUeyHykOrnpf/4kxNgnmaOfvkkb5feOFBO4BY9FizatR7FmVWxEIaUHiUByNJ6WWp9MuBVJiDj6Ig/vpXLdw1JBRISoUkse+sbN3/29XeUKbXu+V2T93T9UAcO9RO0F/1FCTgRk4+psUZrTC+icRCnwnG4lmp1dvXMuUVq+yRCeUTOHY4J2bOSI51+J7JQm5ctzAjOe7CLSZG8NGJNEd8AhAX0WN4Ei5rYA3zzwZsO3UgB7Ov0iTXKJdlAuv4KEmERpGYHn+z1bObzLUQ4pEuzKTv6GqGecE+IVeYNQukIlFEujziLMtLg8G9b8RErCSlCFa4O6eCKNb3gEkXJjPUDwWobjIoEXRdHOe5Epeo7RsGt3fJG95BkP3R9Lly2HISyKM04/I97BmYrHu/fMllVy7Qb8NWzcuBlzkgUo7CyJbVu3pHdysBaVBVGpz7Y862ndvhk8RLmcbZCa9sYYsmYjCHJ1DGfdD+3YSZuJT6XtWXVGnOtsc6I70j+KXvmSGII9b/dBkyFGGJ0ERyAKMI7cA2sUx6Zy5dj3bRAv7vM9xjRIVDkTHIjPoaF6J7huf9rhFJd+4F9i5P2zogYk2In6vWOgQ1uPPLLDC5hVGn86uJuGjorKV78yqs4+KQrx49fdxaSAW+xho9ZpmCaR8567A+Fv0wNSvqm3Gaw0UffM1t7y81UjBHLaMlZtkJsrMbmYtWxprEUzTqdS3YhpBGoe3/VMIUd0AlAVZ9Tgk9NQDV2VdINx9g4ilv0lWL+8jn1Fn3n9rKvtEyGq5KIyi+r9+jU1+F3FClX6VbhQMecfJeR9k49XcirPnMlGLye6+ky4hAaEK+xNAk+ciSKXfAYlXi/NJ9Po+gPA2YvYnKye4Zre9wGy6jEkMR/XVC75mmd2L+h2jgFzuMkglM/ee46NqMdftl+W8uK+mdRJm955y30JWKmVPOV2ysjYmptebihxRFz57N909RbozF+lbJkX0YSOeGU8ewg/KBnsFL1QIbVFkwCZ9nf1Ho9T0FNGW0SMKsOwfQXnKujc3biTfcV58dADj8TsWXPirLOmxZvf9laKo+3UrL3DlgUayuWJENjCvFyyeEnMnjM36rHJtAGJhkiw3ToL+eVgHQ/7nd1HpX/0pcfmVXJqRzXaqDUrV8f4+XNj3Ma1UQ4mlFvXG5n1T1wvzztQrCy98Pyo+OjHo+TQSdQ5c/mZKpR6m2qSp2VJhthX+zIwF/c9YqTrU1WzCmcTN3MWDlKc91isfuc7ourhR2MILbFP09ym4VI0hVBMHYxiMT2ul/Zd48dE1RteFxWnnJRmXxJ3OEHtCh2rOm+yJ67SDemFLw+E57AHMsTIhJSiNbCAk0iEW0/rcNGk1Qgp7dmVO9lfeGzFspi/fh2mGHxEBOV4ZeRTWkqM6J+OnchCROJPQ3TNFPzl2nZkkhYU0/hPrn7bX0Lejhw5Wl9D/l4jcD3I3H333cnlmshRDzG6eNs7zf7Spn1RjwTMe8fY/JwBqve7ku0hZ8jTzQtjYpTQyyFlU62DBKZJYjb1DUQqzgsRKFMug9+8A878kcOUYKFM5jGHuJERyIUX7WS0G/DSgdvXFnQbGnRKz/5dU3Nn1Le0Eh8tBeZ0BYS8hx5sr2+LEeVdcfgRh8StM9dGK4pSzegztHJKhodu45CSw+3Lo5mzVMv74cS8qF10l8SE/VE24aAf9tI7o7ykCAlaaVSWl8YAND7LyuD5OBVoYFkx6XtIx6kgVFNOS+RWAkdRyn0BDk8SigBuqtwiMpJrFGgqiLQXFCfLDXfh/Qv+kzSi8yy4jO2HFOg387/55p+DMGfGKy65FGLs0KTl7brb2dCIPeSceAIkuQ07VsfIeQzjyR3Qn3plh5NnyFEH4bxKiLkL4FDNnvtB6zbHkPnzYgRbKbUoplWIUyFekiUCZVO92En92s9/UYzAJCmmHmoGKY5SJ9uaCJ6UL38sYB8G8eJzwDGK+a2llEMvoGRydMyfEytwFTX8vhlRyXvb72QVhrplUqI6bxpQqS1EbhMnR/W/vDtKEZd167ePzpBESWIHxQWkTZO/l2LhKXtONwf+PJc9YJcnKVbvjHS/IB3/xNLQb61j5BDtLimM5ZhfPLZ8aaxTM5M9BCe1hJITwE39BPj2rMqn1lrxiqrq+tTUBktThjz0RRjPdJ/HfT6v1k1EKPDw6q9vfbVv1P+p3k9yX6aq5Wv/pz1hHrdvG8zjHyHkfZO3MYPNzo30n4tITBQinwZAhCh23jhdkgjTvjUR8RU1eisaSECFSZhgi7axwBVdC+7iexOgpLm1PerbOqJhd3s0N3bHahRNVjV1xq5t26OtYWcMGl4TT2zymKeeaOosTtqXjW2d0djFYbxtzZRXzilwDfH2Sw6Lhh0744ZfL4y3vPSoGD+mJv79xsUYz8MjMnetUdoLtB0COTi/oh5Ofemqp06gqiJcw6U9RWrugkkwrjTKS9s5RFhkya+0MAaCUPoVtkQNyLI/cLK6X/+oG1qJPWN1DB5UEYOrSqIMaUoN66OmojiIljjJYvpKZOPBDIp6O1L5fKMvFJcKn+2zrBO5pz9FihImN97wk/jKF7/Mue1tKO4Mjgs5ru9F2IofjMRCxZ2duxpjzuw58TgIbuf2bdQ8rWTyVKNUka9nx0Jc0A8e81ZKmcgE2aoFMTMGQ5s7YvwTT8aQRY/F8M1rYlAriJwKdfPdgfOovG20o2vaC2P4174aBYdOps4g4eTEQ5MR+tgBtgF29T4MrK99jxjTrKWD1S5V3FkEv98+++FY8773Re2DM6NK96zKTkGWYtBMpk/LaKTKOS2lHCN09NTo/9bXR/mEI3lPy539/E/iDYGpxqIGRjAtmHRjPHvqQHiue6C39wVBWUgvehcGG/gqDOziRPL7166IxWi5CbRUNoDGBzAYDzMdAJ6ua5NKAcPWVyAi4HcPUXs9EeLTGeTnRe9P1xzQ5xqmfevmNzVUNbtQJOy+qO0UYWrLaHs9PSLnhvO8+ubxj3/PRNojH2TS0D/yPa59bl3le5a4ANhnTbXUUlZ0515aG3OpHfjQASJqgJ1bsqkp1mGIvhHt5xVoea1v6h+tjTtiHUhxG0hRZx/a5PXrbkXEiaeagt3xyfdeEN/6n4WxYl1jjKibEPXE37h9J9sBg9gza4ajK4yh/drjzZeezB7cupjx6Kp46ytOiPpdTfH9u1fFhm2cduE2AVrybe2dUYFZyu7WpmjuKInTDh0T0w4ti8bm7vjlgzti5Y6tMbAcsSMN3I0NhIpBZcVyXqUgJcB/EWcNIWVpwmn+BBBUMezspq1N8d5XHha/uG9pLNrKySWcpzi4oiyGYJIxemBp1PZvwoqN0zhqquKwoWhrj+SMxX7Y9oKk+oHU5FAFwSLHbF8ShJVxHL6kU+lZ+mJ3U2vMhWu8/76749Zf/QYj/uFxw40/wWyIo/t6w06cOsydOzseg7DbXt8YpTAxKiehSgTCQhIIUlSKlMrjbbtjCoFchohpIMTGaM5MHb3gsRiFeUf1blgiyi+lD8AGSXrQDPxvP+dFMfwLX4VznMw8EDlCLHFCuUR2mhyyz/swiBf3OccoqEtIMRlyghTnzor1OCmunvEQlI8TWPY+oy8SiIS6AD4mjwueitFzztlR/abXRmENLpQEoiJFOjPZv9hfiR31RvEdVAmAuLTDze2sM/dh/xzI6pl6wEXlCPBHhJboEclP5Cmt7KUs5pDTR5YujLVNbaBD9pCZ3CosJNrf8XTR8FPHyh2cIqh6Pf2LOHLXZRrm57Z9f09Iwrr6M+SIT1duuvXSFdx///d/h95Lpk2b9pR4KQF/cs4yb7N5/H8T7Dd0DdwDFDgrQHKGpSAW7L0FNCb8CU3B1gvHJcF9rN/ZECt2NsXizYXx5PqGeHL1Wjg3uMD2ftGCKLQZV3UJUMNxKa4tQQxaXj4AIF8V7Zwacf6U8pgyfmQsWvhEXHDecfH7+1fEaVNHxoAKYBAnTHz1xgfjkTWcfN+/MD5yxVExoaQz6sYOidseXBCTRw2LjTuaYuCg2qjobIpqFAqb8N0sktu8bVcMHjYglqzaFjdPfzze/9aXxeOzF8eEiWNiw5b6uPmO2fGOfzozBg1AfHnfMkwudsXrXnxcNLUWx+p19TGyFvMlkPx37pkbF58+JUqbi+LaO56Iy848OG56YEk8WS8iQmLTjdZrO8eEdTUh3m2Jzn6sPE6xGIqYtQIWckhN/xg/tDyOOGhIjB9UEqP6FceYIYMQ0yqehasECCcBJXVOe7aMgeLK7DwTRJtw0w1IN8ZiIyxycqh08LCO7ZExY8ZGPdsBj6JM+ST2kM0g8S6ZHrbIElWcxg0uzwEFqWkDWQT3X9iJ83XWfzX+sIezPsY9OivGbN0QlXDzjrU8tKYg9cCG1vMvjJGc9FJwyBTGD3jCV6eEBwzsmRjc7YsgXjTXfRpyoFBEB3Q89misv+r9MQCkWA1StKE2V2/uQkXVemlztMEpNkHxFJ59TtRe+caIgYNBiPjOw4VtsaRGd1bNHoErz5k2Gd1Bp5WwMCRyEiDZpy05kNmf64EcvRUxSXW154HBLUCq2VB+D65YytFfuvpjx4fBAe9xIUX6IULyloWnuESlB8eupF9J8h+qZ5Tcr2SOHP5cPfa3byI290QNInrdwXkkkSdT2B5PsFCb1nt/xvV6IDhHgBEq49EdEroFKIyoieiviz5qhBNsgqPc2NAas9ZFLFuzLlZu2BLbdrXH5h0A6YaOaCtBax2OBLcs7O11xCDkeEWIGCshoE85ZGiMGVwZDy9aGyNBRK958VS4tJJYumJInH/8kLj9oeURg0ZFG4T2C48aH0SP6Y+uiJNPHx4nTBwSDy1fFYeN6hfDh9XGp7/643jd5efFyEH9Y3RlMYbqpbG1uwn1k34xBQT0sZ8/HhcdOzIGVQ2Mb98yO97zqhNi68YNHAvVHNf+4g8okB0Vl586Nt5+/hHR0lgfX7tjPY4tiuL4MXBjxWVxw2+AmSiXbViwIV517jHx0uMPjaPqRkQxHNm0rWNjwjAOzm7dGedMGRtTxg2PJUtXQRT0xAkHT4hVcKzzNu6KMdX9Yss2iIPW0lizsTUeXr0jbnp4eQyAZaytLI2RNQNjDKLYEdyffhR+VfHDOQjFlxp0A+guYC8IFxQko1ODZxt/GeHG2DAm06ffzUkwH43DMZe66qp/iWmnnIz/1ClxH+/XokXdxj5sD/oESvUA1YyjyJe1jhJQh7AfIroZgno3HOiuQw6NtupB0TR3ToxezvmNjYicTUD5NSDULXfeHpvZax3+xa9G0fixKS+XjSvHWPs67HPEqN6V8uw2Dhde8a/vj6EzZsQgEZpAQOqXRhZCFcpg2CqdgO8aVBMDcG9VdeGLIqpVvZePYEi0y7HlhEzkmsHW7N58/MD/ZH9k3inqgT/PdQ9I+NHZ7jWorNCJaHA93jMeRJyylmsri0GK0Mklded+kFRMQhcAt1KpIdKxNBDvlEbdhHFxMouqrq6OMSdnZ7xJuM8RTd936eN++KcvohPhySV6SoKapPoy1V1bLhbOOcO+zTB93/b3/fb/w73TJFPVgKhgCnCGTuyCq1i9ozWWcv7f4+uaYtmGhli8cn1sahuQPCalqQJRhmAOrynMODjCAo4d69fRGOcchdu9Yw+ONVt3xs4Nm+PyMybFDgzPzz/6yHjg3rlxaN3g+PBXbo5jAew6RP/ubbMQgZbHyVNGgewQOapRgtLMzb9fEHNX4DAd0WAViLaFw9JXb90V6+tbY2RZC9sG/WLp/Cfi4VW7E9c4/vyj4p5lu2LiBPzO7mqJGSub4i3tuE/b3R2Dq8vjqPHD48jJg2MnB/6ORdP+1rnr4h4QYBF2CWdPPCjuWbg5HlyyMf7l9SiflI+MWkSiW+esiFUwDw88MCM2dA2JMw4pj+PGDoiXX3YMZjzb4vWnnxI3zNgYU0eWxa8faYmmtp742KuOjN/97vEYd+Qh0YAS0a1/WBDLt1VEPTB3Z1NhLNOAeOVOxLjd8YMH1kctXPAxE0fFkeMHxoQh/UG4w2JYBYpDbo/wc//RNZ/th3Ylremr3ndV/Nf3vh8XX3hxHHPsUfG2d7w9Xv6qy2LZoiXxwEMz6ddtwAi0TxncJF511cuPAR90zaJSkHChESS5hJNdOioGRHNtdexcND8mrd+K2FfpQXcMA25s/c2dUT9oSFR/4t+jEM1slagSIkmAZd+ukP8dYhRuSf0n8Ch46w1ieCjmHrwvLP3Ix2LQAw/HQDoyqezaCS58k4HRbEsXjW6DWqi+5JIov/RlTDz1t0CKhWhZoZVa0IWyBZxjNxpbUhzFYNN0nIn5pFLJjAzTfVohvfU4cPnf9UA2pAlhpTH12eCD/evgpXeCL8XiaOcBPOavWhEzlz8Z2zxZISnYuPXulGcsSeOxYRJGZuReinvEahjXDBsSJ007LQ6fMnmPokmOHCy2L6LxWaSxvwZPlRC4qiyUc4zuG+onVQ5xb9d0eVtyBJk/793m57O92YjlNXjqU/72aa9prmRjlaYLkfKR++Mzd3vWrNIkfsAOtv3Yz2uPheu2xLzVW2LWio04ki+OtTvbo1F10RL2ZouGQVzJjQAYQVYa28tCyGX2FOA+oq2ew3WL4r0XHx4/u3dBrN+wMc4/pi4qykpjYVtFHA2ya+tsjqXbOji5pTsqtrbESVMHxzEHD4uaEWNAiOWxavWC6BozKrqATxVwXiUNQKz1W1DUaY2BFUXxL1dcFIceMjLmLmyIm+5ZGi+admyMPQIb3ZX1iAoRECLKbAOZFJfCAYtUIB4Xrm+L0U9sYj/y9NiNLsW3b5kb506pxYn85Ghh62gnSLsK5L5hd2uMQ7nm+IP7xx3T18aJwwbFbjRi+w+oRiGoIcrHHoyotSWOmzQ6li7dGp+99q747lVnYv/dEQMQDW/esBYx6eAY3F4fH3zpEXHfglVxEHuNI889LP7th48BSLODl+VMoTtAesWxHYZlO8hz6fz6uOmxDTEInmTkkKqYMqAhjp9QG4cdcggc5oAYXoOSDzC9CG6yuro2rkBxTP+/D854ML75rW/Gpz/36Tjx5NviiGNeEGPG16Ft/RgnwMxJYlf3HsEOzAbgOvun3XCuHkmlmYagRXywdmBVbD/62GjBwL/6/hkxYAuiVSSrWioMwXXi1htvjA2IhUdiytHdvzLhkQwo5TNs7xlpec/0be+4f3x+1ojR7K2AyC3JxorE/0xKntkedV4iGmNCbFkTOz/7uRj7q9/FABqsPFnUJQuduTTyjveIHDZX4brrtZfEoJe/mPSMROJEEJvIUfBLHiGInQ4k5pp1QJ9m7seAMnXX39sfxlKxqH4R3QTPNuYdCwAP73I4pnZgD8oFW1iIM59cGgtQsGkHqBVgIyUX7/5CJ1Qo2zjZmJIXHhUT96f3ilLU0TVU106vBvdPeciRw97Pe7/Pv/+trnsj677IS3GpZxH+9Kc/TUjwR5wa4BFMxtHOUtHw04W8TfnVON7nz/n16dL+Ld451q5pCdJsd5ibTCbuixQkeiSPEuXOG4FbmiQmFhbRHiVDQohCkReITGJKGCIHod6opg87UC5Zua0tZq9YG3evL4o5C7fHxvrdKNM49xAtknERRHNxhRIK0B+wQTtYCynq0t4OiIKGp9Io8+4u6B/98PRSA8C/5bGGaNzWDBJB34F3Dy3aGg/PXoGiSHucjGhuIKLO3y3YEi+eWhsffe1piCPZq6zfHo0NJXH9TfPisOPHY/PXHCtXbUkSr3nbO+NLt+AMfWz/mP87FHq2N8T0RYhHlz4ON4XAq6AxtrVRdzSBHlu+Ea9eHVHW3Ry3zZgfy1Bove+muTEQDrAFxNbRXBDrd6yI1/YriiMG9ovbnmyLBwD+W5rbY/nmzrjlgSfi0FEDYuaK9ezbN8aRmIpcdPJhsQHueFNbCx53yqIUzZZhiFVrqipi+6JGji8dQHkNcfLEqVhFAd5LumNgZQ2O5RFXolFbXMiRUwXVaWzVB0nj5NjkAWTZg8nIdsZm27aeeHz7gLhpDec43jc3RgwojTMOq43TxvWLkw4aGePxM1FOowfQh+dhd3jui86N+oYdIHcQL3nW1AyOadPOQtFsUCzkYIDVa9cxPSRiQIQwO+5tihMyLROrAjcO0GmDuK4/eGKsBjkeMvOBmLR4UQxVaQ2Cemjz7mj42rejHqKl5s1vjO7S/gw787DX1lPskmYccyTNO8vjXnlV77TNW/pnr8wjZ/GzCMRykahiLxOsXwX3hxSpJQUKvrbtQIz2b/8eu2/4adSwgQrNRKUyg1GRnZWT45NC2FwzNPr/0+Ux6GXngVHZ4nUfkbwzd0I2yQWEWITJnml3PIs6Hojyf+oBN91VlDEIFP2J6BSXGvR2z6hA7JXF5uaGeOSJRbFkw/roQCuuB4CV1OkZZYGhcwWy6SnBqeZBuCJEXYEJ/HNR6VMi7mcP1tt6GnJu0HuPjvqf//mf+M///M/UFk+mf9e73pXO4NubEzT+309gvNOYi4QEM9mPW0Y/G1uvhuydgNU1K1jiTUJQ8oBGEEAJJVz9gj6QGgBuU2sPSAg/uavb4w/zV8aKDc2xE03RBgvDX24BCiwZwu0tXWDap056XErZk282VyXStYWjPJRV6sra42vvPDkenrssOlEMGTGCQ6mH9o+WNpQ+itvjv+9cEBOOPDx+O2MxijtFMbigKarQ6NzZ6An0ZTEQkWlTWwPul0uiAtHfQPYpOzmZYlABHBuaopgjoj0KTIPLKa+qRlJSHGUslmreFbQ1IYIdGBXg7m44om6Vcbbviu5+FdhFIklpb6UnPF9WzU9c6HPuqAhCW0l7rbF7AIQmoteWZjxF0QsYxzf29ItBtf3iiHFDYuM6jm3COffYgT1x5Us5Hoy6HDZmULzkK/fF5S+cGofXFIB8q2P+0mVwilXxP/cui00dpZxt2hCLdko4VNF1zuccIdrHWXCfN6N8vPID4TgXrG9IhFCXAexBjhhYEkeNHRQvPGJEHDGmMsYPrkicZDG6JEL6xASR19333R9Xvfd98cYrXx/DOPBh4+ZNECX1xIERol+TIwLgvsxPNqbMFZ4lxgdguTB0V3OMRqw6au5jMbpel3IgTsZ4S9WgqPniF6LyildHF33u1o1LtEA3RGnGZYybNRchOgP9+2wCcOnZa6X2Ts80we1UeQCBqHC0GyxfzMGXG775rej54IdjCKwvsgMqBKVBXFWu0ySn8nIj7ShmFL/tTTHg4otsCTQVSJZ/mVslGsQEU8W/mEmUmvLs2vNs2nwgzjP0gOOrYlPOpRstUfv0vX4f00AABKTOFjXUx0zslzbtbkjab8nxO9+ggVK0DJgyJZnAOULxJAU91njuXH54698T8uhLP4rQPddOEdKqVauSHaLnDOqEwKC5Rl93bunl39UfZ4OAk8HvRUACTN8aXI4+JfvABEh9A3BLb9Mtfwx6NgExEKeNbZF6FGfmrNsdd85dFXNW7Yon1tfHzlYJLTgMkJFi0UJ2DgXGWXnOO+ohcWw9mE8ZuZWVl+11ZbWSgLZOSrGEq8WYVZw2dUhcesZhnIW5O27+zcM4miiJsYjvt+/gmDtEkiXsfQ2s5MBfHFiPGFASgwZWxvDaKvYRixC7wg1hTFgK91LBTxFnP5EkjCnS0T20euqL3o5JAJh7uWE1MK2RayrBSGvOe4G3V5Ok9WUiIxC3hW/a/rW3oJDY2hGNSCN2ejoFiLOZ/LY3NEVbS2c017fAabagdLQpSjHtmFTbP1778rPiiq/9Khrb+sXomkp3pWITtsPHHToujj/q0GhEZnr9rbNj6Vb6tzDj6ADgidiw3/LRze54sq+pi3uBGaJ0DPogUsxkCvGFitsCFJAGxNHjauLUgwfHKWjyjqpE3KoYmbavW7s2rv/hD+J73/suhAn+WdkLHXfwYbEFBJmZNZG/c8vxc+AMSSqQMVClEAbD0HIdump5jJz9GPuOGxLn6DbblrHjYuQX/iOKLn0F9c3G3jmYCCj1TtiOE49kpBn1/xNSPZX2J3/+asRoDlbdnxqFqdTEFnRGw+2/jE1vf3eM3rRR9RtjgOoySjKjHdUsK2STFcx+9mkx9L3vgqpCTII9im6UCl0UGJPqPqgTRKv3BE9TSFmlEsnyQHhOe0Axlf3vIknIjckm5afRvkpV7Uz0BRvWxj1QcK2s8E6oMwmeJEwzDlMiraWU3lnClITa1ATjRS96URIx5g3wvQgmv+bv98erdczrmddZp+DXX399apfG+HkwXh76psnf/T1cbUHv6PUCbV6kwf1j29IE6Y2XiF4HnqCEwdQiw3ZgUTNi0rU72uPeJVvigYXr477Fa2JHEccGeNJNIdCbOaLY3vj+K8aXcjoP0L1DgkDOf3ITSeQmB5OAtoAPCjxNVJEysIayi8A6RTjX9teDBudBlXBxlWX8+ifR9mD23moq+se4ISBBNFOHVQFnyK8/FS+lTKwXkoivEzOHTsouSboONETvMhA8mN4nrg5sRZla4QKjmPu2IZkkkT459+Z1N/CrGPGxIFu7RHQwk6ZlDyfUd8At4vsS3NQBEtU3LmwEkjOlbwN6WhMI70CJrQBDwEK4x+zYJhw+AHc7C1pQpinFYUF3NGAnqVPuMSj13PHQE7G8oRsN3cbYxT7l9ia4cETSJdTb80434k6zqaiKuUzZeb+mXrajvfnj+Nqtacx55UaYotGkPEk9neIpJvBAeWHiJPleRX8MR1nnhEkjY9rhQ+K48YNjUnUFVlw4+li2JL577Xc5vPr2OHzqkfG2t/8z54HOi90NzdAFEDPE6VYqAKeo3aP96rZOsV6MuB8AkTBu3aqo4zzQ0Yhkq5E4dPCt+9gjo+S670XZEYdSehk4A3gl3EqZUG/HI9XWGjMozyL8VYgxo2roHyprgNjYs2haMfBc/8Y3xOAFi5lUnWmjtJAFARORiD0nfAcd2sBkKDjnhTH4jVcgjB9MBgwQnS6VkrEbItLUK4yJE473qS1pGPh2IDynPcBCTqLsNLjOfkeGQWSBNkFxLtqyMaYvnJuO/0KmyGflAYLFTFzh/BN8KW5P05AJcNRRR6Vjl3R8nSMK29AXgYhs9tdgPVWs0X+pflpFgn3bkbdl73d5e/bntuV13Pvq0nYlujpl2GgwN/yYF2mtpkXJqnaQk/zKiIAffkbXIH0TnmTmbWyJO2etjAeW7ogF25QekQauy/mUNJWJazr9c4qc5BoEvipqiWTSHHH999YhmyW+SLOM6gBr4FoqQGr9scsbwJ7hEMSho1HOqIUDnITW6RgUZQYNxCRhQHlU40WmA8TbozccfzagC3kVcEbbRnUliuWKuCfnBH6KQSbO7w5NR0gPRmONUBOUf4p6QL4gGX19el6s7srUDyoA4RENhITSDmuqE+5F71CU7pYfaSAakKgl9228dcvJvbeOokrqgBtx9iST1qbKiNQ3nVpBHgXUxfMQewp342ygAp7CswvlrDooE6ldAVtSIBa1PZva8E7T2hjr0Jzduq0l1uxsjce3bkd5CHEtGqm74UJ3Qzi0wrZ2kS6ZuAiwU3D0yUVE5ahlHZ/WunYcKs6ll35wf5I5IGJPhwGogdrREuWdLYha+8c5R46LM48ejSlIeQyCkF60EEnT8mVx4csujSeXLI7p994XGzdtsBVZnt6Rp4pV1kLs4JAUMmfKqO+YbZti4oyHY/SaZVEL4m+hCk0vfVmM+ubXI4aNJjbjSFZOTauts3Lr6tz0+dmEvwoxQqekgXTAZORcIiVMgJ6NW2LNm94eVb+5Da8R1sjO1eu72N/KWR1sVfh1nnpK1F71DpAiZ4MlQoBGGye1goll30ARFcj/2lEMQtZEV8aB8Jz3gP3O8InY7H69VvhCEc/0JQti9oa1cPMAjAQynYKOk6NryMbIoewGYA2oqozTTzsjXnDsC5I3lwTk+NYXUeSiVFMb8m85khEh6Qkm39fL4yuC0eG24tnnIuTlW4b7iNohapT/jW98I4lN8+/PRdn7Q54CW/8loOiAEhxdp0fvI8DYcQehAbUEiIL9dhDccjRKf7dgdfzqsS0xe/VObPPYmxMwodSROD0zSJDLtU2uCfNyVh9g0Dcq1RTIiaR4FOjkEmECMIoBujrCLoErLIe7GzGoMo4aXYESSHGMw8Zu/KjaGIQYr4z5W0r6ojSB5SLgwEBiwhbzbddcAHSUlIpAPJ6s0YzyDtaIvIdj5TuHSZFOcahwSZjGbJebQXNTWahmSHKCakvKBOjRKaE+YFaytTZfCU0Qp3BNX9Cmtzn2nQiwoLssHUcl9+mGEi4H6EtgKm0sxuzEEdCSsB919yAG+1kt0mQyQZlyRWnfHyrD7ace9iH1myre7qIfO1G+QfiWnttoOPgQZIi/141tsRyucgV7fcvW7o71uzpjDQpKu4HdCr/VKbDkbGuLtqb2Z31AAbSAbyAcHZNnYwX6cg7wk4vfc6wX6xR3CjGEPd3jxtfEeccOjwuOHRfD6aNC9wXJqWHXrrj5pp/E4gWPR/XAGtoBN52QrF0Owu8qYSydiVgwcC1jTEdvWRsTZz4Y45dwlBWmM5vL4Cjf969R/cEPBpo+9BsNpZoJr8gtQ2TJ0Dm/nk0QMTpDnlVw0J3ETlBZe10I9bTujs3fuSZK77oT9h9RKN+7mQCOfDpcE8qCLVt+PdEy6SAOoXxVRM2oRAGoleT0sAFSbv48pzEtGl+6OLz2/n1WlTwQ6f/WA65YgmKhHhabDhVaoYSnP7EgZm1YjVGuQnL3gRw2xypFT3/yW8HFKGT/5yM6HYtHDIMITeQmQlGLU6fZVVVVrDGBDeUIrfrE852u037yk5/EC1/4QrTuhqU4ann67fe//3384Q9/iE984hPJvVpKvI/+5EhvFwv2jjvuiI9//ONpL+SrX/1qXHzxxXvquo+K2y+zyVaeVBHg0fHprWWS7Ui+CxjTO6ABos1dIIvHNm6LX87cFHfPX4+GaTvcDwo0aAyqQyCHlJQ4AP6CbKeZonn3AxMlBiDsBpGojSACEZMkMMZ9EXPHMxGHDiiKMdgWjqmuiqOnjMfQfkBUleECraZfEn92icTc3pEDIlfhSQFiRpGqIku3cUQWTl6dh2RuJYkPkG5Fu1PYVYRf1EKQno4F0rFIILYOXK90Er8QkWop39PeZxcEG/CpS+QloqSNHYWcHShCoTxP4ihj/ci7dWEbKKAu6gBp0Q4NzxT1uYba6TvN33tAAJbfw9roBq52Y1bSIUtNmwqoT/IkRh91Wh7jQUGpDzsoy9EpomzhZjp7kr7uoh+6sRrQXV4BecC7wmmqGISYlr6YOLIwpo4agq7HyGhGP7KRfcxVmxtj+aaGWID7vCcwSdnWUhjbYce6yMO6ZQPODGCfODt2i3qI9IUV3tIuGk5Z2Zzhhr5WuQbtdbbL7ly8I+5duj2uu2d1vPiEurjgiKExpbYiBlRWxcKlT8bNt/xPnHriSXHQwZORsPe35yBYMgzQpRc14EcpR1DZgxuGDo7O007DVKwquhY9GdXN22LHtT+MnsMOjZrLL6Vc4VRvoN8yZJ6/eHbXZ40Y3WdKHeCES1QBrnp++JNo//Z3Y3iH5hoMXJpn8JZpgrjnRKcxSZrwzlD7nrdFyfhJIEWqTEdrxmGFpS7kQItkz4lLD6e1YvXTBPaF7w6E57gH6GSGQEBof6vdhz1y3Ld0EV5G1rDAoaB7xyctAmrjEBpceibzOnnylDiVc90G1+K9iLF1L07foDmXN3v27PjCF74Q3//+95OpRivq6XKGOgj357OIdCenfs+ZMycp63znO99J3nCuwgm9iPW3v/3tU/yKWod9HdQ0/drXvhZXXnll8laTK9bs63L2z/ycAxlAyZee2uRARX4Acrg1T8HZCdCdvmpn/ObBxXH34/gjRbmlG2AVZeVMDuIRNynFpDmVmVWkkxfIXurY14oABeQCsx4003UP6Jmt1SWtIMGiOHri6Jg4qjzG1OrzcyAakcIKRKddjXBrnYgMm9FSRHkPhFIMp9WBWFDupQftSVGvfjm7mLfu0WknJ0dVBKB2f1zxXA/3apRSDTKG7EPPQTMHPfB0gxQRSiakopRETjJtE3h0k8R/2rurALFSfQl5rnr1KqUePZiuFcHR9XTtBpSXIzqVoETkKpJG27ITW0n3IMvw0dpOmzpINwD2zrMM20FGRZSlQb1gsZ24Xd3US4oCmCr3WAwHjgM4Woi1MAijmLGQK+q2/SzEbtqpeYwIpgRkJqrAyph29cOGE1eNPc0g+gi2BPGxWhx1Bw2MU/Du0xIHxWb2KTdybuOy1ZtxCNAUSzC0X7F5VzQgvm0HCYsMJVySKNq+Fi5QEliYq4PrL9uTFEYkEXPZQMovjMe2IGK/dUncOGNlXHDMyLj8hDHx5ne+l77oiRt+fH0MR5P25FPOiOFDazNigX7phnjp1Jete8dk3YkUYnPl0Og5+fhorayIYx6cFZVYRGz/2Kej6qAJUXT8sbQ042A93UeCTpnGHsTC3V8Kz9pcI7MVscH0JBRO6+MLYvNlV8RQVPb1Ai/lkvajAGr2k/ZJ7lJsx8al8qq3R+W00+khuQbeMwuT1hNZQZqlBZQhRr7JWaS8eJ8X95daceD7PuqBNCBMIahoFtW9iDce3biGRe3ZalDTzC1FN6qgJyjgVKBkU/XrX56Q4vR77k3ntg3GhunTn/uP+PKXvxznn39+cpLtvQhPn6Fvf/vb401velN8/etfj2XLlqW9yH/jcNLP4w9xzRq87Q8alBCljsSvvvpqpkVhyLWtXr06cXKexyg3N27cuH3U9qdmM5NN/ga0+s4+++z0QSCfc5O+kHP9hw4MquvPsXVFpr0kRhv+ITbDJc1cVR+/xIXa7Y/viHrs7jgfiU7JgGaGJEzJT8golyFgYu4InLIv/KVPE/fEPqEHAFdh3zppSEUcjNPrMw4fFxNxUTaUY5cq0WLvQgTYxfl9jkERc4FdPzRdAzdnu2MVJhbVbL5NHl0TrXBaDYgJXzBxKN5vmuOWRfVx7EGDY/3WhijGsfZAjMrn41WmHQR19CFjYSYLY/bydTKVcfoho2MkSiyLNjbG3A31cRIG/+OrumMN3NTcdbvi0MmjYxiaqo8u2sB8Hk29CmIOtorbG3bHpFHVUTlwQMxbtg31HIzxsZk8ZRIOA0o7YimI5uGVjewJ9sQE3MeNGTk85j65KabQzoNr8GazBj+k9Onhg4fEI8s2gwg7Yxh7pofi+uyJdWuZ+0XxgoNqOSOxIGY+vi7Gja2NAbhzW/zkZtq1Kyqx7zx60ugYwM7CLJSc6kYMjrohxTF35bZow3RkzPBxmG5sRFwMuoApOXPyGLzcAF9BNAVydRImhHyfUPGoWtVK/3az7jfji3bpxiaUp9bGwo0NsXzLLohmOViVhcDqiKWZIGSgRIALYylgSFIlxjzlzmSSoHYPWWLJAyOCvcjDagvj/MPHxoteMDrWLp4V//Wlz8dy4M5F550V4w86GAJMYkbRtiYu5A8i7u7OnJC3ckxHTSs2m/c/FoPmzY/KJvr4ZRfG8Gu+Hj0jxjEKlilJw5yxEmn+pSr+2T+s7YIigMvH/2ys/KMNor2JucWZ7OoPfij63TcDg1beJy6SiInKtCrUgfdNaKD2+ydcvZ2vWYYaaL53o5iJjecDohAUK/QCmYQUMypJJZAklzdK/j3dH/jzv+qBNDvtZ2csv0R1eJ/nRoR0X5A0Tu9fOD8e27AKTtFJL0WYhFvMASj8RBlm2ZimHO8gF5x/QZxw/AnpoN1DpkyJG274cYwYOSJxdyqs6PlFzu/CCy/EE8bs+ByniP/Xf/1XbNiwAT+LV8U111yTOMtf//rXKe4VV1wRP/jBD+Kcc86JJ598MnmPEUmKPEWoP/vZz2hGQUybNi1vwP/66l6iSNBjnsxT4Dt69OikaGOmcrC+y/c6jfOXghxyvkfaF6GazrJyLtln89fRuMDomfI2jkdUuedqWuvSN66ctGXubSbyp3mn1Wmxe4Xs/R+/AsZoJ2QQQ+xOFzqVSHumP7EjvnjLo3HNXcvjwbVtcBhVcFggRb4npZS0+k0jvAARAtgy0IRGJe960r5fRsGXQs2rkHHkWI41esGIeM2ZY+INJ46N848cFROqEP0BK8rYX/PYuU44IhFuQrAA1Q4cZG/HafYnb3o4/rAuEoJasGYLHs6649HZ8+LkYyZHK27RXnvdzDjyoJq44w9zYnFTeTw6f0XcvXxH7EQsKgd8xwNz4w9r2mIbDu9HoqgzclRNfPaXj8a37l4UNSjwHD9pVNwya3V84IZ7or1ySEwaXhlfv+neKB45KX778Jz42YxlsR1Nm7Xr18Y6xKVf+vWSaC2p5gxHDPLxbVrJPviv5m2Oz/16Qazk+x/ufxjEVx0/n7EA8XBBHDFxRFzz23lx15L1UTOwmrJxvo8pwvQH5kRF7bD41cz5sXz9JrirKYg3i+NjP/h1VA2tZmujMa791Uw0fKvi9/NXcdbp7hg7ujq+9ouHsMcciBef2rj29pnx0LzF0TV8Unz2F4/G1p6KaNoFoTBucAzgAOJuFIA6FcuCeEUhCWkxkirXdCL+E+mJVCQ6JuHM/PQpw+K0KcNjypgq+gYihDnrgcY9OC4XjjvOIr2ECoHxSfokIQRik4NU490+d69V5x8Fcn7tpfEQUof7F26IobWD4g2vflVM4viuqVMOigYILgkixc3uobYy91tBjElLnvXoumphf7EdDeMaJASV27dG84rVUVQ9IsqPOwECCs5aZEzpCYb95WVLSeEWzScy/QofEY+mHxPQx2xvMN0SFcDgX0ooQJV49y03xkDUbkekRUNDqaCLIGmSpi6O2IUIo2XaC6Py4stw/VMBdSFwJW+qSo+xjqAY6KA9dU03LigWN52rtm1Gbu6J4YsD4a/sAfGflGoKTiaAXdokT9RT9j4TidDziFnqoSDvXvZEzFq/hs37fO9CWQBpYRm7mNFFSXzC3CDzodgm/dMrXxlH4MlmJyd733LzL+I3d/waJgGKnoWjGFXEo4hUxKN7NN+J5FasWJFsG91H1PBfRRdP1Lj00kvjzDPPTIBeF2vuMYqo1GxVNOvZhR7RdPDBB/9VvZEjOBdUHqzj7bffnspcsGBBWmz5d6/+REA5Uty4cWNC/nn6PM7ezw8++GB8+tOfTkhMW0eRmaEehQe55fvvvz9PEn7/0Ic+lL7l+Xk15M9613nPe96Dr8wHElFhXft+v/XWWxMhkbfRq+EJnLp/6lOf6pO39XDfiy0P4mge4F9Fmyw7+jxb7brwd49KsV0jXNX9azh/8OeL4vLrHo+fLi2IzT24ZhMhsq71ZrRnL7J3uZq/0EMn8wheAU7+EOnBPQ4paI3ThnbH1af2j+tfMzmuf9XkuPqUEXHR6MoYCndYwJFlPdh6qLjSyU9RqChRqVVCrglhI3IHfhQiRrzguFFxxRlTYgkal9tA3kgeqZfcCSAGzq0Dzq6wBBEiot719V1RPagsXnvuZByFT4hNG7cCkMvjnedNjRMPGxVP4IFn9a6uOGL8mJjzxIbAaxxrhgOEh02KX83fEXM5uaOsfHAs3NQa05/cGG8+d2J8/3UnxkcuOJVzZgvZHiiI150wJF5/zLgYXMa8V6RJX2rr974XH4rh/bB4eF0rhxIrKgVsA1M7MV8pAMGVdreAnLvjnOPGRfnAobEa5dQitYjKFAvafn0f4BicXvjRA+vjFaceGj989RHxoZedHA89uSWepO5tFZW0l20JOGCd+HeWV0YzW6tDsYy75JjaeN1pB8VgEH6Pykho5Do+Zmy/giPhEh03xaAqOrF+uzH3wDl6QQdcPRzehH7dcfmkIfGZs8fGT684Nr7xkrp409TSOHFID+1vg5BBw5Z/iQmlP5xdKhclMzD3PHnXhWi5Wy6QNskN9kBIrGzuH1+esSXefcuTsXPqS+LwS94UJ54xLcrwjtZOJ3Uj8i7j1w+JQEKzwDSPNURVONYMGBwPnH5GzDvhFKpeGo3f+m60PfIo30TuQC7mryeUKErO6mOdeu/TpHfiZ3XOVilYKsOmziAQl5GoLH2UsKzfkrEkzzbUTmyfNyd2fP7bUYMDXA+ntR+Fu0l5xk1r0niGVschk2LY6y6LgqpykKYdQiX56L5jUrJxQMj3QHhue8BuLnJDlxsZesc4U2Hm3o+OmNiT0MhkeQQbxYWrV0QHACUBobRQ+E66LJbT3seeGD5ieLwM5+8jcOhrkPubMWNG/PM//3M88sgjyW7Mw3fV6sxdv6lJKjL60pe+lJDibbfdljgoEc77OLPzoYceSvuIItN8X3Lw4MFx1113JWfcIkmRqMo7ul773wYRjsj6i1/8YvJcc9lll6V9TLlT61dXV8ecxRsJyF6krB9U03zgAx9Idpkf+9jHkkNwkZpISK5Yjk7FIuvukTzW331SOWIFMyL7WbPYD0FzTmcHphPhepXjE+mr9ON+pojQ8m274mN/Dz/8cFIAMp7fRLY6KrdPfWd55mNcvylmNm/b4/N6jKNbcCtWXT0QAFsU69eujhr2gkcMx3kzo+vJ7sXMCe3KVJpw7S/b1RY/mrEmfvbg6lhVzzouA4hDvUu8yr114NdYIJM0EZlgbpFoxuPsScDH+cOvHwT1hJriOLGuMs48cnwcPKwqhlaXBXosCbi0QZh3tFuLPMjDPH0QSSYFQCOzT3jvvBXYuTVjHjCEeVETW7b2SzoMKu14bJH5aEYxHJvGaZxocS2OtT963Yx444VT4xUXHh/f/82y+NdVG+O9l5wUWxpxmQaH+qLTjohf/GYWnp0wiKcvDh03Mso6dsVN9z4JQO8X/Rhrl9P4saNABrj/G1QON1+I/WBb3PjbR2Ja3YAYcd6JxJEwwNgejvR6jphqbW6M004eBufIFgUckISIViCC6lb8p25D9Pn7+2dhnI/PVRBcAfuupXhUJ1o6v7QHpUUc5KD4yPmMIw7CA09HjKgpjYGWvQOpA4wNW3JYTALr2QLpgWNXTN3MWYe33YNZ3djqGH3OyRwMD+aEQPrzQTQiGiIv+sCQ9izZIy2k3GrMY86YelAcx287J5zo4P2OWUvi0TW7YgMehrrQKHVvN40pBEsPUkP4UsYM6QaDQrUITgCoD3BJN+YpyzEv+fItC+J3D6+JN5w9KQ45a1j8+vr/itULZ8cJOH8v74+ZCrVKbkOBW2oDS7bXQ8OvP2JK9OekksHzMRu85osx5JBromAwJ4LQIZq8QB9kII+rcyLxZ1SOpZSCF8fK4DrgixGpsDF4YQRZXZFdSsy9XHABp1Zv++EPo/+SJbhJcsizuAmwGtcsSNA4CCPaN7wmivQEYg/QiVaf6cx3IhlSwdntgb/PcQ8wdszRRJgIKDKRuOPCmHhhXFwijyxbEo+vXhntTHjtiNImP+OcqCLiGdMl7K2IwP03kWIO4KdOnZo0RTdt2hTvfOc70zFSRx55ZNIuHT9+fBIDHn300RxV8+8JebzjHe9IXnDWr1+fuJoLLrggcY3GUWT41re+NSGJd7/73YmTlEN0T/Luu+9OCCA/r9Ga/aUgUhMJeRWpuK/52c9+Nn7xi18kzs76/u53v0uKQe6Dnnfeean+1113XTLkV/SrmFIELeI74YQTwnbeeOON6fnKK69MmrQ33XRT2h99+ctfHgsXLkx9I0ITAYugVOgRIX/lK19JfWWdfF60aFHihD/ykY8k4uIzn/lMQv5nnXVW4hTltkWaxpcLFAkrmr722mujrq4u3HOV+JBTtV224fTTT49LcNC/fPnyJI7+wAev5tT6lrjs8stwNL06FsybC/FSHtf853eibsLEpBxRCheGGgciroi7EQHecO/imLFiZ7SWDWIfUVaMWQAwSkSTxLT2dSLJNI9ICQASlnQjMUCVCjFcZxzKntgZE0bFsZOxZxvSD/+hcCRwIJ1NAHGAt0AmEcwJnTJBn0VI8Ip6aPNW1a8zLoL7O/mwsfG7hVtj/u7CWA/cKSL/YrQzS1CCAHVzWHBHHHt4XXxg/Kj46PcfiDsf3Rgffs3R8S8jx8WHfjY3fjmb/Tw4kt0onsxnzHYhypvJnmEpdazt1xIXHDUsPoniiIf9TsTxvWZlC+E4D2JftKcR7po90KFV/eM1/zwtRtKMVpBKYl5pTznc18GD+8UZJ6KYNnxgzJjeEetAwttYedsppwJCBf4hKqpq49UvOzXufWBxzJw9P+oqMZei9lv52MRa7AbZD6hgD7MIRIR94iqIkKXbW6OTQ3/HDOpnz3P8Foczw/Ftbe2GeEMZB+xbRb0uuezMmFgNHwlR65jRfX8xJLTOmDLxQEYZQpGaAaXjyB00iU/Y/vCmAzinsm5yDXuhp3IKyk7OY10X89mXXbJhV+wESbbrWB3Ep1RSRwmCksy20LFn8qTMmTsFKPgAq+ZsaosV/z0zTj16bHQNGB8zF9wc2yAWzzvnTFzwIb6nnWIUG6Fyjxq7mxAhV2rwj0JW9513RNHPbozat72FHlbyZTnCsqzJgjXhmAQH0vz04CVD/175agdl8TMqTdskJ7rUn/hcv4BO9+bbfxsd//3TqGUxJJowoXyADd9Fk4atyK6L2UcqO+5ocGJCheSlJ3ymMh4fUsaSNAfC36gHGBwQgUEKX+o9BSY6a4MgUiyMhXAPs1Yuh1NkyiWk6B6WE4kJRfqUA5OiDcPgo485OinUaD6RIxqRo5yL4r69g9xR3+ARTHn4oLZHvcG8RJYG7+Ug86DiTR40m/hrg23IMBYqOwAAQABJREFUg3m7v6mCzZ133snpBielT3JqHhMlt6sPVJ/X4tJKLsyriNm2KN4VeZtOp+GKR1UakoOVc1Ojdfr06QkhuScqspRrFImKHHWg/uMf/zje8IY3pDzlLkVe7j2KsOX8Nm/enPKy3WeccUZcdNFFiVAwvRzh0qVLk2KTiFRRtGJbkaXc9Gte85p47LHH4pe//GWcgoawXK1IdRH7xt/+9rfZG+qI/8Qg+j3veW985ctfjOm/uyve+LaJiP1wS4Z0Yda6HfHVWxfHg+wn1qNQU1wxOO33a2On2CFNGzlKoILmACJJRbIGFSRKAJzjasrjeI5XOvfIsXEUvjTHFCPKQmTUBvLItNfVQEVzFHGeUzIhVOdkyuXP/zG+8Efbv7KuXfHCyePjrafXRRMc50ljKyBwdsY1P/xD9KCMcRRIeWx1/+iPy8qOppa49se/xf8pRv9wXHWDR3Bw9F0whD1RhWu6oQMmx1zG/l2vODWmjsN59r1r4/G5OBKfenD0b94e5x1xePyeI6HmzluEf1C0UTfXxs/veCjmPro4hvcrjMHjJ0YBBui/vOmeGF1RyjmKiFcxM0kiSJRw3oJ7utEoyOxiTZ0woRrktyhWrVwd6/EZe/lLzsY3KFxz/Za499ePxLZNm+P4wydH886N8eiyTfG56+6Kow6ZGP1Zg0NKC+LCEyfHb6c/HEuXrY4ncbNXNbgaCU4V+6kj4v4HZsb6VYtxx7YrXnvxKYBcpHuNm+P3v743FtDWt55/KnbGmIQ8i85OHs4Y8azPhQVMAeB3NwSJksJi8takphNCtoPrICKcM64ipo2byh4wSlrL6+M3s5clLnIzB0brSCAjatJUAneAdJ1LKB+JjFynSbsWRFqPks2v5myO0f1HxfhXvCeW/faG+P7Pb49zzzkjJowe4exLuKcdsXkJyLuDw5qXDxkTcQKmPU3To/Nb10bV8adG8QuOJV+4Ukg1klBwNr+8FTGKk3NOMf+GoBeKj9eypHsQpCmYev78a+JuNAW3fOd7MRQfg8wrOsqlYBqBZsZZdlFCG5T06Etenlpt+RlIpeFQKSJsKRVPX5BK4HIgPOc9YL+zYc1ETlqljrzjyyQuQCVdUcdiPE/c+8RCFBqkrJmYCRky9lwdf1eFC0OAfdzxxyWk6D6hyDAhTVdLipYNqO9EPnlIk703ru/2/p7H89o3zzwPr3k5+X3+zffPJhg/T2t8udD/x957x/l5lYeez/ymakajkUa9V6tasi0XyQ0bjDHVhhCSGEKAwN4ku39sssnN7t7cZAkhbfeT3N3lk+TekCUkpAChg22KGy5yL5IsyVbvdTQazYyml/1+n3deM5lrG18whN3kSL952+nnOU87z3mODr9Vk5bhi1/8YqjaVRouDXFsc1tbW0qDEn5/tr2sj6pdpVvjq66UePpzn6USpocuG1f1qZKh0qb5yxyUBzKXeZUSrX5YJbamkdBK7CTSbmexDcazLK/WX3W1xk0SRuuvFKwEab0k6gbLmIk7tOuvvTq2PPIovqAHYwCC/D//+v8Um665JpUCZ2F6/p/7XohPfXtPHO1rxosYnLlMEulznstJoW4QX4gVqpAKy94fZRlFhx/zWqohhkvjrZfMi4s5FLiO9lYDe/39fSAgzumE0Io3hEV9LauW9VnjCrdCyJB/v+CQV8i3EUnw9ndczen0LXF+kNMzUJatnF8bv/ORm2IrUssoJ9dvXjY3ZrfUx61vWI841ohj7laOoTofm6+aHGuWLYwD++vjwNnuuPYqVLtz58W1Cypx+dr5gaMcjIGwUF3SELPmsTVgeSsqz5H4pXdsiL0bWuPSxayrLbkaojU3OrrxVzq/NZoZgya2mLgvcVoNeweRKLS+XHPxongfzrwnsejZS/tGIU6337oplq4+lr5Q3/mGDXEJVrRnUCP+ys9eiZHTaMyYtCg2Ll8QB462xoYNi/EmVBUL5syI21tvwMoU591YwG6YU4fKtS9WX1Ifd205FF98cEd88G2XxWVLJ8cZ9ibedkNrXMmZim3U78O3s++P9d0G4LkyaRLMiezN9+/sgm220qhGxQbe8i/duDkQ5pIMjcsCqFrNFpDTWcJcPr9j7fS4du2MePJIW3z72SNpZHOij0389EXubfVKXdIwBxyhL+2RzE/KAfuDoHWM/E7Xr4nW234tuh75anzpjofjPbe+kW08zC0Is1tRlN51PqL31oOzlkT1NdfH/Pvvj0Of+kysWLOOI6qwmKYolyXVmNkO78sg7UvJdQxvMUSqQmwwmWdkTbKNVSBFnbj6eQDus/LIltxMazwzIhI3gjVrityew0R/FoYYVdNQu2CCXVFv58IiC+hmrhmvkqPpM3lZq3+7/sh6gK4uAAIkJDBoLJEOe0FuSoZHei5wSOpzSAYSDqWAgntStZVjxNX9pBKsDbh3ezNbLyQC40NJpHwnAi7Dy70vv0+8loTLPEoCWcbx2VASkfK9afxJJCRiXo0zsWwJiYTK7waJjWF8eqUqCUm5PqihkIRJNalbSJTMlixZkqrVN7zhDXENBEWpVmKnVKc055qfwbKsh9tOvFe9aXqNZlxPVdouDy02vu1TLe3v3e9+d0p5K1euTEflrseqwtXpQUmUJYiqc5VIXUu0XRJpCaoE2J+E0fderYvbHPogUJdddmksX7Igjh4+APFrYDM+pv2nuuMPvro97th6GlUWG/M5CklVetoeJEK0/2GRqadITFASLrCS0ZQiXX7dtJY156tWxiKOJ6oHOw4PaK3oBnlhiLVJ7jXyETOJXIcgbEqPhRqVPuO+GGWSvUIw7UDdAOOEBHq+L17oHIydh05RojLEME6/2cie9R9l8/iheMZ6Y0g2yjqb0Ok61Tn2ejy8dTfasJpomtQY7VhXnjy0FzuXqriXrWiQc+YKVpkwiwc45JgmxMGnztI3dahWa+Ox7bupL0icciZBgI+0nYsKkp+HGw/S393A4ne2Pm/JSFN42aHv76I8LTL1OSwxwf4mmlm2ONfRG9959IXoR1tTx5ysBW+ep373PrsH5I3EiYRWS5uUIqv4vnXfydyzGaxB1k6qZdP+cGxcM5t16XO0aX9MIp/GSfU4Ge+Obz+OR1XKqzTyQwM0BCw+c+hIXLtqURpCOY6vFNILFv0tzi7keeePOIS2c5fGfBI3vkpwJC66vxv0wcyhA1iZxOtwz3cVFr97rroo/unRvfEYByQf7OxHyqMTIDD+k0kfZa0UakJCYISxGVKNy5shGKpjMSNaNt0etTOWRzeW8L32C/tZa4HBHikZ21xcY73AGJ6cvyCqN22OjgcexPn409Fw/XU5FokrBGuqJ+NPFllNCuFl/i1uR0d7aIq636JhinG2h5cgVBJy03/oYPS9691Rs3UrgGOHgIjMJBuk+DgU5+j0kff9Qsz40L+j3+Ae8PeXG/TxKjHKz+Dm2nwn6bYW4yqSEf7tz4+kBxitBNh/3t+VOImRwdeeejyOYhAgjydwJjkUAMaCoz1EvEtQHd76jnek1DKeaAloIl2D94byOR8m/PHb+HjlfXn1u/mLSHxXXlV7atiiAYuhjFeWZdzxeZuuJKYSO9f4VH+6jlnGLatmPImXktp3v/vdlNSU1jxL0XJ9L9FRMlNidB1PH7DG0dhIRkHC6Fqpddy4cWPeq8JUlWkerke65reVOaT1rVLj5s2bk5i7LcU1TPPVgEm1rWVphbtkyZK49957UyKUKCqNas3r1XbcD1cs8dVRuwTQdFq8Wk/XHCWa1uMiiOyunTvisks3cOBtC2rV5+KZ7Tujv35KtDUuis88xJl/Z1F14XWk8AU6NjnFfs5XjFzSGwxymayzjv8x9ozLpg3Hmzetihsx5V/KUUQ1SJ159iJ1K5hn4MIUIDntESWOoJgMpSWryLVABoy3DNz3DeSNpaYqxD/6L/8EQWkE+WtHK9IWgiHelK/FYi1Srd8YYaQRGXTKcguJjDoSrvFGIIA62h6SgCDpQNponziR7Tt8V8s1AuKVqI8g9dYQN32eEntI0ZcSsw0gcduWjCRGMoXJP3AIcXNZSsm5FiMk18Qy/1TvoRKWv6BaQ8BsPYjd+stMELvoq5QkJNVFRN+bTz9GQBJvNiIyfdFa8J3mpmpwFAMX66L3GHInbzR81GMYb0BrcO79Ox94Z9TByPn1lYLaPfGHzU/iSEUdLdOlswOuxrEsDbCyL/hr5OLJB+Lzze02unzrwUnAHo4Zu48DlO9mm8YLZ9x+g9msmTAmI0lhpSu0jb5AHPQ/5VIy33WyPr+6M9ZM7oslXFtHYOYob5gxc1zc5ucBFB59OO/ZR2P2skWx+ff/KPpntFKtgkFIo51i6Mw4+99WMZLABa4VRkf6cUaDdhciZ+NzNJXyiKI/wJqB7jjx8T+N6j/+OHtFUKpIYqm4naT4Kpx1QqG7WHuZ9xv/PirsIVEqDA7E1MkvXguzgdmZ2ToKTuC3kRTzb+FH3gMOawKVN4IrE1Obunt3gRyPHcIwh0V74Y93Tv6ET2IKNzJBSie3veudMQukW8wzkAnAp4SllFY6CPfZCVAeK6W05b0qPgmVEpVxlbD8JkGRkPjNeBIw35unRMBniZ1p9FNq3F//9V/PfMxDQiDyN1/X58xHa1XfFxOxkhKUROev/uqv0rBG6a8kmOOJpz3j82sRLHsiwX65fK33b/zGb+T5lK6vTpTGXy7dD/4eBAkIeAjw8xcG4v++40B8+bGDcU5PLcCF1uMotKAdICYZBn7CDuSMImWwhjHLvxDzMAq55cpl8Z5L8X2JdWktxjQ1rC1KQ3O1CCQsfpOxdpoPAVTmUlizgjRBUBKMJI6MsXUyXrqE+76No47goT6IVL8qPtLmNiJgVZhNJp+Lark6cI1wLRxrnO13W+Kht7aJ7dQEjFQwWx0Ej1kJyFgSF+tj/MLBuI7VCuIrUk2Cw1VUKQlT4Ww8rTjrIFT9SOHiyGIuFV5pkghn6faLBEVCyz0GicbTHVwNWxKUmVKlSH4SGwmmZMbcHYsSVytXOV7pOs2qYzhUWP/btxkz09tOhps5iymNg8JDMxS0nnlGsa8YUooTLmRWSV+6aTOdzEX+yEWiXbTP5Rg7NVcASUN5tGuQtErJrg2ny0nq04cU+Pzp3vjiI7vjwX1nMUYagsAh2TsO9hNu+DzVhBHIPsoD0v2EzUo9drctQxdi5WRcUHbvjLnNI9FU34BHH8rDanYEz0DWZ3ZXe0zG0v6Nv/CBmPmz76UO9Cd9w+Jh4jxycwBfJIzcIfRJGIeHRwfHEEKtmUKRHa0RPLlXkPx6n3okTv7U+2LusSPJIRpFd0gCtpNff32nMPlu/Q//azRdvrGAJAfPBmQjuEgI4RYK57oMsJnkR2v1rzHYMYbvB5ZFrNfkr0XlLKxG7YCBxeED8RASxADISWnAGuUaD3Vy7hhEJnPnz4t33npbGpwk9nJggVmNP7SclMiI2JWWNCiRSGn8oTR15513xsc+9rHcvO8amJLT7/zO72Rc18I0QlFFqLSmcYoGKO4pVO25atWqLEOVoFaspvXedTklK9f9vLcOSlRf+tKXqF5hvKOK03pJqH/v934vfav+1m/9Vrglowwl4TJeee/VPPwZJJTlvdfy+/j4Zfrym/HGpyvLm3gdH1/VrRa2E8syzfh3JeEuyy+/lXm9VBnWz3jGyTFmTC8whg+iyvrfv7ojHtiHurOBPYkiOeKK0oyn4VwiYh9yMnPqA8hvHkYb16+aEe++cmFcMrcxqjGoMG6GLEc4cv6L2MyLsv2V+RFRuFLCoqfy+iIBIX5KC0Vur/jX1JZRhVSnunK4ljVXbmocTySNRNXVekuBzEE8VWG677EKaVEyWeNc4M4lICVEN42rrlPqVLItpFulLNS2So8ID5PYEuIWCy3vs3z+mj+l87eXOCBd7mowGpEIQ60pgphIhvUY1ljSBVW6lNUIE6Ex07C4F3WideKEY4iXjvHpeYiJRpAS8H5Ut1ZX8mhfuQXD8aILqUvhJk01si3LvejcWVaxXidBE44lvhB0CI07Sh0c2/D9QrrXI531S3ggzfiUjAB18o1IA2ZDZifLtxW8h4h5xyTPcvPEDjSMVRrh0CjdC/aiQn38yDmcJeyOZ490xtk+1tDpkxyibKNZcJMttO4s05Gb/m8ng6xq9j0Sc3oOxM2XL4ppk5KwpQrW8mVyFp44Fkupw6bf/lg0zMJROaoO3QPaXwoEVq8A4aJlSozV/9vv/u5H7Z6cEDRQmVWKqmRY4ViPI3/wx9H80APRkkTTpmc+ZETFGbgeBnYSaqTJ78DBMnX2/DBGgbKg9uSaHtp9N5ay4GSKPHj5KoOd4m98sDU8+zpbxc3EKOOj50cj8DNdGTLN2PuXy+AV42cGRW4v1ofH8nW+K/MXKWC6LGDSR25wLSKWkcur2XFvu/LVWMb5PD6O8QxjcYuH4q/RMpmATAwRFXejAOT+jjacPbOniklbDVdWw8AVYO/fIrgO2Yz09a53/VTMnzdv7KVZkBvpNFT59Kc/ndsBlCg//OEP5xYHiZVbCJTy3P4gMdISUuLnnj6Ru9sX3M+nys8tHs+z/Uf1odKixNVtGsaXOEo4lRRVZ0p8XUOTCEp83fqwYcOG0DLTq1sedu3alXWSIPheh+OlBx0bURKVokHfey6JS/m9fC6JXPneZ+8nfjc/CZDfLduroUznffm9fF8SNo1qynemte1lKNOPr0dZtnFKolfmXcb/Z+nH6isC70aq+PbuU/Ef/+6JPBaqCkQtwlWLIIwo8YiClbTchC2ik4FvRke1eeUMNqmvjp++dGEsww1ZBQZmCDwhsk4MAnxWkcagFOUvdWCJ5AvY1+m46jRRlk48Eo0Ca4lESZdTOXN4uT8FhNaJXCnXlMPoIlXveppFLbAswZWwuEk9T5ywLhAEtxjUouXK/X30ibsDVadaiwHtIRJP8Z5vEkYLqIXwePrGKPOkgQXRCsTLEyNsoW13P6XrdoWDb+27lTCbMl21uBTRECEwGshHFapEEt9FGc/+LYg7RY/1gXmlZ1PSakqif2LXgK2R/aVWT2RvkBhlG20JKlUJyWj2hfgWDQ0GQKp6XYOr5aM5jtBerXmJmXHM5eWD+IEyLceepk4yCu64K9TftpYx5691duN+8T5HhTlgGkY6B5UWKBkTt0I/jzJWQJkJYSSGYjFbTTbrko+Dors7R+M8bvaG6DMZj5FkTJQe+Q8h9N0w4zFKv/QDn1UtczmgeSjOH9+J958pasqzHu5dlBkYRDPVhrHZDMqbsXqFDWKMCrhNHDzWBWVP/O7vfux3U3sqiBQdJDgwUaisLRjY/kxMxqPGFExpk8NLpOj0ojOYwG6aPQfSnPv221jRxns8XBC1JSubnyY8RbbZHXSMiMM8/psCyDyBnQ5Ab54m47TMs8nSBFfxBg7NgRbQ7bwMVCFbRcc4gZRWk9Oj/GyvLzNGMZF863vNzTWryvbCQbpAmyH7xDL4xytfK9qbjUCjZRWJCfmhSJP3gK8TgjeDTIQzw03xPHt0Fk1CKpoOsJJRNd4ivldx8qedLKJk/qlKUJ3gVhcAL02+su5lHYr2ZdkWkuJe3nDvFKIMBtSBHmXDTjteLJ7Ys5sTwUEaTGAZlcLbhVNvLNCEBvasuU9xIUTvxUAflvW87rrrcruC+/yUdpQUXb/TQETCJTEz+CzB8yxD1wfdsqDRyRVXXBG6f3P9S4vLpUuXpsrV9bkPfOADabWpIYtSonm5ZmaQcKzG5ZzeY9wL6JqcWxskrOYjMTW4j09iKlHWy05JQPw2kXj4zlC+n3gtiVwR63t/y3jl95d7Lt9PvJbpvpejSKMYhTKu38r78jrxnaDpOBoqeh6B+KTkA6yLnPvZa9bT3cn6YWP8l0ePx/911wvAYXOw1APsuV0CCHY9h6KrQKyjSCma8mt5Pmm4NzbMxGsKzp7fvnEF+xKBRfYzywWLXKAz8NAgbW5ANVSET1yEQOFeFaEPKbEAtylBJA4Qzv1kvf1JNMiL8ZXgmKYm1aCqEo0lYgWWhVfKU93uCRLiqlpwQUF0SEs7JIoagFThBaUaQpRrYbaPOapvVtcILUMVpXNYVaa4wWOtKrTZNlmXGjAsdpxFPIiZJ20M48asMF4jHxf06N88L5H6VoE71YbVuvNwbDxsj3VURWiMcg1VHJr1sSCC+ESMrfGIEhGFUDZbKphzrtkWscBjY3Pf2AZLEye5/lv0UYGTjFczIl4xkhK0uYvbwHJkJnwkM0Rxjpu4z7VR8yrGBPzKAA3Tj9l/icPsL8tyHEnoN4kUdUxtEwQ4VafkI5/BB9JL1CXKjEnugDA9EnK2A8JPNMFhlK0ds5Acf2rNrLgRTcTXHx+Iv9/eESfwZuCRhaOu91LeqH1B/bMeEk0SK3HWYCG86xRbONj+8rrlLKmM9iYjMcp4dTfURSPjuHPrk7HkbTdgJzEVdTeZCGaZl73CPX/LccNhe9ENdpyAaif5v9LXE+13fCOqQC54aSKRgwK544b6EYEzzOBSmjEgqL9oKR/5MI7TJca4QMIfONitFEcLslzvHROuWeesrC+MZxx+ttZr3sv5FgMp0Oe3JBhORDqWdjiJBDGvqQoAY4hccouJ5ViYI2gZFOraqQCc+SUwGYeJB/CYj0GOOHkzNrVqpt4+1BQPnm6Ov3/sNIYOB+LgOYCWfCtwRTkJuM96AFy6NZIQwq8CCK6XFaohQKq4p0LFqGVRY/dkkJPROlhh20VliSsnLcPiUUA79h/B8XA7nznCSa6Leha5yd1ZFXs1kpgohb1c0DOLxiSqAVVZauShv1O93HjvHj+9xWiNqSSnFPQOjHfcp6fxyUc+8pF0LK4VpkYoqj9dX/PnmqREU4MX1x5Lq0qv/iQeIkbvlVDXrVuXVw1dJKwGPcYouZq3YTxRyRc/oX9+kHo64o5isl8MolegMWFV5DvQ0xnfuuub8XdfvDO++o37YqAXVVQ5B0gnV59wK7IDtkVjanpmVzoxt2+K333/dfHuq9dwyj2EAb+gQ3DwQ0h9Ml4alFiGkogH8mrkoTq0hE/nnr9i8vpWBO7POemPT9aVn4SP//kuJSilOfIqrOadr2OSC+mcp8K2wbwkwEo3Ik/npURV5GuaVOPKsNMzov6ifcYjDfFyfYz3+W+sDL8V+IBkWU6Rlx5XXHdTFed8zPqaJ/EN5u5fH8dejb2xlga/F/XOx38Ws/xa5OKTaYq/43MsUvq3zLPIkXJppy3ySyGIGKtA+GUOOefHcFlR26LGlvpiyYkHHKfMigh8oR9yLHybuKZMXURKP7j0X+IdcpI4D9KRQ7yTOTe2eXyvnKKfTE3OLN8RB0O/2ew7vf2WK+Pfv/ty9qU2x2Rc5amJLA6gENppCfnKJDs0Fbh+LahHZyyIXbE4Hj7C1oxoSUyMsjrNxQbw2HSYU6C2Pf60xTFu4mnblI/5xyZZR0P1R3/7P3xUAJdS+lLQyUY//0Kc/MM/iFYQoIvyEkw5A4mjk859MD1LlsWMD34gqtIow8EoQpFT+fTDXsdqPtYQqWIOjpXNQSiIXRr8ZJfz3gH0s0Vnax0K0zEQ0ggIju/tFLOV+0mkkoNvIlo4JvabiQOdEiSxksvK3nCgmbjmKREFWRfAY30LyXUEbuXsSFNsPzMa33q+Lb76XHvs68TwBaJ05cLJsXKadSoGSHdJZF7UKdGcHBtvKL8AJb7lvc+WTRn8LX6WaZt9NpDCyAbbJMKBQz6EocfDEKlu8te6TutDEUmqkCTwdg5hzZo1ccstt6QBTL6Y8EfiqZR2//3354b3D37wg2nBqRrTtUQNZNxK4FqhBExJUYIlsdSg5k1velNuWF+6dGmqPl0vlLhJJCWGppUgSnx9b7olS5akRKg1p6pbLUyVRq2n0qdrnhJirTXd5mAoiagTyPCDEJ1M+P+BP8Vo8zeZM8ZVuAZO3MN6itMm7n5gS5xmzKay8bwxpUKkJhCRak2lsAQdxlXJox5JaOWUofjFm1bFf/em9bEQYb0GhOW4KyE4m/yJ5DQ0yXLQ86XEIUVxnoz9EpnylDOQcgpNDHlIWCRuziXgLhlyYoljChWY46XxnmXBqFpuMVmJL/yS9kUiULS+aAR/nTfk7K9om2yDZdlOiapfYLCy3GIuqdbMuUBJWVbWv0C8hRNsCXOSQr54fbEXeG9+BK7F3dhz8fbH+5fxL+pDHamv/V8E+95xMNgX3tkGg+NVfC/e8Z4PBTagf7hPguY1/5nGlOaRH/NJ/ForWhKPUA/58SHgwpj+atEpO9bJKPFcBMfX7175Sxr9mmqktXRmU1y2fA44oz/OnO+JHqRKx82Y4q5sZyZAEk445hiuhqlsAeGIPPBdCwq22tSMoWcjX1aBYxjXfCvWrsKfLviPhilwkWHx80JldCLOmZx99KCRCtAMVDEqxTv+6A+j//c/HlO1DOSfemIP2bRCHhHFZoyocAJCM2s9w1SiooqBCeWGXTN/7YKZ0SqDRAQEns9ygEwUuZTkkOhwxyOlySzf1grkttm/IkfVKmrMXey2E5yUxfv0x5QQINGU9Esc+Wb+lJOTiTJTfWpaiaIqV7J2XcWSEsxQmahi6kQXdQBnxA/t6YpnTg3GmSEQEKqsEQjuCKrp//HKhrhtCROfexfQRzjrzFwrSozZgQKvISGNq/U0WDfeaeqNNJl9Yb2zlV4NWZPi1nSM3QXUqF9/8mncR53LNRYRRe4XEtnQCPvIumn2f/vtt+cWABFhqdobyywvvv9hicwr5fFK38p6TIwjAXbNUrWrhFerVuOMDz9sncfn9ZN2X0K4UCOkJMwjDbWj4vnru56N5x+7J+bj1kyu2zMLz4y2xIH+yXGAzdZn8BjSC/ypIWmFGF2zfGp85PXLYw2nMNT0oR5DinTeCFc1zBfz1shEGKrjW5atpGjZIiq++CvWlJgXRBhG7SkOKuau1wJWBXXv0sMKD0MuaKIt0bjCEwTFS4VBijDXzztKZ+kEUM156XxXMvLZIDgX80eYJi/aM4IaTptSl2HMM0tkLlfQxLh04rrhYBVYNC0g+ZzLFuIX5yI4xvSqYis40saIxvra5oIAfY9EMlt4azCG8/bHH+wvg/0icbEvJFA5auCJZFRElIlH+e499S7Gxs6jFTnGxuUx/4jbGIdsl/Ftn2GsjcTxjWugGjephTMMUokRtq1IL3QFWqNfSpIPibvGBeflMLi2Gg1QHjbNt6wVTJf2SxfwCn/PC23xt/fuiudO92M8hiDC+qK1orI0hYKlYVr02i62czRzjubVkzpiQ/1ZlKicZuM4wiRO5gitm954Y2x+/RtSotW+YmLg2C2gXUCkV14EKF4NHD0UbV/+YsyD4+fEETK0k1i4ptM9pkRSNIAXhmnXXxNRRyVJ76KyDcx+tMKvUSisopyU9oEEoRwYO59yk7iNETgmiCVLKOUovU9CyZA6MZ3I6QHGdRXVIdku86Xe9oPBMgQUU9MXWYqDVgJSTn+BxIFB7816QPFjozRSXzuTaHfbaGzZfyG2nezhMFdRFYvSlKWlr4DrGoUwC9XhD+VRSRFB9lpOTuNZjyLkhBurXlr4JiEc44LzPlOOxS4GOokC+ToemkkfPMWRPG3tbIJl7ZKSUkqmjGIq2BZ6B12U6lHVkxMJT1mX8loSHcd8/L3fX+q5JEp+K797TZiZkMfEPMv45l3mM7EcDXhcd/TsR9dGx6eZmM7n/7+F8RBg24T2dtyQfPqhI/HJu3fGdRzNUxntzrXEBg6pXQDczm08F6tZf9nd38hvGsYOtfH+162O91+3KuZg0dl3gfio37XWtN+rYXwrcOA5w4BHYWeA9zmvJDT5hfFNZAKME0fVnnhS928JayKonF9FbME6VaqJOFhVA8m5R1J4NEaur4lbmDCWL+F1iULr05Hcq2e55mK9rInrqyJBSmG+6bJMcqhBobNWjRg0PPGD6rQka+Tt+pvSsnUuVuI0WiFP4qoK1KLV9cICH6k5o47UpbCZsLYG2+Z72+SbiaOSkX6kf2yTXWmf59y3NOYZFeXGOokri751jqgKtqrWu/hX3jFaL+LaIi/zJEX2ovmoabSDkgBzxygnUdRGN0uiyCqlxOyHYk3XSpXEuxBKrF7Rf/p0ta7CWi7x2cdUo5ljrW5b1RKrZm+Kv+A4sG8/dya6khMiLhGSGFNGNSrXUfD8CA4Ozg81x5P4f69HTlyDM4g8vgymqB8nAM88/VSsW39ZNM0A5qmo2K8QuqypUMc7TXetup2YCImnoaeejcBAA6v+At7ym51i0ytwl9T2Chw9L5xDO4rMnDAFMFCSvfIahVyjAFSV8VxUd7A0/FF9Y0Ga/Ob4UTtJtpZ1bBdNQKhoRQa7lDCagGwbiE9jc7Hd9OQrQBSDRQsZ/RwoJwVAVhBKr/ynXUVefnKh3h6R55yMerIm9rRX4uFDvfHUsZ44zVlxQ9XN5Efvks51DAm7/Z1tsH+ynyxboupmXqZ8FmAtbY8DYO0oN7k87wR88xAo8wvx7Bce+VMQBNtsOvNmnylrP1sPHQQsZBZYF7IuPKmO9VmUwuJQrL90TaoufXypkP1ivvYlbR//bPzynVKm9+W78mq68qd6s5RGy3zGx8vE/Cnz9LmM7735lEFDG12sadTj8U2llWf53WtZn/Hvxt+Pr0PZvvF1NG75vrwfn378/fiyxtezjPNK38tvZbryuUz7UldhJQlWdokqxwp+KkfiUw8fiT/9yrPMY7Q5QCgNsCPyJ6NbjbZiZuUCTqm7YzHSpD5R37JmGms6EBPgW+sc57dwK5GQsJj3CPDnDBS2PNLMbR7YgxLP6VMQTw13qlhXHoTQVWOLoCGLcCovnmmth3BknbmXDXQmehJEsS6JdAFY10iU+Jb777JMLC2BfferyWDKvOYJ8jK7fFeSFfaTfedbnQiU/yMuQBK9Wi0L818NUBJgJI1qGIhsJ+nVwiTDzHf9b+aSha/JsRqpUZWc1pDOR2eo9apinRWSQPt5Y1yKIpZ/fuyB6mV/SvGKfrAe/uz1/MqVe/v/xeA98bnU0G73KIuj7KPsF67JSPPdsSDqPwuZmsEfBGaq0B4OjxkLJYYyATcFs1JI60mjeS0sSXesH0VkSDmN59Q80P8aRGkMNooUeBEO0H/t5nUxs2lv/NOT7L0dgCrAuFlv8xxBisvswL3md55xeqJrSlRPaYjltWejBUMyPsVptGaPPfpE3PTWN4GjTTsG24yvjIIBBZvVJ9N8AcKEmPR+4YsxC4e7iZ6pvNtaLcgKWuFh1n+m3nAj0iLrYtQqJS6JyFhe5veaBWZMLq7iWqgaIM5gXbILrD1d4UA6ZPYK9amiVSxuJQdYqEWdEHyio5x07nMS8TgoaaLOALhOmI2UK7aQVLtQuASI70UwAVPOiaDECdHtQg21q68pnt59PJ45eoFTCWo58R6VKW6gss9IaLWGkpglSgBJsIkdQqq7o0QWzqacaBpyU4SFUU5hQpEPYqAivyoOlLH+Q/r+g5POCS9a4QdSsa6p4slMyKOmOnacOhuH2uX+aRl9JVlMBsJ8LAWkMmPmNNYCb0wjmRIZl4TAZ4nS+OfyndeSgGSf0mify7jWvgxlvj6/HPEsiZ9xzcNQ5uX65MRgWRrZbNu2LZ11u8H/peKV+WgEVNajzLf8VuZd1r98Lq8v9778XuZbPpf1L5/La/ne+GWa8l15LeOOv/qtTFPel9/JilEVmkaiA0OAv33kUPzpl56Nc6NNMQvjBOsuYIlo3B+nRgV338lYTuJuXqBi77oQj975pTi1aBn+JddEC062a8BUkKICQVGIs8N5lJw6edUxF5IYwVByyzzLFXy+F2XqMWaYe0zAKJ85Qz1UlEg8iqv1cl5BghI2aaOwz72IE5oFoVLmMxpbPZjx4qohy0kkbEYlDgKZjzG2JObeeK6hih3II3EZfWBd6CsZZM+kHJU4pnUu+xjtY+JZ4CgZvGiYRA7Wvw4JdFgVH3EkGnkEF99UPyZRJKHfCimKuv2YQyFhy6xDBvWKQ71se0pg3KXwAq4WXrKR9EMy0cTLMePqe/GTfSFxdAW4hjFwqSzPYhXOzIP3jkviG/pRmBQaEhLtQwbKtI610DaE1O2bqlRVF+nsM4MgUIbMk5i57mu/W0frh1elxTiW+O/ftCamc8jzZ+59Pk5R3EAFp3NpyW+ZjqU4HiGE5YFTNQ3xeHcHNKsqLsUxRa5b1w3Hdk6+2YC1+sy5M4pic7xtV/FY49phTk4alZPNs9y2bY0W6lMBiajzrSg6Agwu5nZRaM3lV0btOpzyqmrMHh5DWOTx2gYIn7MNB8Hu11GqoZYUAWACyBWJmaRRvT9AkJNP6t8vENOdyZqohqH+dLxSoi2vQv2LeR0v4DJhBKokuOi/Va+KBugR4lMu6QX+bGcOEJMruaJJqEyb40jncDx56Hw8eJwTwXtG2BeIJRR5m0vW29F2rOxj3pqP7+2zk91V8ewZiBvNopRs0wCq2ZFRTicByHRj5UZeyZgxqvBMYnY1dXiKIY8BTr7O06yJp8/FUbbKaD08jG7ASTHMuA3RBlUFjx0eiI7BuXynX0Bq/f3uJdOcmZMT0MW3NPTFNa+78cUzE4UHYaEkBCUS9rkkXOWVyr34biKS95uhzM9rSRBdE3yp/Xpl3LJM05tGYx+3b0xM475G90vqX9R1RfdKvlSw7hr0uNXDYP7+XiqUdfRbWeckLGORTafnHdvwg4Syjab1/pWCBkSWU8Yrr7bVerpNxmAuQpkIZMu+4/GpL9yPGqspZlZ3pSpK1s7N1HRDAdc+JzYiFVKSxE83Yxc6TsbWDozEDuyLRStWxcpVq2PmVNSwMpsmlRgl8gQP0A8SQvelDQ73UYFiPrrlS/JYUZrCC0my1nD22d1UQPivlZGG0dZZiCb3zg8R7TB1VO3q8VdDwD8DTjpzUM/hXNTKGitF9ujpZ1M3YyJBnZ2bT9VwD8gbXMD7YXDBYHUDhFVcIYGgH0k3Ci6rIU0Vc99tG3pJqcO4SPKrmlZmM+ssYWROVReTlLnEJn/7LIkoUiNjY17MFHpGWCCy3USiROTc/rgDNci5rx/VXqrE8ODGU2nefrKuYk+hhR8Pore85699pGWwSy8S90F+fTCjNfTlJO4bwB2j9FMaGorPMpAv/xQslOTljtgZnWW7Z9X+GQI3NYKf3XtKx5C35ZchK8CD1wITFm+Mo5Wz4AoMKJzwYRR4mgbMvP/6NTEVDdFnHng+dpwXx4PLcY6Q245yJEnI8zAS0TGeK+DqOS0zYir4rq7SFWe7zqbTkLfd+uaiPfSNfVFsXZN5EqhotB0odT+35aEYOHQgkUaqSADEUdk24sh99E2qi0lXXsGy2RSawbvkAviO9FFA/vhGl43/Aa8C97FT0XfsEBOhKuqbWqOCcUg3z5V+ZCs4yPrFc2MI57o1cxZEzcxZ0X/sbIyc64iG1sa4cOY4A41gOxU3YXjI79l/MmobW6KC77w4dzYuHNwHwWHg2OTcuGx11Exmc6h9AWdEq6k0k43OSms1Hl1T7IKAHr1QFw8d6IgnjnTH8R54oRr8S2p9hZQ4IjGjT+Ul5MyBAvqXqQNA5OGqTMyR6qb47r6eeArvIwKpbIVrjAMA0gCEcZJEW6Ls8LAWNOq64yC+BAGsjZe3xJzWpvjGvcejv6GecvrjSs4sO42j4ys2zounnz7N8TOzYuuO/dgbVDiKB2TXP521GyTCqxZHfWNtfO2b+2kziHC4PqZWnYkVq5pj5vwFnPP3PJafnB4OwElwJEbuDRQ5u7le92WuP2o9qiNskfLSpUvz3jS6ZzON2ze0DlVy0/m2exHd8G8678vN/KX/UY9RcnuF+yHd16i/T/cgakhj2UuWLMmjljw1YqKaVOKg1auEy/2TJUGdSPQkZFrbWi/z1MuO5XgQsWXr1NuyraPB9mr1ahy/79+/P8uwjcbRCtY9lJZfBolWSbh8N/F5/Lvy5Awtd83D+r9UfOtrn9rXtsH+M2it695Oj5eSYPjTXdfQ0EA8drArLmquiuW4ZeRYaEAJN30Qh2FgE68eIDzJUCE5KgXJ/BVr9UgEIFERRF/n2djx1ENxZM9zseyiVbFi5eoc+1rqKY0UnvV4M4rRShVEUaZMRHoBAnUBQj7ExGkCkTaB0JgRcYY0o+yn9OT6OhGwdETilBoOJENw5gjj0gfEtyKlyugNwrD2kY8ncnA2R6o465lPLRCzTohWL3WHZEPQB2klajfKaaKdvdRrEMmhEca3jXlUQdtSQzkVPJ50UW49afD1Q74QQxB2p6pUUrv9jF6Kaqafzryh2uDmQfJhOjKhu9EQ9WBRbtuVpEYgrLXM2QaQTB31lEAW2M/G/csEJUKFhBHqu2PfgWg/2x43bLocdbEoRUMpxk3cRP2/R59gKHifpI6xkQlRK9ADjr3jngdi5dJlccXa5XQFOoZMVMB5QeCKfAYo8/SF4WhpmsRByn2xZdvzcdEla+P53Yf4vRA/8/prcTSPeTN1UAq3RBkkYQ0Mm9d85p5IjJBE3KUn/jLO1k2hpJq0rABw8PVI3LZxScxonhS//40dcaSjgJ8UJBgEhREQcJbnXsZTrKNvv8CJJFPZ4jXSjWnMUOzevzM2tV0VM2chNVKXZLKyfAkjg+pp7BW4oaBBvQ8+gEcLHYBTGTK3CdAn60o1wbXz50bzxexvQwpT1AWkeQv1cYJZeX6vWWBP29D998eZr3wpGubMjDrOTGuEwh/4+lc51qUpKiDpqTddE21f+HrMfvvNUfPTt8XJB+6JwWd3x6JVi+Lg/ffEjMap1HE4Wj94W5z97J3RsuHKmLLm38Xgc3viGCq4ptbp0cci7PwPtEZNM0APwFQ7a+VQaE21qhPuejEBPtLTwFl1/fHU4Q42SDOJMA1Wkp2iARLt7+XA0QYWfxswaBiBaPdwMOqkeiRIANGB7gHR9zEt65Fc9JN4trc7+sAI9Z60kGt+qLE5XHWktpH9fKwCDsoVd8YkTOxrRqZGJwSnunVqtCyeHjGlA2QEkDM5Z86aFD2dtWzGn4ZU1ROzOY6m6fCkeN3rL4tnnnshtr4wEC3NOKBeMi+e3HYILopNyzSvBomiwl61N7zuinjsgW/ieu1j6S3mve99b7hx/1Of+lSeN+i+Qg8IFnlLmD7+8Y/nIblPPPFEnluoH1OdauvlxnMJt2zZEl//+tcTmf/Kr/xK+i9VwtFnqWk+85nPJBGQ4HiO4G/+5m/mOY467XaN8Fd/9VfzTEOJo2cc6s6t3OM40ZeoxKQkKhOJ5ng4lPj4K6U91yQ9nPhv/uZv0tOOW0Q8KUP3c3v27MnDlS1LCVNpVD+mMgluD/nFX/zF9NZjW2xXGUqibDrrYr0kZKWUK6PgNwmzlrOlxx/zML6Ez32hxvFn+paWKbGX+qzEccHhw0diF0ZGTRwubF30HmQeTmonnjAoo9cEkroYBw2iF72nqGHQfRZgSDQMWCRGiXhAlNzrfFksqf2ARnT2qeuDja41dp2O5545F3v27sER+bpYsXxpzGidRhtQO0I8BiBeSn8ViFMvZT8MMn6OI4YGYCCX4s3kzRvXxmmYqDv3ncBUfhA4rItreNfJSRSnT7THtZvXodkYjbvufiQWrVwWzx44Ez/DWYOzYGaf3n0s9pxgbQj1+IHjbTgoqI21HO80Hanwkf3no39yQyybMikuv2hp3Ld1V0o277p8TTx39GQcajsfVyydG1/YejRamKPNqALXXnZRbHn2QDTR/2+/Yk1Mo4+f3HcMy/EjcfXKxXGkuy+OnjmHtmwwVi1dFD0Qhz2798VNG1HdTZ0cX35kR8ybOycOHjkRgxJFCPvcqQ3xesqcCregpCtxZFo6HK8ugG962YaAUgxhC2IAsvBkELoSdAyFJq9JOExPrRPSUgO4pgdH4DLbahIaEVS8DoKGa+BOuvsxXqL+Na11ceDkaRg8GOYrL6cMcBCRGhpQJFOG+/56cbI9ALGpJU8JXg+w2tjA8WV4ifFIugOMz/5j7XHFpquTKbHNnRDLOpgbWQC3sdTDbPSR78nekfjsvU/EG67ZEFMZpycPHIuBRcvj7x54NubMaopetkcMcsZiDbse7CMpi39fOvheTQMwicClcCJtUYCTyXPGDbO0VkcbblgxPdpuXhv/51274gRnekFuUxugqz9d7CnB6j2I40ViD/t3WxrAhZxoQq/F2XOnEQb2xMwZ4NOxOWGZBvbBapgq6kc1dORg1KCWmsbWAqs9DEBZKb2myJHqYaAC51jBi4mbznNzOpNiBA6vwuCo36d/EzAy9x/2D4Nf28WxJbM5zuqDPx0d/8dfx+AL+6Outyrm3XR1jGxYFbVz53NkzD/mQjmiG0epdMIZM7Dd/TEF7n7OO98VR//us9G+9VBMgeA3D5xPRDIoUFUmx+wbro9RuKFaAN4ur8A9VsksJMNAm/EOs6+7Ph4+FvH44fNxgj1312xcFB9883r21vTGth374kpOBW/EUOGhJ5EqUFFes2l5HDvRGw8/cSh+7u0XxTCnpldNborPf+fxqEYKeftb1qL+HI4jZ3riu8/siPe//dIYgSBWmKhf/eb9sXrDylg+Z1ps3XshDkPo3nbj6mjkPLFHth2LSndXrF+wJH7lF1ZHP6zTF768M6ZxSOrZyjn6fhgOeyRmNAzH+iX1sfmS5ljBwZ0z647FqiVTYvFUJsb6GXHk0Mk4fp61F4C0YcrkWLhkVtz55SO5b1CpSwnsq3g8Ump0L6FE0Xe6YfulX/qldMjtnkFPivj0pz/94mkRniAhUZSgeUqFexeVDvWXqo9Uv3nwrmch3njjjbibe1fcddddKRGVnnKUHiUOOgLQQtYDepXSfP9SoSRGL/Vt/DvjSRhLqUzpUIKvRKtk6Hfv3Yspcf/oRz+aeyolZhr32BcSR/dUlqHMs3z2KpLSMYKSnlK0BxYrHarGdTvJzTffnJK0R1q551PiKvH13rS6sLPfPE9x/wGOEILJWrZ0IX5l18Xs+Yuiii0/i+bMiumcqHHp+rVxEmvjtvM6UIdpBbGqekxpcEQ4LyREt1sg8jDDXShwla5AIHpNoUNAOBqugAH4YwxZQmMMwWm7dibBHOw6F9ueeCj2v7A1li9dAZG8KFpnzMnTdqo4TX6wdnLctetU/OevPhvXLcd3cjMny0MM561YGZ/6xuN56v2qZTPjHx4/EFvZy7uosTq27T4Zm666GAlzKP7h3kfip2fPii88djwWcQrCDZsXxtce2ho99TOjbag9BjoOxXWrFlIXjmNizt19YCDWr1kcdz3wDDAyJ+567EQcPd3DmtHs2Ikm58nnj7NXrTE+/+ihuHXD3GhtHIzzHf3xl/cdSK8+C4i38aLZ8Z/v2xf370H7gaS89Rh+X4GJt65CBUdv3bezLz5737E4fqE2fv6mtfFXDx2L33xTM+7HBuMrD++KK1fMjfmN07B4LAmhiBxmFea3ECMYj1cI4m6J/Ve3H4vv7u6GmQDvoL36H968Is6c7MK5+1HOzeREmfXzo6u2JQaOHYj33LQhPsna2pwWmGDmxO0/fV3s3bU/9nNCxbxF0+K7W9EkoYW44bKFuEKbEl2NfXH30fNx30P7gI+heO8NS+P6Ja2xvXso/u7BQ8zv9pg7a2qsW4aW6antsfHaTfHEM+C0i+Zx/NaJOFW7MmYd6IxmDp7+3MNH4tmDp+NK+n20pzumwqRfc1FLfO3urXFh2uL44razsbPnIGrOVTHYOBshYiB2dTdHI2dRTq2XuZeqCH1CWxGUEoW28cEn42WA+AmDBv8KlxKZgiFGxTvSF+9bNzUaBhfHf/rWC3GwtwEbDzRtEFGNorjJ3AdgBtpZ6noUXF7LUWurao5H00h7bH/igbhsPfOP/qSkHD/LkkWkIHlJpJWtz8TImbNJiVNK5K2Ezjiu7vVwxlfTZtSoBgiilN96psUk6RW05JZeywC+ivq27uhmAlxoQhRftJDsOZvsmcdjz0P3wFkVvgyTtlMZolNdrnKx7R3R++TW6MNIqIlN3x4vA9WkzhJxPLnj3efElsfiIOd1uSZnYltacDIuWVfHI2zM/8yD++LrmAgf6EaCBQE0s3PUrO777rNxw7UbYqT7ZPS3t8WNmxdx+Ol0+mEgntuGVS/bn5qm1ca3nnguDp8+HzdvWhw3v355nO44H1+444lYw1E9V8LxzMYz/L2Ps5B8/lxce/nyuGjpdDS9HXF4/z7cqV2IHUh9p09wovfFU2IKHM95DjS969vbY9a0iA1rVkYrjp2nNLnGSttQH8yEQzt26lycYs/Pw48+x3luVbFh/RyI+PMg4VmxeEkzyAGmR2QK92QYYTLpOUbkrBSnutBN9BI5VahKc77T5ZrEUqT/c5y9qaNw1ZI+e6+qVWlIZ+C6ghOA/+zP/iyJ25IlS3LTv/mal1KP+StBGc+yS8nOq0TDNUO//7BB6cufxMxQSnGlZGbZBlWoGvBIrP78z/88pVvT2Rb9tqpCNljflwrWVSKqJGeeEjj7xjxtk/tELcN2Pw3cKTV7bNQ999yTqlF9x0pEz6A+feKZp6MZ6ew8cNHGvNy5bTunWAzFxevWxgu798RiCNRSzlVUlelWgmIyOpdBKsKycxSkIkynZSkQbSh6wL9G8n+xulaouEQ9/syvmEuJBEAENUgHPTBmW8ETd955Rzz88APRidZjCEmgF3PNLU/uiaUsU/zUW66Ji9Ytj2tftzn2AYeH8CD3K++8Jn7ptqvj7ddcHvv3no7TIKhhtDke9WRf1jBHZ4GgL183Px7etTd294zGnmMn42qY0Kp6Dk0G8TbPWR6zFi1JD06NGAYtvmgZkjZsAAh/UnMLmhII6/3PRRtbpiqTmrL9MZkDhucuiAXLV0YdqueqpumxYP7CeJQjjx473hvH+xpi6aLZtBipjLkdUzmkeNHKmLGAw4lRRy5dMCeehRl//AjEuWF2XLZkJocMXxWtk+vj+k0b4rab0EDZzyDhXIZJXJpd933/CEE6eTzMOYrPwQhet3p67D1wJO546kR85huPxqK5zXHx0qnxuQefj4fZx7cPI7pOhmXHkTPYDAxxMsVA3LO7A2mZ48MGL8Sn79kbS6c3xcZlU+KL9z0bOyBoB0+eixMdA7Fz9/7YsLw55rey/MLSzP1bT8UDO09GK/j0O08dzM3zu9sH40//6SmWh9huBrNwDH+lU2e1xre37Io7nzwZ335id7xu/YJYMaMhjgDDh9vwYYzk9PRBloTouxkwgFes5MBmtkfsx8OWp13MbRiJ9fOn8I6GjnIepkTiVYQSCidGlVzlzGMee02o58/NG5fFR265OKZXi3NcHixykMQZcp0aCbcHpmVPRzWuMZmPaM7Osuz2PNoQ54FTuoR7ZECCpUEwzm3djvSpt3Z1/06ojF9853l03pyoWrWCl3wDseaEIa16bVWvxi9q7c1rE6owCBjFlU8fk6/1598btashcKhtplx1WSy56QaUzY1wIqitOrCqO9cWQ+0XsKOBSNRhtIDk2AtRmP+e26Jp42XRh5Q7jEQ4hEqyDkLQgBpi5o2c9HzVJpAWbZDDsEMVk1mP0cx8RuvkWIBj2+nErUeKlMPhQJI4crQvdu0+HNWs2Tlxz7Ohf+u+U/HI1sOoKIbjxtdfHFNQzbYj8Xqw6P6THTEN7rBlSlO8cLAtXkBF0YlOfjIT6Vxbbzy26xh7DdtB3kPx4ANHYv6slriaQ1/nzm2JyzevBVmq7oJJQO1x9kx37NvNKe/sS2yCWZAP07ellq8i3xE4pgsXWJ3k13Wui/eozCqo60DOz8JJnwXwNRxgVQg66mI54MNw6hdVxOwRTZJsdtcAAEAASURBVG9+85tTvae04zqb0p6H7OrezVMxXBu7/vrrc61LlZ7lKu0o7Uk4H3vssZQWTa+kpZpQ6Usi4RmGEjzX7fRiIyHYvn17qgZdS5N4SMCsg+ccmu7lCNGrhTLrZ57WQ6KlhOq6omVJgD29w+9Ke9bB+ikdvvACB8jyrNSqillibigJ7MTyreeSJUtCiVAVqfEs2/vy2bJVsSqxSpiVviW4Xn02/vOuYR5D/Uj6bk5j72Ne9naeY1pjZAX3O2nK9HjhwAEcLnewZqfaCcKfIynC8Md8BCaUYEruO9e8vzer/1nVnbv+RCOmlnn0J3fvv8yMi8Y31bSlAoypRVIFqKHGAOvi3X1dqM2mRcfho/H1O+6PT372G3GqC/UibhGnIgnVA2NTuHpihPNohMWuRD38cVlmEifeX7dsUuwF4X7tqXMxaeqMWD2/mZMpeqMfWD/6/P7oOY8PXqS7tpPtccedj6FynRxrLpqc7bzliiVxHFeLT+xqZ40QTRf1HunvZZ10Xxw7fICWMd/qRuJGtCZPMSe/8cT+mD1zaiydQZ+jPnRJqqP9TBzcuTd6mTcuo1wDo7tk4az47CNHUUojbYBTarGOrEOVV4PGpkJbtCW371h95acIIfIns1cRHKNB8FLrtKlx42VzcIfG+j7GJG0wz5esmRkbVy8Eb+GWgLVjrS9PMtF7WDNdOLsxFi6bHd98dH+c6q6OpXOms1ZaictXLogrkGRHUR32ot70FIsB0i+aOTneeuWqWAgese9PgicH2NIzBPxcTBsX4YZtxnRtBDpiFjYKHUiUVX0XommgPdZwyPBp+qOWczw3bZgfV7Clp8I4dlHemX4EKvKf3jI50N7G2gUtzKuCGM1qnhxz8a27cdH0aFL9CrEpdBOvomNeZRStq3XJrrbknRsXxs9dvRxVOMQR4cQZkQDNfEobD3C8uxKODzSgBaxjTbkx+qnU3n2HwenETUgvCHdJTjFG6YyeJ5/ACzwjBbLM6cWtA2cki6nFQq12zhy++8EMAIcxDsn1jFSMv0qAeFXtppx+OrRz2YKY+cu/GI03vwERrCX6WI/pPHIwTiJJdXR0oh5cH/sefzKOozLtgLtrvHhN9IOQzy9cGK0fvj0m3Xw9FKU+LkCoDiLd7Pvcl6P/+ElOeo5oP7Q/Dm57JvpQp9F/RbsVl+mnasT0S2bXxAc3zYpfvmZWvGkxKiCs/KZAvKowJOAUt9h/uD/aOEn8mf19ceAs9lhT5rCo2xEtkyehvqmPeUiXP/uWq+Jazq3bua8d9dLZuOaqpXHbGy+nvKo4eNa9Uer9J8P5oh9vbAWBtsReDCgWLpgai0AMOidux+q1H4OCbjlcJMrb3n45qr5FcRD1n1z3ACrfQQijZK6fMRwlbh9EefNl66KusRlpdDgOHh+KXfupL65SwWaoyGF2mOgKSzNmz89T7d/5znemf1FVfjr+lnB4JJQnYnz0ox9NP6iusWk4489N9fo5lXi4TvaJT3wiJS0lTAmfEqbrcq7hqVbVXdxXvvKVVK9KICSk5ufRUR4mfOutt6aUpSrygQceSCfgEoxSqhRuXo4ovRJMKfUZlOJc49SfqwT+Qx/6UJbj8VSqdlUZe4zW5z//+ZQQVWvOnz8/jYc8pUNJ2PBSdUjJB4ZjIXCnhCkRNihBKiErkWuEZF2MK/GUQBrfPrQcCWQyAYBgDcSnCkSoHqSTk27WXbw6d0idw3DsBMzHYU5iP0feaTwDAc29X5SX1qBcR2B7NS7RR246vCBOMZu5jAu+zWnLtH5x+jrHfR4LxRYG1h0bp8TadevjzW95a9z0hjciJUymL3A2zrrY4vkzYtv2vRi7zYo1G6+MszS/eQpHU8HYPnDoXOwEGT+99wTMZmOsnFUfZ9pPowLsQIUJ89aAyo36Xokx3QBLOXfd9xywj6QHI1mD0/J1qP/e85YNMXcGrAFzb+W8yfHuWy5BKwLBRHKqgVBdvqAepD0/DjEnBiW2/JvF2t+tb7gEle165GKI+kBXbJw3jVWXhnjkyd3x+kvm4gLP9UGIHHPhEpYVbn/zppiNOndgACatrj/eceOlcbztXPR2n8XyUm2UMjhBmMpyknUAKIqrszCZi7LzXuZqv2uwFBjjHUMV+tdfeio66ZMrFzbFWvaIf+O7O+Jr9z7NWm1tXAHxcqniy99Cc4YQ0ARGvpq2nmFJQDcjV1+8MJY3DcXdWx6JO9CuzZlcx9IJcxxtQj2q8ibaVo9k7b7vIbbwXDQXTRUGKPbvJUimfefao+vYwbhp04rYg43GvCYMtlijWz1rcqydXRVXrpweVb3t8Y93PRFfuX9HTGmdGc/t2x/fvO8ptE1dMa2W+c9Wsru3bIvT5xkPpFLVnA0wD9UICrX0L6uZ/NRsvXYhyRWwWgvjMJn59sEbV8Wb1oJDR1jLTPUlpREp7WW4DmPIdaF2Wuy50BBHh8C5tZPiINLvGTQ4rmE61wyKDRlGjx6JFju5nA98lyj6M2i5Wb94KdsRGvO4Ga2LNM9GeGT+AAZCSuZpgiJz0/1QgYEcuHh9VM+CGCPxuIZYNW1WtNzy9ujpOAMXDaKjuGk/81PRcPc90X++K1rfeEPMe/0NWK4ej8Zpk9Hho/Z0V24N1mNYRl04dIKJx6RZsojjsjCYQRoZxKgHIbTIDJDX8S3wniplF2+n4FJo87S6uAQ9+264qbMA2uEjx0FI9XEH7rZuvHImRiKNsesgXCfql2nTGuP+hw4wabtYBxyNRixW9+w5E3c92YXUGXEDyHN2Cy7M7tnGSdbnowWztybK6UCq3IuN9awpozG5qTa+c+8L0X7mPNw2HBHIZ/eOU3HqBBLotn0YA9SwSRWH3AePx94ZuP5q6+P70ehmv+L2nf2cacb65VNIPZe0xtHjZ2NgC4YsHMnSi9/BXaOdMRkVVB2I14X9PqS/93/g/cAPzA/SwDe/+c2U7P7kT/4kCZJqRwmdhExVqc8SklIScruEQdWqUpjhk5/8ZCJ4CY8E07VFCYL3EkqlQKUyVYga7SgZKoWqWpQweCqGxNZgniKFMm+JjpJoqQ7NSN/nj+3SilOJTGMen81vDoyevlatjypNkZ6SoQ7PJdq+kyi7Fmr9TGdI4jWhTNMa55FHHgl9ulpP10Z1mu7apWWrPlVSNI5qVregSEBtt/2htavlaU1YTz/v3bELy9nO6Ni+LTauXxVnQIoPPf5ozF20PLU7B3CW3FcBESmlUD78DkGiAHpmfirPON215ivWc4wwNqnzWiBzkuZT7nNzMvuijAdxbUQzs4D5vwZiPncO6lvqOIrkpAtDYzaADzR8OXTkKfZPPhZ9IJwZU6bG1Ytb4/zqmfGPD+6J7zy2F0ONiPffvB4jmpa4d+vz8RdfeSi6mNdXbViHf9bJMRWNyNrZU+LCntNx/dr1MOoBg1mNBTfr4l+4EJtXz8HyEeMR1gFez0kMTyOh7sCgbFbdYEzDtO22TRfF49sOo7rD8hQNTfVgb/ztt7bG3Jq+uPEanM1T75UtzbFh0VSQ6YW4fHFDHHxuhPlQH7PR/jy/ty3+sO1MXMGSRjPruzVxnjjT4h0rpsaW50/EJDRQrpXNRDqarIgJAkymgT4QDxe9VvavTy8fjCVz6nYQ52EzyOH2ay+KWzbMjnVIhHc8s5sMK/Hz2FK0Yjk59fz8JKSXvI7lFvDRlBktcfb6ObFs3ozA9XL82i2r47vbdjJ0lXjnDeuj7zyaiHMNaLwwhLp0ASffkx2EapA637x+VlR658Wx01j0T2b9GQv1W69ZHWvXL49HHu2LZQtnxu5p1dEFUzpv5qTYvGB69Lzh4tiFqncR6ujrkGTrMQzU0GbTnFVx2Rzq/7pV4LNzvKuJt3GI9UVTsc6/YnksaIG5AZenuh8mzf3wRU+9fN+82i/C9SgwCIaEJA3FfBRrH7phTew6+VDs6EDjgSbCeZkjwlU9qEzi2cq0eIGDuqe3DERnV288v3MXa614/MoRpHbDQ8gZIMhOOOQLv/D+mMHCMksJJB7jfuxMfqdmISH89m/H6GWXQyUxGUf3lipH1ACqbXR55pE3RZBKvkZBzrWctU5YjFwKaoxLWAFTZ3oAFx+4h1hrKWQ8dcQgFsyueE+DmBBJ/cxPIsvaZE58q0pHpfZD7o2fSE9u21AtA1DWwU6DwHay/2/nWfcHdsWOE53sScTSD8P4Hox5PBJH4b6qvztWL50Xt7xxRfzV39yD+mMqVUUFgXHOcP+5eN3ciEsBJp2HVw+gtkXFowxaQSVVi8m5+QxWmiHOtaht+uBm8OdIvd1DNErdKxDLClJhVS3rrlpoobvXRL4Kq7MjrAM9sWcfkqM8MutPo2716CEPmSfUCuRxBerjzVdsQF08GotmN6e5Pdgu2/z9/tg/AttrEUpJTiJbhpfKX6LsNhAtZSVSbuovCVmZ7pWu5ilR/m9J80r5fetb30rVssSuDGWfSOi8t20Sb3/lO+tRSr/e2+6yD8zHbz47zukFRkRWxxZ8QQ8VkW77BoEJ4V1fn7vxtnSa8988go0jEzPkAbiONdxxFUsH8ycNx7SqDqZtF/AGvCSaYB68eCUyjwW3DBIZG1uXR5pgHhYuWhKr114cs2FQJYguJRg751zesZWE+o6i9Wjr7I8jqCR6mTdz2f+4aBqaDPpjB+r/0d5B3k0BUbP+B6wf6epDUjqHIVpdrJjdGrOchrTjIKrEjp7+WDJrZjo8P9bVEW04fx5E9TqdpQMPp+1FnThjJo7msT4dIP8GkNQ8LK8HkGgPtcGA0qCZzfWo9bvinOgALdhCCEnbuQuxDOauvbeTJY++mD99drSdPY9BRrBHG28plGuftUKkPY6qlvq0Tm+Ojs7eaO+8EKunI31jNe7SyHQI7PRJSpsqCEW+xU/E65ruqwmNddXxF/fvih2sBX70A69PdfMoW6yqwcluUxiGEDfyrMq6qhasT6CngRF/SGMwEqPgt1EYAL/nOYN8Z28MMVGbOkzggXqvSMA48wSPYFwE3nHNOPO1fxgPbUUcWjVZrpkOweSLUsEeZEc65o9YqoFvMtEDjJuqeqpIEeA8cOYgdcauMPNIYy6JB31RyxqoNg1a68tAvFbBJQRV13kIA32ktD6AMPT5bcfjj76xAw9QytNKqfSRAk8WDKtInWaOYBcytS0WVdpRpzfHRz78ITQy4tg6lufZjFMFMTz30Y9F/PEfMoEEWUROGmHQY4xt24PaacXHPh6VKVh8gD/ZUcVFSCYiCFWL1HSAnakchdcmFP5MQSDUAbxPXSiPe88s1M1TDcfg5EZ+3qfXfbZLFATbyP43Mv9ply0be5ODVJx9lq/Im5jEt5yqZLvtyOQvsiEFVyhRgnjR1iEI9AAqkP2saTx6CIOEw91xZGBaXJCwoq6TS2/AXK0Zo4DTGAFp/qxT5UHrPTAcH7m0IX5uLUiKRXSdFI+weSoNhijf89g8b1IrWRFsYRzBmNDf5JDx7AvV19Y5zz6TOUCqHGH95cH9h+N+JJQhAF+LLvyTwC94wKqJIBAQz/d98EMcQLww25ZcgVAr5fwJDkqQSpeqI91m8S8ZNEhSIiyJYVmXic8T35ffJ17LeBJKCSYZM3bCEfgMWOMxkbtTWwfKjuNBVFa/+Zd3x7NtwCRLDvXsuRuCI3dTtGsqbq6fwRr9R25aFZWT26Pt+KE0OBByih8XQULQ8Yb/okhKZotQI0Zay1JCnDVnXkYEF5OvcTKiN5mN0uogSNE5VIclbA1zYLiGbU4SeKTKWtEESHYEoJVtHOad7anC6lWn4dXM3eoht5XozJv5DEDb7iFsB1xjbYCZ1FpWK1sRsohwiP2TIzCRdczRIjAbIAC91ZizwEB6OG+6bYQR8Dgs07g/0f19Q4OsFVZ3Uj7IfRi0j0TMDkXqRNthMJ1vgWcpu0kcM0i90a+wlsvchUl1LbcKVeww5Yn0M286xl7JjfH0RXqacRxfRTgJPujhoN1FqDVFuNqnpLNyMkwLV8sV6RLSSTb1SbwoLNB39ohzH4TFXYEjdIBeNYz9Af3nkWB+T1wIMh/RWQhpxR1eddKgu82kYeBy4UcLVrfjmGcNhFB1ufus84Bo+sfN/J4XaR4ZaKsetAoPO6y6ArOiUV1PZpwxuFEjUVqZjqX8oS5Zf2DCZQTz9qqTiA766xPf3skRfwdjoBbXnPQDTaE9JbwwX/DBenHtybi25QyOMAbjg+9/byxYuJCobl4UQtFJdqLCmUk3OeF8VeTCVVUBjWpmc3QVJuXZewyMiD7vpSRZGKWONd5sXqtAUUUxgIib6CuoXaRq+lyscnHMymW5DjSEAcCQUKfPUb75riCIRY1ELE5gIJ4X/kxMx8pNWJZIIutfADpPmVBjJGPqUcP2qruv6e+Ki1nMXrxhamxmb+GWvV2x/cS5OM0E7sYzzgVUtufPsPkZDrOKgzOze82NEcIrEZIiEjbcKTeoAeQ6BXTyd3Iy4YqDUiCcFumhq1kB3tMmKyloJkGHsGbl7CP2j505zbqTKIh6JkNBfrSaOErKWq3OiTmz5yR3aN7WJzf8Wref4CDRcKuH6k+DBKQkMD/uamtl6u9HG5zEIGZGWhlxfFDz/yjreY+gWr/QNA84gBgwuQchNqMgJcQeCEE7a0MLY/Pll8Vj38CwTsRPugKyAabiYawPmb98b5iEynTBwliHGnMW/VyNKDWM1CrTlF6gxleCnGQeBa06RA0PtfXEeM8TVaIZAtPqxlGrUa2g9SxlXImPKFzJWIZTI7k0AiO9Uq6qvjrg3+3+Il/3RNY654FnmUelInInDr2A0YQaK1GwLauFWOouTu887jN0ZQtvIMwD2sC8HGVvsFs+dHag9sQ5V3jBIh6edNJ5P/F1B+cKjM3xIGTZ0gHK1QI3kTt9Yj+mdEg7tehN7zL5ljzFS68iCL+zUBVXT1IDxL5X6ltD2Y6UvlypFfe2TxKg8YrMsoRXibAgCNwQA+0Q7fNECzFJrZIZMKDnK4ljNe21fgMwBva9hyy7zU4CJ0rTS42OEmrQRhWGlOB4kK+aAIWeWuca6SXCSmB6yKmgwh9kOSnhKccF9oH+d2wk5MlskUZPXvb9kBq87BeeX6MgnlOyLgiw48OgUd70OramXL0sHt91IrajgUgtIeNdEGXHDfGDsTw2iBezoUb27HbGseNnIIyLsmY1chzDcL5n9+6LOWSvF/lsKGoaOSH++D9aUaVUIfbLw7CikAOnV5ai8Xa+7wVOw6sDiiLuK//N870yS8BfKDFkMZQsVmdAcncWkpgEo0IjBQQBWb94xUwU4Is6FT7+GCyry+CpAvY0gOR08p1tEXTsPAfQNvsdSU0wpb8yHZUYxULPdZvGUSy7sNhatbEl9nROjoewT3/6WCfqH9wyOdFBDHJkIi9VtBUmXm4PYGBGIYrl8TYezSJPTaTsdI/UGoEZ0Hu8wEvFirKVKqR4hX7F2pEPdYUh6GWN8iyqVMsTeFOznBxj8rXRDzOxeu2lqGokkmRH8GLvmPtPcnB976abbnqxiiJWieW/FHF8sSJjNynpTXj5aus2MW2RTiguxkbJJAGfgQLvRzuD9dktx+JC/Ww4e1VsIjnigoByaQBpZgYai3ezp2wm14T3MbhieuR4i6Ny3EEsdajJFi1GQly9Lo2uKsCHdRqS+WQ+mH9ONwhOBuaTzyIY5bEGxIPkkYGmQSQ8U+hewOgSO+eYzFme7ZoFu+akVAJqc/6ZgAxFXNSWmFoa6kEK0saccZbrsFsJ0lCLBmQYSc/91Fk3/9IYvbtIVESYpUpzWMfgtoGytKbPmmSeEiOwGUYiSjd6ctHQjSILaYknv4MhyUsvOfRJ9gV551ykTN6LA7I8Yor4bVfiUNJ/v+C0TY801p12Z1+Ax2QIdEEnDnCPuGVYv5SMGMdqllYkCI6fEp2E0XuJXxpdkZvapUIShLTKFFgf0ua6MGWI+xPP8bdgeqyvTL9D4TcCccxXl2ve9eMHugIA1kPCdSYhdoQcGZH6SJios3gY2mBatQHChd+V4L3NR1+9RsH8hBclXe+ypX2VWI7h47tY6zxw947oYi1eOPF7caWRAN05tAcHe7GaZn356NEjselKlgoJhXzOBuG6HsygM2NJH91lB5JJwiENrkcvP8qC9ijGGwKgRKmAjXwgK66+8GPxIQvIP74rQ95ml5dvinpmd429L6OTLiU+6hKel0YojpqBeOdAA8TEKcRo1Y8CqNyM0MY6qISbeE4Q22MDUxUJwEDls66mMDgBchbT1py3vLf9Tnzbo/pE4iqA2icCRfYNQKuvSM8Aq8X6bu2USixBTXrdMqze9kU8eRxvGn2obOhT1wTInvzhPqmnKqPgKCAL0RON55YxI6VvvIJzo9QKpsVKx6KfQE1srZR2Uw3MIcjpLxbCJ5+oivfs2TPRM4iTA8uBQxtQIh1DqqrXanAjN2v+bPKjbTTa9tgrKUEL5T/hQWTtT8Lxk0QU7baXIoITCd7LxXuptOSY/4phYRwFHmBQlLXjyPl47gQIvQarUJC9YCxCwBYZCQuYHOmJa1bNiGuXz4zq8+1AB5IbjFidcJXz1Ozwf4lB0ty5C1CZXoykuAiGCSJGXkp8rjdZr2KOOE+KOe+bQnoDQkWuECdPLZCoeSxa0iqkLA1Lkp0ELuuh2oNSPwkS7+Xx80ezJGWui6aNHICb/ldJnypL4ZoYSmT9zgP6wC0Twq9WjjZFwlXMVntKhpZyqK411oq0QEfgAOtnG/hHdpSqlOUc963rbhBfJVvmpnkUZ02WamJP6mCeV0EQaLPal8wXCUspVkKm2lOVo9JLoc+hAgRK419xN/EZZTD9pMxL++0RDiXA/jzrZDqtZZXEbZl10/CnkMiQ/tgGk5Ib5aUKF3d19aij9XTUB4FSFe29aKUf6dA2icPqVJOSd57oQ77c8QM+wJP2ECZytMF+V+qmvRLRrIPxqAl4w21l2YMyNtQfEwle03LGWEammjYosQsbkhmlfAwvuHdgfPfaBImufTsAI+fedNd7RatQrHTZdxNGR1/HGOvpM8X8cWwLgY+E9iXalZPg2D4885w53Ra9WIkbauy0yq6d0Yp7HKCajgPhMCPUZfsvVXVNWHBhlm0VBGYHDlAvGkgaJ0PhTZ7Gc5+jSLycYcSU7/WcrCQqibFLxZCtcsgtV+SO+M8/iQ7mr9ROwiYwmofZMXBkmxyPahTKHmS9pYI6RfHefKrg/oZYFB4FMNJRMA20fg5+IU4D0LaMvKtzLZG6AOhJgG2b7bEOTBhZBLgBnpi4PFM0JTgJmagAqbpsm1vDQMutVAAiTydppI1rWKNZfkld3LhoJJ7ESOfxo73xwgC6bqVHcsg+sW7knz4AIWDYE/ANFRFAVAUC07gCJRXvqJeDbl9QrpM4DSvsUxChBL2KCoxyoOf+gaMYJrCuI5dO5VSDqIhLggIwz8T93XT2TDmWNLoYIu+ZME7fkugQ4RVDifBLhD7x2cRlXuO/le/KzMd/e6l35ffx+UkQx4fxccr3idDHCGj5ffy7Mj+vZRvKtMb3XRrBcC2/l+8nxivzL9+X8X32vvxe3pf5TLyW5ZX5FOnpR27Suo56CSE9EIgvswn8LAetVLs5kPcSKNeEhpm3wth0VPfvuXpjtKBy62ZsXSvT01EBT5iK4UFHK9MVq9ay4R0LbYzKeoGPYfpW59q1wJ55AVX8E96dFWz9oD2JjChTAuu/5NFTK8EcMBZVUAoaYm6qlkuXdNTBtcgqOUDrQ97615QoiFEkDdkOaqjUM5waDVWszHHX4AHRXN8iX3tBlZnSiPNvtBo8wfwYQk0qtKcWyBzBF+KPUlq1LipoMwPKLfYfSnhUB4o4zVkLR3KB8A2jJoQzTTzuSTrVroHaP8wpnWM7P52BeYgzeetOzzyqmYt+san95C1hUJVbjQHciOuq5F1HvFHzw1pWprwaQzr71fy0JvZlgedQj9KPHhnntpI6DLCGGX+ddtep4ib4nPogcKJYKwlqtpvq8CzelSBKwOxj5ctithvZNjumEjrH2hGV8fBp7C/joWrUr2mMyLUg1aazROtNSNxpW8wF5mIsb5JnCiGIm9c0pLBCpvZdHThUrVwfkj0VgIHqjMVTmmPT8tbYdfwgZzGyVSpVaNp7UA1hlNOHjmGc2E7cs3i4Ot/RlfVLu43K2bZo6MUSildanKEh9AbmjiN4afjIjJk48GY9JYkaYwbSdh1BzxC2sxpAcS+da2CATGbsBJa7KwKdnRDsE6UwIVKKoSMdJgePlwlgzusEZmqmujAbkHmpsqBr+S7D5h4VB9yezgG308lPy1PNlSsAp2qRHKwiE+Iy+BCMqlHVAUjIlF0RoM0mJUoYAasHl5XtoKCCu+A5K0Zy41oOX+SQDJ4gXRGQRYJyi0woDR/qQU7LW6tj/rRWPGZU4kFUrM9hxXq4XcuuyTmYyaWa1oKpdxr80PdkT1vkXKka5am+SNVx1gzApOiCGREkBUSkQ+KcQ/LXubP1dM8SuFK6aS1pJ4Rxeiv+Kl0bI2Pj0X6qnapdTxrRgnIiwjb1+FB+9533hpIYjP82/l1G4o/fXyrORKJQEpHxV/Mo05ZXrT1VS4+3Di3jjb96X4Yy7fhr+a28+s2f2y/M23q8VHvch6glaSm9lnmOb4/v/F5+8+qvDOVzWYbbOQyTm1nTz7EVGPx5qYoOLK234fbMe4PwL/JPBC2CQ4pZs3A6WyJABMCmaZN8ARR1LIfMwpvL2lWXxPwlq1hDxAk4m9t1fFHNN+OLZnU0njDGXBDe9bUqdCtJghYoFBnHdnGvtKMFYiIO8YZAy38RovNHRneQ/YS1vgAYnSdgzzSeydkvsOb0laAwS8l3BIKk+tK4zrNib6YMokRCIglR0eI8cZDwr3RDPsB7H5KJRUiExYMDwLhtKQmDTG8yuEngIGEQUC3xrcMI3KlfXTqxSeKMYd65Ruc6vLKg80sGwB5RvSMzkQIFKUaxzlResgIDzF+1NjLueZ4l9bNfU11skyXuILSiTPKBuaCqWVe1S7l1jrp1IEp7Us40EHMt7c8VFMp2/tvyQtIVA4wJMrwrCVbRBttuW4onauDDuDi2JJFEvv9evIw1lqr4VOBc7+0w/trnBIecv/4ZK0tosX98o7BBcPx/BKGAcMqgKo6MOC1hR4aOuXDzlSvi7mePxN4eyqcOjpVVtdUyCX3QhDZ4xk7G4jRSo8FNDHHmwEEcdAtuBdAnHSGx56gpVPXjqHcKLpvMjKGnMGsgkeGeOKNYVFnECAv1wAnBiEXn2xcVJ5USYD64qC23J7FhAjDpqgE8gTXf2YWM4jALirmmJ6dCPE+YsCEiD7eSSDRUkyI0FXWwWKGKCegEMIqzdth1wBw1yrCOvqeS6vaHOs7SGjiLKeifU7XKJVsIV2r9yU/JMDlBk1G1lEwV7cjb+2pMyQcPHYyq1tlRwdG5UqmStuoU/+pNpwEN90q29y27GCvW5ZPj8T0dMaeeBX64+VST5EBRbzz9Vh07EiMNcDRz59Kf1p8BZ0E7JzXqpayE8y7RAxUymJ4wBBLv6i5U4nLN2RbaORYrJ+I8NpHbhyWSdgLqC9T9dlpZ6uVG7y6q2Mo4mfm4P2X6ca9ejOs3w3jEP54ojE9TxjNN+Xu5Mst0Zf7lVY817hN829velvsSx6cv40ikyuA740yMVz6X36yzru48vUIPP3ro8ZuhzKMNv7nuw9R93CWXXJL7Lo1j3xmnLN804/Mv8yjfW1YZJPS60BvA081v/85/zMErx68YyWo2UHezXxAND0QNFM74+pe5xBxyzGvZvnPZ8oW5x2xYjy58n4SvysVLluPZZ33M5aSZhknsb+2vxmVYVwxc6MXyszYWzJwSc9lLZ21GnH/Mceeea1m5fYm5lgSK5zxZA+Lo/JCRlbAMM88KNS21SY5MIsm89hu5qqrz5AdZuWRyWWuvQt3n9EwGmYK16C4YW2AeGBaPsAmDdhWoW6IpY90Jsbh/5yH2V9bFpnVzYtIQfpKp6wDl6Z1H1R+ZgxpZ4yePfiijWh97rJ52WS8NcNy+4jzWwxaRKY6tMajjalkn1Tl6rmkSz83f+MoCR9Fe6pVVw7sKdC/xG8OW1rf2RRr3uUYrmaexnh5fR/4iYZd77IFU/4IPa2m8eIzk9DnvU9VtfbJTKLM6/oEN9WzSjg+99RpkOTVftoX4RMnANe9N868sSHxdD82fPcy4ylSJ/6U7I8D/SrbbbMRBwp7tUD/i0luMjXREYiU04iKOc3T7ON3nJPs6DTkje9vZ9U9PO8XyBR9MyjBiOIKNx2wQPp5cVH/IHSVbBvWsZr0Rb7fRfe890f5PX46q46cBOIpMZGyFATRrmDdAEABgKapNeUshTizAJFlQgUXzd1UfxmWCQghUK1BS5sufTOcxMqnnp2GqXfiTE85tD+rarblbFZRi3fagWlZASyJO5ey4UZzzHv37v4/nP/M3OPCG+876kFKVCXGtpybRdAHtoTxUHXneF9MUH3D0BeoX9hCNHNgfR/74D+LYfd/O3pRv08CgsFKDY5VVZbLISNSw/3NFIyouNt1ftRyn0bTXPs/+0YfVyaNx6BN/Hme/gncVuGG6i+BqpB1KPOeZHDJtkFvkzfcCDwO8c09XsXAuC2Mo/nqnNOhG8jKIuPVGo/ea97znPen55fbbb08H4iUiL+OOv47/ViJ/r743TPw+Xnoy3vg05f3E/MfnMTFP8yuJnSd26Nhc4ljmPT7PMp+SOJflTIw7Pk1JqD73uc+Fp4PoEN1QpinvdYX3y7/8y/HpT386v+kY4ctfxqvSmGOCTDThz/hyyrp59WfQ0cBf/uVfxp/j4CC/M8ovjjM3xtp7qgvH4V28B0Ds9+x7NCXMI/eftWLyfN26xajdMBhxHqGKu27T5njTLbfGwqWXYiU9J7p6a+If7tkev/2P343/5Qtb4tc++0h84pvPxCnUkcK+nkpqNKjRUhPVX8GIWpdiborMle9y7Yi3quIsW1eDrmW9SDiBOeedjCgfqK7zgTyZk6OuC5GP800U5Zqkqn83Frn2o5QqMWUSp3LPdrqw0MDzvs6B+E/3Ph6feWw7RFJ+uAFpDKabNVKJbRX714Z51w/B16n0Qy+ciq/gwBxnUOSrbYLWqdRTnIbudwhpQVQiYR8lDwoFxiCGbHzPA38ptxfGf5A8xU3WiGbwLDKW2FFncIfnQrp1ZYC+cI6mU3GlXNphW1Tlet6heFGcO+SSh/cas6SaD1zGIOuO0nNie3m4c+vBuJfN/rqGK+LTh/yntzItlWXMYKLpu5SGfPGvKNj2ZAkZP++Eo5SYGXd3JzQzFtevWZLfhCWFMNk/VpHpRwYRWDiLBu88bNMp6JlBVMtSHhvEecgJWMxPnrjhfw2DOMBm16QHZOi5ZimZEWPw4ME4+/kvRtXDT0QXgDV17YqoLJiRA8tn6RWAbj78ClGSb3BPqG0lLowiPyeTA11Mct9VsVCfRjLo0PU+X1GuVY2Lp4qqint9eGYiYk5LPqpXCgupQH8vkLqhFTFW6GICAMiqJoc5bQCCUqMRTw1ErZ9y9p+mGymfqKHDFtNBdNMJLYRVgiigeSUie7LUvRNfjoRJXcVBmFUX8HeJF5xBOQ0ktgy2mTpryYW+h7T8mOiqhj08Vd+PyZ2iExmWQ6wFMdLPFRiN4eNHkWBRdUr8IKTVcP+ZVhUwHKrs94jqGYgDD8QriiQSxbPtBiKfqgSerStTheuLkf6rLQYHDhxIryy6JPN+y5Yt6URcP6XuF3y5oLQkoZVAKXEaV3+iEhVVm7pBc6+flqTl6RISBc8/NI0edLyWTsSN5yZ+83EjvgTCuJ464TmNqhc9BcM4+lb1p4rzfe97Xzo71+Vamcb0pnU7heUYJDJ+t17+rKvflNB0HGAa8/fZb6bVAtZyL+ekb9NbV9us+tS6KylKGHWa/v+ydx4AelZVwj7TJzOppJE+aYQQekeKkSpNEFAURbptRQF1UWwIKHZlV/1dbEgTpagoKKCASK8h1JCQAqmk92Tq/zznnTd8ZgFxd911y02+edvt5bR77jn2h9aAzEsXXC0tLdkXPltXuUjrbhkaGSjba/5y6rbbePaR7VKEm0gvQZ4tKMbQqTp1xiLmTA/mjm8dYf6KQJj7akuOHNAUYzBcWcURIA1PNLDn7llEVfLlqNIJMITXasyp7YZXhYY+TbhUWhA3TZ0ZB+88KobjBaMzPeyIBv0BdpjL3i/e0B5r4dZ64FBg6dJVrE+0WXtyzIPp1uEYooWzGoMXy5FA9cT26QBMkzWx972BNq7m8Hyfnij8sK+zcmM1WtvtMZTD2GvWs1mK2HSLniArFISWUrf169ZzyF7OuwYLRPXY7sTkGMRj/95Ya2L5D6bOB2HucDTWqPqAt+ev1IAFRs7Zt+tgHQ3DvrEcpMY25q+ujmsfmBMzXliKzdBhsePwJgxc037kvwuXQ5wCHgb0readCisRS1fqfolWsx2zBCME/fs0IjHriAVs6rZtxEIOfgV7cJh+HcdIluKqqk8P6kj95PIHYQCgHoJZS1WdDNByFO8WrVEcj93l5obog7h6HdzGYvy49uSA50KOyg1g6Ib2qY6V9N3yVdR4Qwdl1gcereB2ARUe3OdYQWsyEDTWIxEiZBGhy9vxz2XuHMkXvvxfFICfdIDIsYB3EpouByYK73swd8cOQOpJ/69shfkCj9lTaiu7xsQhazCyt3gjdp4XL8h+w10bEwoXImV3Zv/yyUmWmpyaI+up0ghfeMdcIdOUoseKqU/h7Hd2DFVhlImsEkkGJnMuVv7WZDrfUln+xZqVsX7K49HQd2C0Ypi2atmiqBo5PGombcPGQVN0LMPP2vRpgedd8AEIeesJUTdyaIpr1+NtoLNn/+g5afvoWr0q1j45FZ+MQxADr8Yu6PpowqxUVV8m0QL8wT03LeoQJ1UPGRatz8+N9jnPoRQFhYXmXSN2OKs5Wzhw3z1RTmCCYdh67bRpuIRalhzmRgzr9t5tZ1bLIOqdXRgbFiyKjuemRzV2Krt6NlPfraNhzJj87o7dejZtW++6H+6TNk0YGQ3jRiP+QDeLg/ad+G9r53xYj+3GRd1w2oKB4A0zZ+HKYXbSGB1jMK+EHVr7txaqsSq9iqJZNm1GtOJWqOeO2FUFwLQ+8QwuZTZGr+0mYZa/MB7uVMhVwQRYB4Gjen0XgCcXiISH1SeIrEQwJaLwncBeo9k6ANamqUbAFUmKVBIwd8cxbiWnI7DXMLiAXLNpTz31VJpA+9znPpdGyDXK/Y1vfCMRrYhEY9yf+MQn8vyhdldFTJYpUjj99NPTbqmOd6+88sr0BymiUYSpn8YTTzwxTc3p+krvHSIlzzGeeeaZaVpOg+DacbV9Gjj3vd47NFR+1FFHpbsr2yki03Td1772teToRE4aS9e9ld5ETCNRIPKyfNuiFwzNtIkQRV5yj/afabQjK1LUxJvm3+w7DY5bj9NOOy3ty2py7uKLL47zzz8/DjzwwLj66qvTv6Xm7kzz7W9/O2666absa23DaqpO/5P2ddHfObqOAsNYLHlJs+lIZlqVnUFMCgCcN9LAQGIGOmKn8S34BwSwt6lRCGAF2CsJUfFAt2hqd/YAmJ969L5R1w8Hsxib/tOzIBD6Vk7PfS932NTmlpcxU/fQ1+CN4GcPzMTTw0sxlDGYyXpobegdR+Ao+/i9xyCuxFk0hrnvfuyFWAVy64Etzv22HR7H779N3PLojLjxvhlx5jF7xz7bDI0r73g27poxL849Yt/4zX3PxFw04895+64xEYT+0ztmxOPPzoqTj5uMHdRF8VvSrQZZKFrda/yAOHX/CSCPiJkvSWB2Zv1/8NsHYwF7ihuxo9q/bU3844n7x2BMx9XShhvufioemrcOJaSe8ZWbH4137NIfe8XbxOW/fZK92mUQ0+0xYmBTnPHmXagzHiZ+cXfEoKH4P10FB7E6Rg/sH5NGDYi78GKxHgC411ZbxqmH7YDHiiVxKS6XRmLhavbseZhWbItdxg2K0w/cHos4tfGH6cvj+nunxxK2NzS8sAO2jz908MRYjNeKL/1qavTtNYD2zYvDtukfR7xxx/jJXTPjqWdxgQVC7Q8ce/dBE2PS8J4oKbEPDNGfHoCYBxIoys5SuxfulQfp4rxw978sFJx34hZanqJvrkomJOVy3xl9j0FYQRqOibuVOH+ohoCj+4gjAs2eTCWpNTBFazYwpwiQSKwkqOSEn6yyYkGawBUHRyOnJjdHz4uVk+2nIFic6LvzjjFg6/Gx4aqrowsAgRCS0lLwhziC/bekeh01cietsvmNL86J2d//IQcwm2IlHFHXOjxdoCG35Qf+IXqgMv7SNT+NpXffSc06A6lj4CwwRr7/fRykZH/ue9+NDUPxJn3xpGidOytmfeefomHHPWIgTZj56EMx6cwzonG/fWLFLb+LBb++JUad8q5ow33P3B9cCf5fg8q4FELEwKPfHP3efFjM+dMdsRKKbc+99o2Zv7w+ej1BG1g8L+EYeKcRnOociJcHxBmdeDeYDWe8DsTcU6WgFWujcYdtY9THzsl2wftG1+NPxqLpL0THutXRgS/F4Wd9ODpfQtHme99hk6EpXkIMM271G2PIkYfGytvwQXjjDYiT2MuAaq1t7heDzng/3gRUtlCFnAZR0UWIVF964OGYePGXo+fo3rHwmutjwaL5setFF0bNUOIyNDnC+Ze+TSMBLprutzmoxiEqnJxci4oilUFAX3JOeriQq9LYtVxeGYq5QJ7MCfNRVOjenmLYPfeEuABBahhc7k5D4CJNnf1qpWY2hJOOjEUSX/ziF9PrhnZPRSAiG30U6qFe5CliEmFqwFyR5D333JOITtGi/hwnT54cEzE0oYhTm6J+F4GK8ESYcq7mZ91EdKVtVee0SFhkJ1cs8lywAABEO/QEYnrTaK/V+iqelWMWAYrw3vve96bBcRG+IluRl15IrLeuqCQqRHRyenKcGl6X47Qs6zh//vzsSvcsRdgSFiJEEeGhhx6aBsY1dWefXHbZZbkGXX2J9cRsrsXuscSZQSxcBQJjXubWAB8K8RlCeb5pmWkUnhT0Ki9S8+yfFDHkEh8LM85uWjSyPtfD/d1w2/R4CiPcs7FxucvY4TF6WH/mAKr2SDfkPgXD6nqqnt+BFGXG8ra467lFMRqLTxOGD4wHn1scP75zGj76hsYCbLpeetOjseXAAbHd+MHx4LQF8cNbpsQovD3M5HztPS+uj3ejjyBOn71iXTw2dy20I9ZIEav+/rmVsc/CVsy6dcYtj7+YxMLzcHM/+BVux+C29sRI9mPPr4zL73w6huFxZo8RQzCIjyEL/O8th/KfsqQrpr60OMZhoHwsbtdcGhoSUJN9EKbioCtx1lsT/bbohR+C5rjqntkg+em4eduaLaG2+DXKGQN6PRWH7Ld9PLaQI1YvPB87YbRjLdatfvfs4nh4+rzYdtzAeH7B2rju/mdj7523iuW06eEX1uHGaEbswLGYhYi4f3rfnJgwpF/sgE3Xf/7lvfiKbYx9dxwEEm+NX9wzLUb3rYsxWw2O+19YizSuLSYNxDB7z97xB3ytXkXbdttqOJ42muP3D8+KQNR94Ql75j5kAX8hcBjGlBaxjIt16Rgp8lbMWqCHimWf8+5/8p+irZCFSEtcJG672QsFDHTeOxMwiI5UowWpwFNzIPmAxYmPlFZmTDjzqEdUjTRIKpKAaBuRDUDFkJvGUp+UVhRDhBpOhGjxBlmsRdQBfNWycrFWjx8bVeO34pBxLyhNZOdkDuQsBogFakWTjukeMBVR6hEjbLl6TdQsQaxxwAGx5b77ROP8BbGcfcq4B4r95t+ml+yx7z8jttx9t2h8bGqs4p0i0oFr8GyxHo09xIu1LPIBuOHpyXOPrUZHbxDfhgcewZUB+4X4YOzdo1f07j88FvzsxugB1Tnu2ONi6HveFf0Qa7b95sbQaHr/VSvJYy3c6MboC1XXc9HS6IvG3laHHhzVWNdP7TX3KGlH/2FDyOMtMRzR3RC5zoefik4M6gp07Ktq7FkOfOvhMWDShKifPjPa/3BHrH384WhcvjhG7bFt7PDuY6M/Bpjb58yNVddfh/dwBur0U2LEEUdG09zFsej6X0YX3Ip7jtpohLSnrRuiH6LRXAhQNj3hjPviRqcK81l2bU4KC88H9oMByrkv6kAVbzNOQewUxrjL+yJG8VeALNf1rW99K4G01mV0DyWX5eLbPI3PIli9Qlx++eXJCSkK1NWUyEMHxnJ6P/zhD/Mnp6pXCstRhKjY0jzkJkXWBjkqxaEqs4isvMqViaSvvfbaFDXKaZmn+6ClYkyJ/MyjrKfKMjpadu+0ROp+t1wRu4TARz7ykay/dTKcccYZcc011ySn57NI2roaSpGxaVXCkfMTyZd1ty/OPvvsaGlpyT1c66mh9JLrLutlPO+tk4SEwXaLkFV6mjJlSopkjePYivByeP3Lf9/ha5cfa6173skliiDzK1fJ0n7a78wFTz4QsSzhXMfuxzeoIYkUR2GSDo4ffWpmzMHup1sma9ZolAJkxb2a1rn3xzJ2/oFnE/HWw4n2Ykkch+GAC07eEw6ud4oYdRX18IzFGASvjhMPnhAXvmO7eMs+k2Itx7oefZ41Rs2qWCPyvtDHiHOpI21oANLvvd0oxKP1cf/zOP6euyYWrsRTBkaql7IeFUMeu+fI+OI7JsXJbxrPNkJ93DULLVraXUdGVaRrp4FdiCV7Y4j77GN3jbOP2wuj4vBVEJ1a1XnLGybEpCFN0QdE+RE4vX1xTP4ISLuzoSeG9beAG8ThMoTbMxBF6+AwNfc2YUBznH/8rvGOyVj8or6TJo6MC969W+yzbQu+DwMfh4p/YSiYw2/cfmh84eTd43j6ZM2GrnhyHr42526MF5auxZXUiLjghJ3iI0duDbHZFA/MWYaiB+Js4NekET3ii+/ZNw7fc1w8jPNllQonDO8X4zEK3hex8nw0JJcDK9POKeufQc99SXj/HHP7UmGx88Jfvnei/C8LQmBRoEEdkzzHSl9CKtBlbpYh9WSODEGCkEQejF4KUx0/0rjXa+yNEhfupxNqu9axx7UGO4E+ZZ+6Arh3NnjD5GtoAnjl4jOSgfdg1xqMF6M6CVJk5TlwZCDyqyUtInAfXVVZqMndrM/9O2TkddtPjMZjjo3a+Sjv/O5P0bl0ebQhmm1auyF67LVf9Nh7cqzuhdIPALJz0dxEhiLdPMzMZADMsXDtEragd9gekVDfqHru2YhHpkT73PlRv/Ou6rtH1Yvzox/cX48DDowu9g1iCsj3/odwLLw6erEIVqAtJgCqYf+ljf3Mfie+PWq2R4wKktFau9ZtaqCUm9iLWfDgw1G7FgS1hn0JqMwO9vyq6tnXoDZt7HcMftuRcLZ9YuVjU6J66UtRtwMiz55NsfqPd0fVakDE0UfFmjkLg42LaNrvyGg86MjoWrws4maIgqW0EU5CJj4Vi2wrVHutJCL0DK/pds9cuV/JfdG5XO1fnmiDFnYc4tQMNEp+yZtESiVCyi9OBn4CYRGZYkFFqHJ37jf6zZ+cmAgggTVxDSJMOSORodyRnJL3vpOL8rsclMH9OjlK8/G7SEZkVOZRIiYRgy6nRHzWQY7T/UPLdq+y3BM0z9Inou/LYP3KoKso62X9y2Adzj///BSbfgZj+LrHuv766zchv5aWlmyHV4Mi1UqTb+ZvneUWdRdlvUSUhrKvbFtlPcp72+hPbty43utKy3u5X/OS61Scal+W9Zb7E/BWjiN4Iv3x0ZG5RJXgFKFYg/0wLbYFAJhCWKX8mDNdUME+iS7hFSFcGUPasx3+/L56+ptjIdrQ37xtZvweBY/fPfx8bHP4zpgz5EA7WYNjSUfe7P1JjbeTuJ61MrRPb/yLMr2bmRusw/Xspa0BlvRgf20g8EKLVYN649mGNGuwgN6HtibwkSrnbq37P8ID6rbbqL6cN6uNqTOXBA6QoNU7YrcJI3AHtJg+rsUYOIYJIIwHYMmkB33eyXaCWrNtiGrXo4Wu9Zx6ZKsjm+tjO/YWB7BX2Mr+fS17gJqoU9tdJKwnhkZ0HDphuzvY73T/9U+Pz839w+2GNcekQdSXcmoh/ocjxWnBbdzMHsAqzkYP5/zvUBDv4GYMKlB/xZqNqsSjKjSwV3NsQT0GU75jJVhcvJ5YAOD+7JP2QMA2oA5FEAgjve1oQ1Z/jqMGcd4ZNx2ajlyBNxwV6x56Ds/ydUtjDJ6BxuKbEU/iiPkYO4eA3FUqsXyZlxxTrn5xrPnIWDjO+dIP/+ODLfXn9qtiVEY94aTm7XxyzhV2ZRE+9uvNGCBiZQ6K19L4waa+QkcDUbyco6FW9WFVkUVrIjQH1qUmtyQ1opaYV00T+SE3+RGXytF0Msk0/CtqqPaQLaJRjxYYpxP1r1Y4vAZclgQIp8uNTpCMi8FB7WSyagTYc1PKyrWqUwUC4i2IlpnEgulkcWe9mFAq1mhUoE4TGzj47UAVLbE7k69+0IgYNHZCVD1wT7Te8BuQVmv0wrs2u65QwiwgkDWRowOfN+1wrFUscjXPOpnchadnKQuap8gYACoylMJlntFy9vrmz41FP/pRdCEqqtl9T9pDZD+CiKqIS20ZFP4igupqJS/3c9gf7bXnm+gLFBJ+/8fo+N0fox6/ZLH77rQfsp92xzrismHfDrLrBKAITZK5dxhIpxcMxa1VHsHAQWsN+7hJz+QA2Zd5w1+nALo/InIH2lVksFF5NV7BMZXA2qu/F/BdJ/fkPuF73vOedMGkQ2IRgP4UFRUedthhsdVWW2X8zIg/LnL34PSZaFA8WiqdiIB1q2Te7vuJBPRzKNBX3Oq+pByZIkbFimVwb899P11WKWb1WYSo30dFnf5ESqYVmVhHkVUZSoQiAq4MvldsKgeqL0b3/fTOIYdbaumqebrPPvuk6NR+EbGrUGMo87UsfyUyL8sov9snimwV88rJlohVTlDRq1x5yTWK3EWk7lvuv//+SZSYt2msfyLF7vXYPcxZ3AZEkeCNHNvC6ARjm/8BmMSvY19x5rPPR++FG3FUvZJ9ZyQ8SEnWMvfWgQB333WvGIXIdC5bCI8/j/hw4BbYRAPxALir0cxrBmGtxR3Pzx58PsagKHPIDuzH225mplqeaPKA6DrjEbYN+vftiqcWsYZwSTUYLLmsL45fIYCmzmYPkj27R9lDlJgdpjeN1ezf4/7jmXnLQdw1eJ9HkYV5CmkJkq2JnRG9Xvnk8vjN0vWk7R0TRvXBHRD79bRn6pwl8dSEIXH/9EWxgXUzCsfCrlUhlDY/61jHqUmO0WzXdFcVUhXKVXXfQ/6rQdxVKACtaV2Hg/ClUT8CL/Mg2caVK+Jt+24du2yJ+yaOwGyhOyvy1JefBDzJ6VvPI6M8g9JGPTDEQ+v8J9AjwMF2+uSJWUvjAXytPoKIuQE4OQi57dB+rEHq+MwLC+KZlwbGY3i5X72eOdgfMbv7v8CINmBcgm+WaV/2vDsWvhT77zQq9kfUukYlOurRn7za0u88sAbELgdkKJY2egUgVOgDUCPKZWjXeszMYwqvGYC3hgIqvGbM/5KPQi2xkPP79QaP54in2quQGHKXtnbFHygtIsTweDvgFd5R2Kjip33J9gA3/HwnTkJLGCVJQ200QgFhJiznAAsrz+/5lLVjsQH82xHpNYLNHAzVjc1Hkz8d056LjU88FT3g+lod6HvvohJwVNvtFCt+/ZtY/9CDMej0d0bdJJRHsgRVBwDILEIgcbRf/qNoY3Nb7rJ2BAo4Y8dE513sbd1+d2zojVsUODttjTZPhPNi3y96MaEXvBBtV10abbPmF0gxbNOiAABAAElEQVTFRugMdfsdYukD90XVM1MhVQdE7VajuA6KtiF4wJ6O0sqvrwHR9Ij2KTOia+iwaGR/ZHl2DkifdrVDgXogvhNN0xyQWurK3odAoRVlkY4FC2Ow6XbcLtazt9bOAu1y/5F/0McRj06N9h9fEa2IpuAlo33UkOia8gQcSX1sMXmfWMw5wXX42OvDvmUDx186HriX/dIhUbUA4IGPvbqd94+qPvgipD3tUJ+aT+oaOJjBZKL/+pfRRtu75iL+wQ+boyDHDgXAFVTIcJX+9uQgRK4OErxnUpC2T6BpKK/lvYhPBRMRlohHLk3A/73vfS/uvPPO3G+TM5KjKYN5CODd01NcaXzFjscff3z6bZw8eXLu2+mfccGCBblf6T6d6RQbyqGeeuqp+SyCK+ukX0R9FIpQW1paEkn7zaMkU6dOTQPicoIi8WOPPTYVhyzbuoucrKcISYRThvK93KV7n4pRRcgq39gm22BQ1CsSd19QpGgbbrjhhsyvrJ/52+7KYHl+9yfxYD1Fduedd172heVddtlloZsqEa3tta/cf73xxhvj85//fIp9/SZhoTjb+lfzSykAY1ijeI9CJRs7QBSJNDlykBSmWs1JCHGOj5nX+tLs+JeL/yV6V60MzzC2s/g9dN6G0ft2kOQXv3BJjJ4wBhHdqvj+jffH2p6DmPu98Mu3NCZtWR2T2RtbuKw1vn/rs/GGwRtjb0SHdWhNM8LCEhAv8w2i8ndTF8dd05fF4tXrYp9x/WIirsv6tK+L2/tXxU/vnRW3PbcWkfiCdK128Fj9afZFk7RXXP/g/PgjXJp+QXtRd32f1tKUPbYeHDdOnUsL2mNbDBO0gGhrcE68K3X6Ay6Epi6uwZns4phA/ofhiDZFsawBTzg0Qkg0YqptjQQvY9QB0S457zphxz6aWU/jye92iNB/vvnpOHmfIXHQ9oNiDkpMV8Ap34Fm6+rlK+LQbQfE7rugSgcn2ApSW8dQ96COPTqQTJDHBvq5DmCNeh+DAVJnzKsh+h/HqtVnr5qCZGNNbDOoV7xp/HCsSzXg9HhAPIJj8k9f/lAsQtKEdDbevMNwOE0OCnB+5SVE2M89Nze2Hdo3jtl2GCLnpXHdn6ZBdEDQrF6Ji6v2OHvMkDQO34SJP2nx9VgoqgPSe1p6PWeov/bVL6M9q6k4gb70Pygy58PLs5RqZm9oCcuJtAbxrKLov9/AKW2Ymw3rYQgYv03BITW4GMrguqd1HvHzXKISS9AjUVQfIyLvvarfsnADTM/EYwSWyWG6vhJ4OreF5wBSz7waWE0AEbgVyzJeVkRgyypw70LWvaMgUfNZcUxSLQzsEjQC54EA+0KNC9QXP/QI6rBdbMTvGCuWLIrVL74QfZPLKcU+TCgXPBO3Hs2rJXc/ANPEIG81IQbDUQQHj2uemxPz73002q64FtNqbSjT7BvNBx6AqdTmaNz/jbHk5l/Gsj/eET05UL925IiAxLbmqOLtEktGjo5aFk/dzjtg3WMU7eoVgw8/Khb9fDUKObeA5BBrgDQHHntkVEEpL+0/INY0QLPh03BD716xHi3UoSyuOrjTpDzFP+TdBHJt2Gn3mDdtenT89PpoBLF3DRmMGrpAHbVvxID1/XrFS3+6K6pZAPV4M2jEHNfyPz4Ss26/i9MxDFT/vjGM/dQeW02MtYe+ORbf9vtou+4XFIC26HYTY+ARR8E1o5AEwG4C0Ct6atplt1iOWHb+089EDYixsWV0rIYaVrzCH35ObjkFuwARF0dIHFaBQjl2aV4rx9XTJABR8jV4FZjLyYikfE5Opfu9oscDDjggkYiclEGORuRQxh01alSefRT5qexiPu4nfve7303OT45TbdMjjjgiNUTNQ0SqSNE0imzlHksOz/079zdFnGrLlofq3f+TkxKJ2wa1TU877bTkQOVm9XwvcvR60kknJednHcs2Wq7tEZmqDKPI0rOP++23X+5f+l1EJZLbHY7+uOOOi9GjR+ehffOTM5ULfve73537oCI287b9fjcfw1lnnZX1UOtWjlDu9itf+Uqeg5Tr3WOPPZKTFrmrbCTxoRKOyNk62d8G92flmJUDsKT5J6AvQlM9ClRoh0odO35yTiJKgxRvfb+BcTTpdxyEI9tm9tl7o4gC5undszEJlKamLXCm05FI6p0HvSEehttZA/G516imOGDi8NhxDOt4ZXsc/4atYpt+ndEswIH4sALSG10QyvUAlj23G836XMGZyd5x2K7jYyjIc0s0Nz9+3N7xOzwarMAd3L6jhsfh27fggLg2RjYNjjMPqIops5fGYDQuxwzuGy/MnhOj1IrBL+KeiFM/8IYRWCBpiwNI04RkZyKc48fftk/c9CQSG4xC7zV8UByCEs7OQ3qD2DfGMTsPS8WaQUhw3rztENyJN+T+pz2mlaeCQIRw5SjIETsPBxl3xgr8Orbge2+nbSgDJPPQLLZw6OtRcKjbjRmK4Y2Io3ccBg3OOmSpjEZp4527j2I/EGtZbJ3sOpT+3gP/lHCtMxewicIRsh23GRPDmuFc23rHftuMSO1TRHHx0WN2jVsfnRlr0VjfjiMie227Q+w5ti8Ifl0cv8uguPKfvhJnXrM83veut8YeBx0W5xy2XTw6a1msQkt48MDm2HfSAMSwnfHW7YZHw/re0cR4p0IU1zzH0dYeCxfMY/3oPUQdEFGEXGMxV/Kv1Az/k58CYfqpQekUImqD80rCuQxGN/y178p0lWn/ze+Yzg1Il3r3dE/6tUOuERqsNEMUCXtGX7DfQMvyDGy+gzyi7auWMbjJhQIbEhFmtKKxvFd6KHFhqOpauarrpVNPjj7X39AtSuULEQrAGrG8DgrsxFNjwEnv7M6AhWJqEIJHCdZBfdcgky8c6BKlbz8UWEbGRtSQ13Pkos94jmH0HoCcl/0l7JPGI8/E8vMuiJ4Ajc7DDgVIstDGtkTDqMGsPNLjEHT1jBeiCtdJHBDC3dVorviABJl2IFJc+xzHH1AYah42NDZCUXQ14Lh0zERseON+Z/qzaLki7oRbax7SQhomANTyhhenResLcyEDONM1jI12jkeIWFY98zwq7W3Rd9yoWLVgbnRC8fUevx0ctOrR9o6WM9CuhTNrQ2y4YdqsPNRfD3Xcyl5o86gJmJ7DduXsZ6MebbgNOGitYq+lEY6jbtigaGUvcf0zs7BoszpqB/eLHgC/LhB8tHMmbwZ5LUKMiPHahtFDomHQSMjBjbF81vPRWN8QPcaMpTM4zzUTlfi5C6Nu8PCowz3NmtWcGRxH3/VgT1XLIUwKRoO+q4snqOOvnpyCSEVCB1ES6RUntQHRRD4tLS0JyOV6SsQhons9wfgGgXGpRSrXpZalXNArhUrEVJn+1eL63vzLUKYvEXL5vrxWvi/jVn4zL3+V8crv5fXnOOg+4YQTEkl5dKQMm+f31z6bz+Zpyrw3v8r1llxuZRqp38KCiwCt4IKexOvucV+/PaatYW67ToU+cgLuRbNXNYChuPSUPeJNwzCKzb5bNePeXoOqP+l1x+SRDZGbw65iXRvEIngSQERe4j/WQw2IT4JZrw6dyqFYBdpOXouvw4tumhK3oM356VMPisPGcz6T/IXE7Wq3s4CrAboqP7jH14PtEdeX7RDQ1pBnGwSx+6aOsls3HRA6aRyAFtZBcKbHCPJMwlSxoEQI9XTfsRGFGvf92Q8hD0C9vhed4/wQIrPvyCfExl3s31VRB71R1EJ4a8pNAqKN88vi+HrWdSf1rTU/AGSe92TN21c1wKOaRtELebFto/NdD94r1qwBWa9twBs9+Xlw/5dojp537cNxxhG7xvv2Hx+16+kn1xZbSrUgUb0fq53fqrKNbDFSICVNtSCl1Zjh3HW7MbEW0bOdsTVa7u844bQ46MCjcAuHuJXjWPW0pZW2dnAkpp3x1YGDYtPCahiwiXTr+A5Ip070vXtUEARKFjYFO9oCXL8StYyFvjadZwnkuPh5U/DZ8Ne+K9NVpv23viNdjVw1c6kyi6zXZn/c8lPhrJXxt84uB/tHrlkLa6bX8LpOmX94z6z45C+eRBO6H+0H+6r/wlxIPEHfTayZGwdssSi+/Zmz4D3ZM+gEuRjsC9nLguMoXrjm2tGETJbT2Y34QhNrmlprhMNqhFsiZ94nJqEwBpBObxg1NBpG8I0N8FS4kWti4nUokkA7rbMfxwR23zkam6BcpF6UClJYF6LC3rtsS5aWRb7mLZaywdj47LXHXtSP2cEMl9nlLRUkb6jGXttvxTMRkeF3abaNmFWU1zhufDSOGlm8hxLpYKK6J9Eb1X8SU/7G6D2hpWDAbAeTy85weQh4WsmvbuiI6D14GHGY8CycHnZMllEdPQfuQj5o3I6xBwmIWLsQOdWjNl4/AIQvBeMgQNXRvSyYXtFrG9o4yQnsC9pPdl0oLfTbFkICwKWk1OXeA3Ffj/FbE4c2QVz0qxlNlVkK1DFdDOUkIDEZ1CZQKpcFfek/6l8C21fiGMtvZJBh82dfilgMfhOAyz2p4OKRjvKb370vkZFxDV7L+3zBnxL5lfHL914r4xrP582Rm+lKznXzNGX6Mq3fN7/3XRncY5TblYsrQ1mvyrxeKY/ye5murKvP3pe/sq5lHl4tw+C9fVrmVV6Lb85hf8Yt5gqMH6JB9/ZZMCAwdthBAMxXgKhHi9RaXYaYlK1IOD3ABQBzPXURMVarLMJc7GAuqr1XJcBA2aWXQ4U2pZhRs2QqdXRhIksD3+51axpSylwrpaP71iL6Y54qtHB9spbSRCP5mY0Ix/f1pOkE47r2KZrUlA9yA22wvKi7fcDUV1GsDY7VotrZw6tD9Ct3k99MR35V/NJuqOeQu/PTukx9hxrbIHzywIIoElBTcqfRceBT1pr2gOpylVUjhgZ9kLebDPQr3KlIVSDakff2MeJdjH+IoIWDImgVjlB7ZcuECtGvKtyIZPqjFLTzlr1jOGdCa9EtSFdYwCW3o0TUEiBtzlU5fKRqNazfOnQtJAw6VCCCwZAGcSyenfJknD/l7PjVTlfECe84Id74pjfF0GHDSduLHRPWXZsSBLgh/kr0Chv81WMgQeTNAzCBzGh/YgerWQYHhri0hm6XGOJKHRkJ2uUn03UHB8Lw174r01Wm/be+owqKelshRP5SsFWpVeoaoI0yChKRWmjToIXPdayNahQv5yxHhMy4q7ehMpbzJlnEbDJziEf3Jg2ontGRdK7fXJROcpdiBl4mQvXQI5k4gewvu9EDw94kbeV7Jw3ZgUYA6lQMytDCHTTT5aYncbo4LFv31kOjbsQoEATxlQtTF/MVKXcC9HNMmDFOaD1gVDPBgB7kT3qQi/YULbGLCesCqgYZZ4eYV9bI2tA9dFa2i0lTpfjRhcyazAlEll1Sz6TXvJWLLxtmBN75R40++GO+SXHTyWysa3bLoO3INGQugEssxnsbArbOTV0oxVQiQuHA95bp2FkfEuaNdbZNSVRI6vjVChkcBwfZ/nDi8y1VkXknxVot1exIbkoHp0of6RQ0cbv1z4Z050cOaoaW+4EC5EoAXQLkzYG4741XGRRreiRBzlNusRLIV8Yv8988vXUo31XGt4zK5xJB+V6krnhRZZwy30qEUpnWPDYPZZrKeL5TnOten1q1r5SuMn6Z5+bxfC457/KbefvzuXxXpvda+b2yneV742Q68yhmszMFzg4hg3ZMERvqSQCYydoAW0Kkucba2FdchLWWzuq+SApYhyIO5oh2eTW2Uc+CUcHAFeSccqvEeea0TuPdrgUmEMWQxh10kCtARgTRwFx8527j4/AdR6FszTZCIjiRkfPQejL/ySsRqpCauvGX/FyLIiiQLVqBnXA+QB2iiqasg9S9aJf9s1ygmZR5TAZsp7jWCzTAI/H9VwXB3QohUCshDhDVOHdCiGwP64N2arxczxtpnk7Y4DQmruosip2rWKMbVQpkfVUjblWfIhEv73MGZfu5k9ClIZYtQWp9Oom7c8vA+MopBwT4EQ4RhO46B7FrRs92AQlpA/eJWIGBlCkQsL/a6HDhov0D88t7xoRCHuOs9JQpj8ZW228bx7/zxDh4f865IoGTe5IltpWSDgkTbA95pgSAPETl5m6+mweGh6jF+076Ju3QEt//fxaMuHl4Pe9eTxzzfT3xrCsVs7v+chDdC9NJQf85xvIsnTmufHD4+OZu4LQl61IXpgYfWam9C/Hj94JrZH5DMNZj1cwg+QKn0ux05CUdZ6bcu1BYR1SOAvHnpiGAVJoRU1Jp7SIaMlN7l0ylWhkWEgKgGaZEEIm1mUiIVKoRLdQOGBoD33488UkjsgPxmR/rlz5jUYnpyEpFGLVYRUC5SQpSknJVYqQs2GBV9FWoSyaLLYyVZ3Z8oL5G4r0W7q11NXFdGL7vgrU2iELT6KFyGF+RaWEIOR94BcUnIqYdts2OlyptJS83vHVtZRlOyy4nOxEKtzeKMaE8oYITETNZu+dlAgr7vbvRpCUDyrXE3EB2WABkAhRF1DnS9K92ZbN/LZP+sItMwwf6AW9wKAKknDzzoTzrxUQUwAm4RYwqoVQqvAiIDSVg9758V159ZyjjePV4haEE+mXcza9lmsp4vjNezq3u8svvZfzMvPuPcdUa1fKNFnV8Nl6ZpjJu+c44m5dRvivfm86+8PykoayP38tQ5ifysszNkZjfK+ts2krRaJlPZZm+qyyj/Fa+K8vMWrDK5Sxcbf6amTZDB/RGDK8JNEwbCgxyoTL21EXXbQuWsH0AYJBIynlPOo1/J6HFvCs4CyvhvJHjQ5LjvGVOS2UnIkJ0KAqQM7NeNSIP6tKXNH0aWXNwo5p7FHlp7zTPQAuaXT8iM78xO+XMnNmuW9e3lpnkWoyf0zNnsHVjjTHHu9i2SAUSkBEpChpS1XvaaVQdKHs8rJEl34pNVNe5hKJ1hS8gHzY/qIN9YT/q7LeGOCK89BCSnQphwdVyBHTpzYe1rJZsLSJPEVwCWWEP/WKehnILyXw6dR3FuAzvCYTAi06XBDxlyW+nNjl5pKNkuNga1rJ19J/iXX9yoEnMZ84SE5Iq6sALcbpiGgZDLnj83Lh+u6vj2Le9PQ4+7Gi0qkegDuIcpN7Go0/MU1CaCJt8rYNI/8+CbXYi2OO0x9RK57IrfP13Gl5P/cQNhbWb7vltE5l7Sv0AkRBODjH6MKs6YtZS5hQ4RWmhxIHSNOekSBISKZpq0GlxohLgmaqj1/ARECPsSbAYpDrNl5xzIhIhOjibhhHO6OovZ+lg2KlG4lr0MncWYhL/OBH5zK1LM7E5H1mnBPJn74Ha5MR14ZhVMUmIUGSb+RcLuxsxWoILOBtCHRQlQfnmMDtvsx5OK7lMvtMZlmGlNG2nVpJknx3hv0TEPid2oQwa7QJJWsEYdJZipLRzaj4uFhEwC0jNNxGyrw0+G9oYhTSiznvpBKtQy+Kyk7jNMrJvKdekGko2kur0hiI7Y0qvU75v6MtsG4+6wqlzQfmN9thnCS55lJKsh/BogvtfDnkkcrY35GrzvCdxPbKgokel2LAExmT0iuHf+73MtDKf8r68Gqfy3ucSOXj1m9yhSi3l+cLye5m2jFciMN8bKvN9tfsi5p/HrXwnoisRcXkt8yqvxi/rZF1fKU1lHNNV1rkyn4xnfnAhUvYSYgbJIvi02Gpwn4gnsLAEcKsWgSTS9uKkq8O6xyKsSo2JQQDwduaXB/qdg8QAWAOwc0KRPxNY7y451S3A+Sp3Qzkb3cPzzrktIOHJvPymAggznXnL/rXzkLYUlkfsQ7KhLNeY/81NRCvBV6wSv6vN7ZeMwjyWl5RjA9mBuM0vl5xjbzzzQzri0S6BWK4t9utEnTZNGGONXOOdxCMadaSdAK9OXMwVdl7lPCuDdSRr4on4OhG/Kg1qp00pQSJHEY9CGbcurEf2HMs5j0NQT+VJbYrpqKx5J1HMe4G13HC20P4V4QuISSEHaf/7lH0EfHDcEhlbH76Rg7nlv6eeeDye4fjUddfeEO9457vigAMPiaHA6xr2XtNsJ7E66QS9lqQQWoRXdC15dAezIxSvi4fNoxQx/vv9dYbYYNdSIdLnmf4sFWmcR4rVl3A0bv4qROCMn6OZnJ/paLJMYI+OdShuofSEFrmBW6jm4UNiSRPnejCEK7B1EXAhDwQ2UpiLl3J2ECMAg1yaiCFADmJdVmVWyjRZRDGbc8G5H+ZjzuKC4MrnRFjGZtIVQ0U1mdBOhOSOmDy0kE/Z5KwDsynhv6VrCb9EBtzkpKvu5jqLGUGnWK6FO0O6L9mgfHYhm44J6DkW2scfOo/yLIcJrbjDGrmk82deIkV6xg9S3B44zkXbHS27g2iZm51nMBM73wLp/YJi5xsL0QXgFqVEQ8pYbSkANfvMejGYWRfvbRB5FAvWehiIaxcKNLM8xF/shTZhk3VFK0DTfiSPFKskoWCfF4awTfXfIZTIw7qq+al2bCm6rfxWtqVENOXzf9S1EhlaxusNZX0SYZEoAb7zoTsPr5WIvIxv/jn/nDf+CM59xXT1AMBJLVtC2c6O9XBPepRxbsq1oL2S0Z9ZuDyeQ2w0YAi7YgD1GuaPwFgOxr2EAiXwzBqQoHJNOu/0l+gxAL3er4czaUIRpR1iLMsgQu4/IlmRC3Nl1AGAJNCcwwUwd+lKwVMvrsIF5zwtpn4F8emTaMEWFivIOBCzztdcRByRslamo05yaSrAZXxeiIDlQdu1IKA3HtcrdWIFsx5IQHy/SNOKqFRWscQ8vESehk6JCZCtuUoc2LvKuCSck3PO+mTM5H7rOJ5ClVjC1BuCvBqkrGi4Cw32DgjVdIgu8rN+xFFphp0t+ol20/dVbDtVic0lroFVHuFKUaadmFIg9iLJz5oX4mXe55j5XQQd8fQTj8RnMVl57TVXImI9IQ46+NDYcuhwPhd7lqJmkbqi5eSurf5rhqIvXjPKf/nHYu6/VjWcK+IShzEJEnpRAiclEPQ3u4kQSE0xb+VSzsWi6ARTlh5nnDdSYnSuzF/vqnXRB7H7APRmDEkQVY8YGa1Yb+has9zxZ8CpkJOI/07uhhVoT65ex7xhcKEkQZWsLyzHo2a9gcJJkBVz4A0Fi5pQm2x4l4vEWUBwclH5ZsqrAxGsxH2O+xe+o5bFZxvrc5bvYiaATHJe+8gnl5UW+a1NWsPJLEzDBKMMF70TU+SlPdLMMTuDyU9VtIZQDydARNK4aL2FciOdbktEOi4sDaOXiC0bKYmK0KaKc1PE4B/lET+L94+VY3KmiNln+0aAZJ2IlYiQpe5eaW7iZ3rySs6SetBIciC9FbIPyaS7vtoWf5mwIE/OWUp4KEa13I2kEY9ugLuvQslIqx8SMfZBCZw9lL+AoxL/k4KGA/zpueJvHdxXLb19yBW+WtCknnuxnk9UI9jjItZRg+TlWDhPVf7RyIH7pwbfmc5n91Ud15zr3OXMYE73ZgH327gMTWykOCp2EAMLtkQQoTAPWlfG/Q89Flu/cXye9RWpunbk5BI5Ml9TwJnz1XwLVMU0c+omYnSNbKR90qhyU145gZGUtMkERM7gYoYC0J20BGsr4WieBteHsURdAimjUQuucqAFQtM8mm2QA/OraDxhSK4FcxQ5oPCGNuUGFAHl5MzTMvVnKAeXSInXDRy9qkJvYjX953aPnINrqbupeTW1NTUU9UaUBgxSYcNvta5ZJVJut1CuyFguWZEdq4o8sobEpRdBTOkuS2kWTdaco06JVVXKg+WUUyeMoXVdKAIpwusEoS7HGYEIU4mURIW1wfAK5Ykcu2snHCa+PVNLG7SY88TUR/N3/bU/i3ee8O5442TMag4dASEgx6ukQqHy6wlF+19PzL/rOI6P/ec4U1HPM3p1/BhOkCA2gYlxOyY8nQdpCYr+T+kDM1IGqRMCsA97i3pQGQI3bnBuR9eWg2I9bmRykjAzFE04JpbgwfFqjkJ0oOmmMo2evt0brOaMyfkXfyP++MzTFEtk4iraSHqUCkndmnlhpqdYJnVMOFFZEwoUX/rC58mrIz5z3qdjbbqhYqk4kWmoDKBIJA82O0vyv43nA78CkXpbAHxVe627EycFjSwc9wsEBKlcYPXIg0vmaf76LnRCK1LmP50oqPC9joWJy0vVfcvF78a4ETVRZe1cLIp1/Zdb7dRFpCala92lunULYz4dijqoi89UnsxBzi4H4vg9zTx5Qw2lbRWryBeq1m2d1SITMNUSJxcp7/L8mh/hBl0IqfAAx/gSilIbsfCTAcRou6WODdZP49wC3r91qOR+KsvyfRlyPHl4pXdlHK9lXuW1/Fam22677dI11E9+8pNNeZV5l+m9+q7Mo7xu/t3nMlTG8Z0ITW1cLfJcdtlleWzllcoxrjZQtZ9a+or0jKMG1zW9p0jYdJ6b1AKP5xk99uI7z0hqIEBfj/mOtZbKGeQpHKU3mKNVsXIx9UGJRVovRXgAgCTiwGxt7C9ecWdN3NKHvmbu5brO2V0gHvPgA3PPCSTgpV/MWWqQOeM7tcn9rsUr7RIbJ/cbk4gVKTGnWc9JVIIUinRm4l6koMofubrRY57aHDaN0iayd43kzO2em1lJ3qs0o0slfxmyYthB7dknjxpdc91VsfillyhHrs+1aN3Mzfp0xnHoLwzZcihmBb/Fe9cYUZIjth/sQF+YqcFnYYAojnVG/3s8ZCLnqhfOmx/jJo7jnO36eOpx7CLTbnUIRKCp7UgenpdLYVWmLglkEBTA2TwlzDN0z/kRI3A+Tpnz5r0E7AOR6gKJMguJm1WhFtTRdkjgVNOXwh2JYUfF3ORIJRIeexSbxI89Ejtsv2O87fgT4gA4yEEYIKmFu7Xdhuz/vPvXfxy/l/vhX3//r3+TA/cXq+HMzT1g+ktLRIlpkjkSjjIvGM85y/AANIcFU42ZyMyRv441l2K/F5eJWEmrxx3gAM62G9ynxr7ngOgcPjw65swiPrFdEFxyr8DJBPBdy7feu2LBJmd1QU098eKL8Tg2LStDNftm++y7TzwLwnzppYVYL9ktVkIddcK1DRyA1/C5L8SxhxwS/UePj3/CyseTc+fHpG1wFwViWrliWUyf9XwqiDRzFGD33ThU/+LceG7GNDxADYyJW2+TE0Mj03OoTysaeEOHDI1tt9s+955mzJge48aOjYcfepgjgetjzz32jlkzZ8RgXOSsF2Fg+WJMy6gEcMsxQP7Y41MSUHqQfPy48YmoVyxcgAX9+UzattgJSyyKPRT1Pv3U06m5uC0H1hcsWAjguh9OoLD4stNOO0cz5xNXYGJqxqwZSe0PGzYCyypbZ5zHH58KV7As9uDA/vOzZ8Z88vdbH85ntqPZtw7XX+YvUHzDnnvFs5gUEyjvvNOu0CDV8fjUqVgOmRe70h9z6XM59/FYWVH08+K8ufTpPPYNB8bO2+wYPbDx+cB991MHDh//F4ZSy7PcGyy5JDkk2ynnJafkAX/PQ8pNqRzkO9PKaXlo37jmITeoYQAtyXgvcjcP772ah26fvBqcI8ZX9FrWxf1Jj5rItcnByckpJi3vTWM95Qh9b9nWpzRA4Hs9dKiRq9cN8/ZnXDk887ZM66M1IeujQQE5P5/9rvEC6yG3OXr06Pj1r3+dJvAs1/baVo0CWI7asnrzeOVQoDOWaXdINNANQGtjMYgPa6zlx7/J1f6x73SFpjJHybH3Ymx66poNwm4jUqWyv5ubm3I9uM9tWx17+6sfY9ZGH4kkJBocY/fD7VvzETm98CLrZuEbY9qzUP7ArBqUZFYxNho+N6itLJfejnPVdetXYGT+uRz3OubVSvLUVJ+hFk34XthQdn15JGD1quK93xzHN2N8Y6cdt41v3H5b/MNZH4xnn34K8eU1fs40BbEEbKS9jlX53rpuiRGHmbOeynfOgXLeeF60hrwbOVJ24nveE1/58ldSaiMoFTlDBiS6LoZLdCbRQJB75E5YnI32kg+OPXWgIx57/FF+j8UOP7863ort6cMOPwbCAATJWeZiz5McTJ9lcZMIEWRbUAx8+HsNr2/uihhtigSHPxmrTRxkEk8QiFNmxYy1EI4N5Jm4DfyVnCWEDoSjJv8G1ujZBb+l/TkzT0jE2MWEbRyPPzUst2ATmz6UGrIgqBM60uFfDYLpBedYBWcpa+9A1cChGAq6y57HF9qAvvHza66Kfzz33LRLeckl34x77r4nEdOBBx0UN/36pvj4P34svSPsx57RBgC4E2X2nJloBw5L6vmiiy6KIw8/LP7le5diz/K+OAzLKW/DO8YFF3wexDAX8VP/+MQnzwOZPAlQ+WE0Y6hbCkzPDocccnAcQ9wZ02fEZT/5fnzzm99KW59LsNcpgDr8LUfG7JmFc96PfOSsXJzvfe8ZSaXPnj2bxdQn/vnb38k6X/PTqwCMq2I5Jttu/NWNaUtUCq4D1vsYrKjodmnsuLFx5RWX5yQV8F3905/GHwCal4D0pewaOag78/mZ8dWvfJl8vw0l+89wCZfGxz9+Dq4mt45lAOk6FtVbjjwSKzET4ydX/CR++IPvx5v2PwAbobi9gjBZgwHyD37wffH9f/l/+Cy8inPDdViIOZO+mJdA/Kxzzk7fhQIUBi0+8P4PxN333u1Kz/FhFRfXv+FfgVoZ5IQ01F0qymj2TIAn4JE7EjkKVPR4r6m0888/P5MKKL/5zW/GJz/5ybQyo4k5LeeI2DTPpg1XjX/rbcNvAmb9Id57773pNFgXTvpW1EejeYiY5O4+/vGP53zTJdXkyZPTsozcnB46zFtbsdox1SqPWrtavtFyjRZvNNFmGQYt0wjQzUcgrGsqLQfpZURvHpavuTrztD/MS5+S2o3VS4hIwLb++Mc/TiJAqz0iRE3TGV/TdyJ822Dck08+OVwLfKR01iRzIc/6cu/zJtDBd2MIAAtFHSUPSTun5MKjAEpw3MdjBwQKWxGmEg+AbpE1CeU0BDLKKjblzP3LoUDFPmdBsdvuuyUHPA3TkLNnz4qrmJsG19MJ7IMtYW6vW7c2PvrRj8bHPvaxaBk9Ovvt4i9+MY46+ui4ASPuM2Y8j4/Mr0I4TEmi5pOf+ER865Jv5XhoKci5IhHx5S99ObbZdhIE4YT4wkVfyPnzne98O66+6uo8T3vhRRfGNsyVrenLK664Mm3znn3OOViRaopbb7k1LsKJtEhl1KiWNA24AYS9DoMhX2Zd2tc2afCWgxNunQVcEHn37dUHBPZSWjCyt9WoVcq1FmJMRDt6zOhUeNNO8KHAK/fBTz35lBzDkZybnofxkxXLlodmDp0TmhxcjqH+D3/kzDjvk5+CG7Sfi7VZ9Lhwtej9bn45+/Nf/3GknBYOHvHJ53GOeDyJos4vMNRywgkn0f4D8xykDEcaX8kUpip/RdrM4O/2j3X9S8GREU/RHvpB7htOLvtEKeAiLB3d8eSCWI3t6myxIpbUF5FgYGcZpNi/jq2J2g345OwXvYBdBiV3iewGICJy89qzTqlazUeJC+kZw7oZMzEZ/1J35n5U/NA9MDwitDBaLt7efXsBWIbF6NFjYEah5LDA3whC7cW+Yj+8T7QjB9dh7CX/dEkinf5M/ksu+edYtnxZUmw9ejRxPZgyAu5z79hmoi5bmhP5fO/7/49DrbVx+BFvjg+fheugkcPjYx8/O85ksj0z7enoP3BAOCnHjB0XW/SHE+HgVy9sNKaZNTxwrGRifvVrX8FJ7Hdyv8I698FTwDqs6Lz/A++P+zEs/dnPfoZD3ztwvLMxbsBP4+dByPWoqE/adru4/oZr43PnfxZAzxEWQiPI0DZdBRJ9jMl5ysknxcVfuhibBdVxBgDiogsvQJNs/zjueEyOsUjrOVJhaIb7cJP44SmPxRv22iMB8V6cqbNv9sOe6MRtto5zPnoOv7Nj64kT4h3vOiF6U8862t6b9myA+/3a17+WwGb/N+2PubE9Mej9pzjvU+fF9Jlw8QLLTRMli/yb/nFxlj8BhAhJu6gCNbmuMrS0tKQ412MXmorTfqlePQSeHpsQuag1KxKV+xPJyj1qBk5EJFepePK3v/1tIjyRlUo5Hh+Ra5BzE7Fob9X67LDDDsl5iEwFZpqNM5TxBbwiUNOU+3w+Hw3gVpKgCLQEQLvttlvMnDkzuRk9gWhGToPhIls5BC3oWBeBqu+sv2VKQCnulbuyvrvssksaMteCkGWedtppCchNK5dhvWfNmpVpsrI8e1wi+7d7neX77j+Os6L0Wp6LFSla7CZaea8mdYob/QilnGJ8lz5YMSVG5qP40quY0ptX+NkPmQV/vX7sox/Dd+AWcTzHCZ4DOZZhyJZDkmM/F6Jg+LDhcdKJJ8VuSI7+8WMfj0eQ5pxx+ntjJBKVZo6JafpLqc9zz06LN9FniptbRrbEG/d7Y/QBMX30nI/GKnQcNJM3ZPCW0asZZ9v06/fg2m+79bYscuutt46DDzgwPnnuJ+KW392COLEm3YfJKT459Yk4CS6tNxIogxKXYUOHxvasZU38TdwaIx/Z8Mgy7Y9nQGASKxqw2J0xP+WUU+L0006Pb0PUfvPr38g5qpWkE999Ymj0fl/G7YMQo2tXr0lR++c++7k46i1HxWc+9em0fysxJPGlGP62W35POcXcsD7l3PL+9QeRqb9ikMQJBtfa448/EueeezbEyUlx5VWXxbwFL/IexF82MsfXudGdiLv/zkGk6E+3hOKq3LZFUsGmRLQiHbj1qfnxPAbrnbG2OPVFsg/oPySBsn/Da1bmvv0WwIJaJIQGGEMiSIlC9bZCDYt5yy5zeRWUJRZYliJmmvcCPGY1ufPzUna2D2VgrNpbu+DAzoxrfnpNjGnZyjO6xKBAZOhtfOvXd4v4yIfPikMOPiy/mc3bjjs+Rg4fFXfdeQ9Aa3C8+ZAj4jKMcq9FU/aYY97BvpkmoZrirW+Bqu65RTz2yNP4SMO24MNT4qbf3BJ33P7HuOdPD0LBNcYXL/pSfP/S70e/3nJQABQNAbB30Q65PGLUGBbbubHjDjulmrPVVhNsHeU88vCj8aMfXI5YtFeMGb0VkoyqOJryTj/1fYhUZrLp/UR84H1nxqGHHMmCLigLlWh05rzVWOyd9t8SgPZi1uvW390RDz7wUNx80+9xerowxmG2zvLT/BBl5iFqTFr9+hc3RQ8MuR926JFx0AFvRgQ9PfcJnnxiGov8tvjdb2+NObPnxqjhY2gbZqs4u9ZBPr179kYsc1KKr+696+744x13xtvhOOR2+vTuk0hRQIkJy/+UkECze4XKTSlWE7mVSLH8rohMzk8nwHLwckgiFxWCFBuaVm5SoOQ3kYF+EjUwriFyOUfzfeaZZ+BSZidXZho5L5GT792fk/u0TBGiHJ+OjgWgxhOBKhYVkBhHDyGmS86B3irFp9ZPKYD5Grwax3dyc7qt0nC4Dp6tg5yD3Kk2XceMGZOc5B133JFtUVTsHqjt1Maq7bMtyeWTtyLWkqvQG4l1K8W0lm297Qvr+0rhZTDpehYASDeXwYMG5OGjycmjIGsFDN1BjJBY0gipNVBENXr3L42XG516OEaNAJGN6AdsYJtiPf29KbD1olRmzuw5sRizkX0hCBbMX5AEwnQQqEp3amU2QwD3Yhya6Lv74PqX4aP1CxdexPx4AgPbi2IR/anB9+dn4C2kJy7krAkAUCPYSnDsJ0Mz6dcjzXIeFflDPBLf/K3XdT+7NvvPdmj31TqpL9FKmp4g5zKMR0KgZMM5uv/kNyWnZx5flGhCK3/UyFGI0b8bW2D2cs/d90Ay9rM8jrWI/Pz+HSRC55x1dnKF+uzUo8yWbOOIZKdOeZw+mY0z40Ug914g5+FZrGP6ekI5BpVxK+dDub6qIbYlcqZOfYS+/BQSqq8n0a84twhe/Znjf/9gK2TkFKGKGp3Zni/XwcMMPDD97L7p2AIGpoAoi2D/mIof8RpwOzi+GcMhnGFsGT22Ow75daQcG8cVW28XnQzgBgpQ0cOFxd8s1HNwPVetiXXToQqZmMhQyRfRQjdiTFxd9nuymVVx469vjC99+UuxCCfBYuZEouRZA3CRQ7jk2/8cv7rxV6kwY1naBKzHy8ecF+bE5MmTEaFgWX/3XdFEa8Sj+/7YDxyIOrJULXWCa5rBHoJ7G3236Bt94QQFKu5VtMPx/viyy+BG/4nFghssgKjzwL7Q6sYsKH5FN4q3FFPaQTmpiCcg3mqrcVmnpXCvfv7ljTfE9/7le3Hv/ffFaaefETf/9qb40Ic/iDbYm7IT1bo13t5wtrPnzE5RjJqfQ4ZumfkNwcGxnKL7rdah/4D+BdAHWAiunnr6yXjokUfilFNPhVPcL66+5mrsQrZCPPTpblO/5BQV52pnkQFITlMXU5qAc5/zxQXzU7T63e/+v6Ss333Se3JkJGuy8VnTv/2fcnFqGFtkcfvtt6c4UkRUAnaBvWI1EYhIQjGo3NeZZ56ZgEhEIpelKFSuzTzdnxPRmo8H/R+hv1RQMY5ATKQmsjQYvzIojtO3o4BcxCZSOx8KXqBlWutVpinz0MC3e4OKQi+55JJNCFP3USIyOUERm94w5CbkOiVIFPMKyOUKRc567DgHcZ51FbmLcEXOzjP33Yyn8XBFbHKLd955Z3K01keAOmfOnD+rn+9fCZAmEqT5qQiSCA5KlKvvXcuuY/+5dAUGqeHNPHKr5OXgR1Gp138d8nwzE70ExooVv/zVryaHeydE2T5777MpkfP0CLYGzjvvk8l1/+H2P8QIuO+zEVHqceWB+x+A0Hw2789ly8UjRsIJ1+SOO+8EMXlziqt33mXn+PCZH85++sMf/pC1tQ/cNqljLMvwInvs7lF+iu2VdyBi38C4/glixzkzlf396TMAjtzbslFoHfZm7dnnt9x6K2vv4U29sAIPG3Kb9ezPaUz+acTi/YArjrnjc9FFF8ZNGJnQhODjj0/JeSsB5v5+uXeplOGGX9yAkfjdY8niRcw7CK8/3hG77LxLzJozi7YWlqLa24uzy2UbXu+1csSc6i/P3+5xY9Cbm3rG+K23iQ995KNx+hnvT/hTHI97vaX8d4oHlGNipyiVGZ2KVOCw9cCDax6cF9OWMsvZjxbOZxw7zYUBUqjl3P7w+jUxoGZd9G1uyLnKqsnGy3MmdxGDBsdqqNwGqOtmEhrBQ++CG/FwA5Nx5RNPRc/lHAVAVGrmWnOwQOWxEj4+ZWBR3g8iueGG6+NTnz4PwGNunrXiXBQGdkWOY0ePhgPUigU28ZjIn//855iA/Tij8zY4q3b2ap5GwQFuac5MEONB7FcsTkvyn/7Meezr/ZSN5rfEXX+6Mz70oTMT0KnEotitFZ9rt9xyc8yY+XxccOH5tAMjvLCsneyxuFndo6lHjBnnXgdI+MXZcKIbMWyMjLl/3zjzw2emeOz+++8BsD9OvfVcNRCR1jbs+e2XwHXp0iUJuNeu6xYP0rYO8v7CFy5kb/CH2fzfs3F/DBvhH/3YRxPwaen/pz+7CqA3JN5y9BEQAetRGNqWfalfYA9wY14v/PwFITK+jT230aNb4uOIqT716U+lokDPXk1xx52/j/33fyNtQBDGoCxcOD/OOvucuBfx6SknnQzQRcFg7epYQh4rAegGaIQcx3zY7E8lkK283yza634sAbZXEc4n2CsSGXnvXqPBRazoUMJI8aLIQuAvF6avRP0kat3GZ8dcqltkJPekqFOgI1f5pS99KRGSXNr5IDmpfBGNHINXQ9kmuTi9XFx55ZXJsRnHfUv3OuUkRZrWy1ACGblMHQhLbFUqv4jEFb+JCHWorGjUPciSKxZpW+5sOFl9SsrRKP61DgJ96/ttuArb5f6i4lX3YhUPKyqUoLJs87etxq0MJVIq+/rlb4rGULZgrqdGI6NeoDgmSq7zYrErAfLMFvqQCRtSOUMBLPNzU2A+F4Bj05u8ce2UoVjrAHx0EmbNmpntrK9X96AggEW58+bj9YFxu+gLF+FB5OacC3sgJpVY+MEPf5Ci7FMhBm27e7YutiuuvCIVYu659x78Ea7N/h231fi49PuXxq9++auslkjux5f9GC6o+3gLlXo+1/oFsTfI62fX/jzdpz3xxJNx6qmn5L7kVLhxe0D4JBH5oQ/9A2OB70jmpnNNTU/79P4HHgSuvDX3Dpt79cz9XYkv94lXrV6V7bAPVoNkd4NjlDiSWB83dnzCHhHoQxBEhx9+BDBqVIpZFbcqIVmzVlunGAtnW2ghRHLlvDLPf0tIwpe6S/BUV3GGGfg3dNioePNhh7MH/44YC6PjGLdzksC96aIHvP7PCakZTceqZSvyVy+1Danhn2Yujd88Oouz4pwxoMniQvsovZMIFVnzvbrWxsQenLYAfreMmZT9J74zsI7YAqZzq9AaXfD1r0bNZz8dgxB36idNqlNVcQ/RajFjEQPf/3MXR/12KAvg3fqwf/hQ/I49A3SuKLvYo+jXr0985zvfjR/96EcoofwhvvGtb6QIsq2tFRn7LlDi9yYQkHpfvOSluP666+Nk9uVOP+O9iFYPToAoVX/rbbfGFT+5IuS4VGSZPh3lHybiZz796Tj5lJNTPCEgPQ3Z/7777gd1v5J9p5vhBA6I8z/32VgAMPoWihzXXX9d7IWm53KApwD6MCZNbW1N7it9+rzzWGAb2Bt6Z7ydiVQDZ/sklOS/ADRFzheB7LZAY5fuAUA/lgC2Z3PvuO+Be+NrX/5qLt4WtFw/S3lu+N9++x05+YcA5M899x9j20nbptLRZSzk6667IfdQPvDBD0AADEjFoS9/5asxD0CvAscF7EWKBC644AJEob1zz21POBfPJSly+wl98W24bMV07msKZP6B/v8ifdCIEsrIEcOjL3uqTyCGuhhFBTUsPdMDtGdW/OvFUCIOuSR/Ip+/dbAc92S+/vWvp5JKZXkl0C/flc/l1feV92W8yvd+N9g2fyWiq4zzavevlncZ37obx31FlSm+CrckUDVY1uahMr/K+83jVT6X8eQwJSq+853vZJmVcV7pPo1WV2mIG8CASbUaAQE/jYzlkYj8K2cskVsQSx730Y4qMhwie8jKfUjTkNCIRVe+UnF/8d3Z7AsqsrwEJZrMtEzxmnlaemUEnpU+Vb4q83mta5lNed0U91+92PSluIH4b6hnzX8xpjz2aIrX53FkY8zY0SBvnInDGCz0/C/ZuIfqPrgEniJyYY/741OfmIq6/8BoGd0SL74wGy31lexhbs1Y1gNvniFtdepWPPTgA0lYZTe/zvZJdFT2ZTFXCq65J8qHI1vGxOEQW8ce9y7qzPYVY64jZOPZiZn+r+7Mzbro7/ERjCdr1ua8p3/1MjJ9dVV87Or74qF5qzEe7t4y+ElJCfGKXUDWCQzahJolcVCfBRixaY93HId/123G01UQl9V4+8SNC44o5PkQUTz4SCw8HKO1S1ZwCFWqskCMeWCX1Yb+ZPR8z2nReMo7cc3UEO/7zOfidsQNUlxu/mtNKs/ZId7zmIEaUe0gRCssz5j2+QAwUlkGoud+Q7piYaNUS/qb5gkf6wH4igpdZB6ZMH2KD7sBkirQbXwTUWS87nxVVTY4mQUwqmVbR885OlEsQysWajU6ZeQ2pSCkiaW91WZyD6SN9GV9rGstImSRqqKaOijkXLWk60B0ZDkUkkAyzyhRL6noDvJW+6yOOqlYoyy8HnHiehCyWr0JcGmXCNAe0fWOAN26e1TEtvtsuZZTluF7xTfGM2ipoYExWYs7LM9ieSZrJQpFEj0VxH7G9Y/AXOJELUvr8J8VVH4RoMgplIjAssv7YiEXtbGOlc9lHV/t/V/6Xpmu8r5M91pX4xskIOQ45e4UtW4eKvMt05RtqPy2ebryWUArJ1lyyuX717pqGm7RilYMPHgClzkF50jHMZ+Z35ztohd5j71OhlmPEPUQvVUdivIgeJnrVYgWTMMMS63VXJh5pq6i1MqF4Ovy2fuia4p3wIz+/bEeQn8tRZSoss/LgUSmy/j+cfV1P3fnR7WLOZ7xHH9XZZEko+T7fPXyn/zQHSlzLBBB9ntFATkexN30vkxnUuJZ1pZDh+Gs+91xxeWXxUuLFjLeRb5mU8P6NxREZAFHrK+wzgPjwh2lRx7lAOQBL4B1bdSfzJWaHXbYkewvj4Tj/SHa+OvjxbkvoMdQtC8z/gt/XKdF3qo9eg62EUnLKGypHo9f1GNi9NgxwAMJQs8NKCi33G4ROtdCY5Pupd/toYrm/4WS/54/i1toM9NMxmZZe118/abH4uqHmXt19FOV5gdl7IhAg6s6xUddsUXb4pjcf2WMj/kxaOCQeNdJJ0Y/JHPVnXD2NXi+xB4jZvzImJGsXrYyFp/w9uhxyx+iJwOZtufoE5lHrTh4lHbNTrvF4As/H4xKrNrAvmPCZRBGIhY6G2WewuqLU8maeC1unZBuAou9a2oA3gD1YrBBXCxQIbh7gsUZoYKLKQaX9GST4oDu/IrJ7UuLKBaCxYj8RIJFPsXkcBqo1ac4yPwMps+FUlaPdMUn8yzq7SfuMj/rJDsuAk0kyIe0KkNZxsl8u/PisUjIc9kW87SWBRdjnUnBz+9GNn3msymPItesS34zjukKJJZ9ieJPGnL2A9HZMGasnCTVsQKE/FtEwss2YFE+kThxKoKL270ynfcqujNkn1bE+Vvcisgd87L9m8ahojC/vVpdXuubWZTpjFcZXu19ZZzXyruynnKKzoFXIyjMx3E2lPWoTO/7yufy3qtBEZ8I8tXyz0jdf8z/JRbhJ350a9w5B9FgA+c4WfweyocEKwCCa5l3QzB4/eHDdoq9xgyKXpydrYb4bWUsJKMbqa92Q1sBLnpx0VBFTriysKwafcpay9B9yfuyq33HfSIO7l3TeVTAdVeOB/k65SVq6QSAFnOW8nJt5twu1kKuLdKnwo/5d6fPdZJ1q6hA922hcegaFxkX/e+RqdTopRyzcb1lVj64oDcLbrtoYceGeAbT9WZx5pfHZbwnA5GobXLMhDfGF/YInC3Td+W4Kr6TEHcvdc3aVUmgLFm+JA540+TYsO71WWsqzGba+sIwxIiRoxGZHhHHv/2EaBk7NudKqxwiiNY628dUJWF4UU/ed/eTTJDQqPvRxv33DTTKcd+Igg3sTfz8scXxrd9MiZW0EWUUzinCuNgfEIniidrOdayNDTGpflns12dp9Ny4NHbnvPthR6AISvpabKZW1faEnGSA9f5sJ1VzDKDmwMmx8o7fR7MalLwU8AqKRY76WOt68YVYj+ZlD8SpvRvxnShvSjYZksp0QnaL5RyZnFVc+Z+FOImkkpy7XVK4BBeJwffeZhquLpTy3u/em4/BvN1EM7983/3Be7k3AZOvnCGbxzH9pm/cEyXrkOXzwW++K+Nwy4wv6ue9wefMm3vjlqGsi1fraCjrUOZbvC3q7b3tz/oSIdPZbuvvlXysv9+zP01ggaahnVi7FbzkpHcsFI9BHfVrqImdJ20d9z3zJEdHuvuZVJUIWK7NowUqgGwCXGb/dxBUahA5yNX+vYUS4FXWSzG99VUKURlEkK8HwVWm+WvvUfKOdx9zcNz7k0djVSfus1D4qEZUlIaroZghg8myLV7oWhfXPjovJqAVO2YQ7rs61mJvlSnD+m1gyaZTa5BRO/NMQtfZUoTKCV6+6/6Ul5e/l3dKXHLq8t2rczavJC8QCa+Y14n4mP8lwWhM56gIrAALxf0m4O5ayHqVJRUp/Fu8FvEVyClfcZ/PtockLqlcPn4kmEu2yD88lHW1bk3NnEflpUWmwXZvDFwk0m2j782/+0vR5rIMXsq9yd8VJWFLRYfIfNdp9J9z05nza/wRsfaIYcNHoqdwDBzisWwnbYPEDEkd22Dqb6RVLgC121oicc9c29dF31qp7lpmo33uZoezF16j6L/46eX2/cWo/+4IVzFv8QAAQABJREFU3W3orjOtS4JOz0O3PbU8Lr350Vip5SXE177TBq1Eif5LtXxki7fEpOK43l3R3LE6etZzDA8JkLlWC/+7cRlsIlQZlKJGcQX2zXvvG5qIEzA73HZfsUQwc2QBy5bGRvaxlLkUm/cy7Z69Ir3QmXQOTQYH31tmmxMpxSJOUGthpr4XASivSJkFkTOe34zDN/NTRJoz9uX8EikSpXhfXAVY/su8zDfLN42ZFXGKPIlFJ+Tb7k/5Puvvt+7yTF/kWCHy6E5gJ25WxqbyfW/ups88rEJRZtbF+pR1Mv9se1G/zL17Eb9cV+pT5mc+prVPsBWrBwa/mS77kqHvRNtKNzRjBg2Ifopb+Vq01hHlXxbPoqaeDzz0YCo2kfyvDlkPUnmVE3QBlu98LkROxXffl78yXvlcmcZvBpU0XnzxxUxjPuX7Mq7Ple9fKc8yf+tS3pumfLYc31c+m48cYVlOGcd3fpOQKLVFjWN+/qyvBgMM5mdckaVx/V7m57Xylwle5U+Z5lU+b3qtaOzgbQfFyfuOij7ty5kWlAdAlmus7tIxAHOEMW+vaoiHXlgb3/jVYzF16UZcFCNmdRpR31bm6XpAeBvcjUtZgN9OHq0QW22mpT3ZxwDiTo4nuT/ZxnedvQKXeWZKksZ1rgnEVkSIck6t3hPH6ZoiLUSN7XBlrajQtin24z3Fk9Y86GPmM7snxHXLhbzQ3vQgtoaf07gGZVknmKMsz3LNv436mI9p5JysS5pWtC1JJGDYm7RdwC3b1caDXKnGhb1aZzXarTOojnd2r++Abvm+6BOyzbjGESmZp2XZX37jf343a4a9yIN15naKcSzHeHrEMHIKRYGrBZKUlzOwRn3FT667J0dPxo2bFCef+v748Y9+Eud+4rwYt9XE2EA7nVuCe4mvTfCV8igl4bVr3XwKE3D2anHSwPpbVh2wQtankA7yjb5BtpZ5inSKYExrlXQ4f+lriRnzJbbPWWf+2iLpMIrle5HOhBJbBYvV/S7jvvYfpV951jaj0dckVbLJrO7OW6RIS9E6fXjeivinXz8Ui1XIVuSd5TEA3NtWa+hY9+9YFdv3XhvDqpdTqY0xYvQYiI2hfCQWaZyjBrYGxa5uvNsJnE3ifF81nd7B2Tu9f9vZqoF71s8p04yIrhNttK593xhVQ/ojhbFIB9kGQ50yEnbB5qHojuJv5bdieCrfFAPw8hsnSZlu8+vLsbz78zK6425K2x23+/nlPCvz6M4hycry/eY1LOvg98r78unP372ci9Ff6ZvtK2OVebz87N3mdc0akcYuT9NO4sYM9DyDa1DTalBDU0zqPzhe4IC8OadYiGF2mrhwdFXj4XmPQxx4wEGbyhEgl2WW18y0+08J2H30aIWKPiIBzwa2tLTkvUhCbk/rMZ4HdD+u1CoVcSiK1GKMRzaMZ54iQhWszMPgO/fy1DRVA9Tzf9ZHTnfmzJkAJByLwqWZr/l4dtBD83JtiolN7/EJtUIty7xnzZqV9fFsmfmYt21QeUKRsoYBRH4eq1DLz1DmoeasZxc9HqI1H9vlfqlHUGyT+fts3SxfbUQVp4yrJR3rU4ZX6tfyW3l9PXGM68r1NN6H9h8TM7EJ+atpa/E+wbk/RKh6Gehg7Qq8pJhbG7eI22ayN3rzY/GJo3eKCc34FezcgAhVcMjcYb2rvKP9Xr3Y5xTn2bzcHyfCywCRsch5lOu9aJuzz3nmlySWcz76zBvqotedFHmCHQr3cNSfpLn9ghKEc7MKP4uJUxD16kvP6W3uEu+CRSVNzn3FZAJoYY5108tFG9qCcgoCTNAQ3xBJcyeCsBzrZihssVKeZSNy9i/NyVCOk8ixeMe34tOmMTRO+a7706ZvPucaJU/jWVfrn2V7Q99mt1CAUNWx6WAtFh2BG6tEcsBa1tPQEWPjqEMOi6Owhzqeo2QSO+tbgdbk65aJxxalZJwDVqiYM7SRMRemO6YFTABZ0th0VszVklOzxDG0fkoGcfeTKMQ5w7PIUnutRUupM5iw7I/UXeBbKnoxRnZkKoHxznFKnJElWDfHAdOONNVxai+GwBq/aij6z7+2zD7kx5PtK795NKMT2PHI/Nb45s1PxPOtjHt9D/qR8iQ8nBsQDvaCFW9uX4cW6orYtnZlNCFC1fD6Dnvs0y3lsRxmSuIzESOdUpjKJiP+q23ab/IhseKP98YWedbGytggJjS63m7lr5w2I2oeuz+aBh+aDXMRUG86ho3L19HoV+2N//vw7+gBBmDTlIEbhIyvh1scieeUnkvg8nN4mTAuOiCE46WYRW7AYwuTJk5MMY0L+fWI/nKCkl7g71k0TZ55aP/8889P5OERBo9RaEzbM3maXDsPLWC1UkUkIjA1O9W8FKF5wF1EpBr7e97znjTrJjLRfJpxtSrT0tKS/eORDjk0kaJIz8P7l156aR7B8JiEFmo8JiGC85iH5x+1wiPy9AykyNZjF9bR4xEiVpGiZ+y0UyoyF8mJPEWcagoPxg6mlkuuu+66PIdoWy+//PLMc/LkyTGbIxoewbA8uUvztM2KhDVRJ1IXkRteT/9mxNf9R8jWFSN6NsQH37prPP2D++KZFdghrdbpsCQ0+yuS9wy/rFANhiLumrY4ev720TjnyF1iHNqYdexBtnehUCaAZHLohb4GDT2BuKvePZoOFfKwKakTbQGm2uqCK+edPwEXKbn3rwiKs7YCcP61IdpqhHPbCCQX4Tb4DSSnYfIubVqSNveBRGrdOSmRcn+oGkCX5YhwqU8jXE4rCE/AZMki/1oIQd0Et2LaznoUe6TMdb7pAsr+EdZJJKTRfvpDhQwRUpUG06tURrIt/zHB7t48mHsJHq2LwSEpdDJgTqiPP0WmA1ECeus7T4ijj8IsYgvmOmmTOhnJyVtn0usPUwTV1i3+M8tCwcY+5ac7MtKluzrGU6IiPXhQuURevGnrBJHw3mMPGivJ/BIpkl5xAhVNgojMrbPSp2oImHqkBlX0tSL3jtrW1EHpIi/JK2d5un3iCdImkblZidQdZawJc33t4Hh3QORk3xC1FqSdIwsRJ9LvqMbuLsT1E4tWxgW/fDyem7s2qntg89s5oq9OxruDcdUJNwVHTfuaGFe3NMb2wtQMc91+HD5sVLSgDCWRUUU77NM8/kF5cqp0CFORjilqS4T99o3lHFMQ63e6X2dnwB97kFIzcz3gGtfdfXfEcrBuN4a1mTrFNe7/hf+qHmBKShYzyI6D4uJBWOmYOGwEzmpdJAAJgF6pnWYtVYKQY3qIM1wCdENSuUyWVwsiReMY5ATltkR6apyK+NSoFFmddNJJaUNUrlQkZZC7HDt2bCKnBzC/J3elsolIVMPZHsiXKzO+SMW0eqTQJJxlypmKLD3S4DsPy2vCTSQp1+bB7VKZyPRyiB7El2P0AP7o0aPzu2cKPZf4hje8ITykb71EwP5E5sYzeDBcLtI8RK6q6XuuzX0JCQoP8Gt2zr7zKI2I9KKLLkorPRIEmg474IADNvVpQdFn1v9hf1x2emNwSPYa3hRnHDgu+latBqexWFFAKIZKEZlIAVEi7EpbQ5+4+cll8eVfPhZPrQBYgRRrkmPTfRVQrIASCZhEiK2Q+7qJqu6E8k+oz1xCRV4xnojM4N9EYPkk0FeMBWITcQkYeWpoA0B3ANRA1iJcAacwyLicRM66MUFpjxwK3wC+gLpsn94TNtKetZ5No67WR+89ltGFmLgdZEkJlA73ldwl3AJtTXKEPD1yVoV7oVoQPkLjjFPFdoRuov62oegfmrlZ8A0/PotImpvqYqtxEzCZ98H4yeU/xTvLx2PCmFEpGu7ItQnSkVCgRfZWnePF4JpLvcSKvUhnOhdEKiLCeuI55owc30AKwIROxs0eb4DgqAWJmNY82uk2TxbgfSn7t0CocpE80kc1iOU9AqYbMseEmUReRHYAQbxe5DTpasp0r5oaiB+I3+nYMObW//UFRtW2iawZ00znOMkNUsYa+uCPLyyPC3/xeDy2CC66kb11WkmV/EyZIlXiMmeqOzbEQM5U7NBzTQxGLcejGjW810mDZ+ltiYo5knDMpKyexKGtTk5PGT4lRyOHz5v23SfW8c3opQggFyANq3diQeFvfG6aEUjuBOU2ezDz/b8//1U9UAxoLgQJmQbk79sOGxl9EC8m1++ASQMJ+Jh4co3VED9PP/P0prOFJfAukd/mTfF9Gcer3JXckByf30rRqCJNEZBXD/aL7ESkiiTlvkRUcmVyhnKRiibNo0xvuXJ7LS0tabHGskQ8xlNhSI7MM6CKbUePHp0iYblC8yvTamXHg/LaVrWe5nXaaaelwWeRoUhRLlXkrkUTtXTlEMtD+x7aFvlp3Fyu1mD+cogiW+3CinxthyJWjQnYF4qKPeAvp+i9/eK17LfM6D/qTw4lYwIibGSf7qS9Rsbp+7VEM85Xc59LYASAUuNSbgkwnKC1FeR4y1NL4gu/nBJ3zVsXGzBRCLZLyNIKBVxq8yl2y8Dc4hASbUGBBDdSwkQDJW/6m7fkLhezEaWvdfw2MgfbAdQiLjqgQEzsCcqxSfUjEAemwCll/dgzTODpHCvEuXI5AuECgIvgBMJwHc5DfvpRFSBvlPvMSsm1MN9F4OSVoJ1pryNmbWoqUhYxW5/O5FbNnwh/o2Dv/HnoRuYU6XGZHliqGcN8/uAZ74sf/fjKOO+zF8foCVgiE4lBNMphi04E2214L5JwsddUXEqxtCOQ4wrxwhePatn0DkTOnf5or9rHuuKzpY7xRsSwG3lnPzl+epmoYW9ac2oiiQaOLSgxkFgSrrdCjLThx1CpqQiolf5vhfvfwB6ec0JXYxJASXSDkJwzhfKXBAzF8g0JcHLsPv6lYBwJo2q5+Zwr1JW262R6NfP0xulL4lM/fzgeXAghhwKN7+2DeqQJdYpPmQ9dKCbqN3fLWB07NSPFwSZqj/aVMHcbWcOjYuKkragnVaNudotToOhPVsjnPnf++b4zgovWzKsAZh4aX3LnndFzLW59SCC8Lakzu5Ld9VjFGcXm7XfKoxtm7H5XyqjJ6//Cf0IP2OevWAzjk1+YHACCpsYmOIKOmA9SyU12gR/fHW/gCld0qVgUcksCe7mwMrwWIPebyiWKMeXWREoaBRchyE2JSOS+RIKahxOBGF8xpzZGr7rqquSs/K7VGEWccnyKNEWAxlFUKsJyz84ggtGKjJymVy3GiHQV6U6dOjVFniI366b3DvcHRUj77rtv3stNioTlMLV6c8wxx8SdzHMRm3mUyHny5MkZT7GtdRBZ/3/23gPes6wq0F0356q6FW7lcCt2rs50AppuQpMVREBQkR4ddRwZH+MTdRzbNyOOvhkdR3/j4A9wDAiIItiCNKkb6KZzrJxzuKFuzvF93zr3VF8a6G6cBsd57Kr/Pefss8+Oa6+119prra2bMNskoZcblejLcdo2xbcSV13J2Q4JvJys+clR+o11Nzxbn2aC7/APQ5wT2oWPShyNIL0rt6xIZLr/ZG8MIS9376RKqQ9pZlBtVymBGY1EqDpO9o3HU8e6o7quOlYsXchhv26uTLLaR3wKAnQfqxpko3hSoiKnJ3HlYK454inxsW3kz1+xAErxcaB3KE4PcJTYKLZjrMzVjj7QOxZnBidiIXubspEH+8fjGO4me0Y4mBkE2Mi+z95zmDTQ301oVndMzMTenqHoGJzJfMawFTx4DjMxSl9IfZHoxdH+sTjZ7xFjdXGC+2ODo9GB7+PJao4Y4/sT/SNRg8erCYjvwe7R6J6cisNDE3FibCo6BwouqKVW8lmMD014AcK8mZm39koR52LUU0f+Gi89l156Zbzj3e+Of/u+X4k3vPGHorVtRYxjG+eao4Lx0vxjln5RpJhnsNrrcr68n0GkyogAT9TbceE3Tf/k2gaCe7BrMI539HKUkqe98AELDImAbu+eOjcdjx/uYrzRToawPHisL46fPZfjz5AXNeWmmw5+5MhZ4LmZg3zF/LMxxhbNgwfOxGnGZGVrC2QR2CB/ay1J7Bqnjsyxk4z9njPdHOawKL66vzseBcZaly2Ohei0SIyfLWRfSZETVQFXwK/E+MjwTHzkwVPxx1/YG6dUqa6rg3iiWEV+Js2FD/X3IPpKiOJyOMVrG0ZiW91o1M+imMbisbG5KV7JYQVujxgqc4+UG/KXxv0HlAKqfuOOX7sjO41ONbhKo/uiGs/2A7hVqmUVnDsA1NFVgD/l04LQSN9g1LCXUr15U65eyo3tZ2+ypXw/vBA9cL6fvTn/UObsCAlecIUASQP+Wk9jcD2CbZYTqPiA904qgQrIHgU5KRJsb28/z7U9GxL3nQRK8ebr8Y35Ks7ZlMAodtR7kcRCgiRRk8gJiD/4gz+Y+2+KGX0nhyUh9huJ1S233JKEVE7LfTpFln4nYTFI1PzG0zEkauaroowiTomZP125SYSsg8GTPjzRwnQSSdtn+ZdddllypIqAfWfeKhApopVTLPOwnRJz0ygGlrh6b50lji4m3Cf1Z50lkBrpW3fT+lwqVJTXZ+vXrPR38Ef8wRAylo5nwd01cNm+YTHr14nYdRQn16ANkwEKEEb6EmSr+K4KQjmNTfG5sZnYc7wTOJiN1SDLBeQ1C9GUA6hi6wQ+ZY4wFkQ4lfbIcwq4kXuTW5BkWoba7R3YVv7R3349Hj14Np7cdzQ5x9alC+IP73wk7nr8cFy8ZTlO/qvjv3/mkfjKjmPx5LHO2NUxGptXtsTvf+qrsQwPWu2rWuOeXSfiQ595CNjtx5XamTjHPtbv/92jELTRuOqC1dGPqOq/furh+Pxjh2PbmqXx5/c8GfftOhVnT58BOTfEvfvPxUe/9GAsXr4UiV5N/P5f3x+Do4PxhaeOxhcfPYK04Gw0QRS3rixgxuq/MCF7osiK23ySftFLYlidgDTiseanfubn4sZXvjaqFi6OXsZgFClntUSushKizpYVW5+63sSiMjV8ddIwijbqKCJGr9UYsY+jT9AP0XcvuY+F2DiEv7quNu5+fH/s2H8sLrxwU4wRN8I4yt81M88+u7MvPvfAzrhxO559gIU/+dounJbUxoXrl8UgnGoP3s/UDj45gt/rux+KTWuwfUXUe258Msbor7/50lNxhN2Ra7YujUFwSr9WCixqjvVOxJ2YBLUtaYqDHMj85R0HY/XadfGf/ubB6BoZimu3rY1lnGxgHzxbkEGTYCkNEA7H4R739IzGh7+2Pz52/0nGHQ6RtsuJKiiWKUt7fOCR5hBmYulsf1zbPBgX1A0hjcAtJdyvlOviS7eHXsUYCv67BBEHzi0suPuPEEZo6xxizKxcDzCB1OjhbLKlILGBL345akYGlfIC/CTimoScTJtRXhhitVy3/bKoXL4sG1tMv0xo4u+H72YPFEP3dAnz5mIRSQIQm5zEUjiYS9duiAEWOoMAnWKsYrIWxFFAFbEqDlTUKVFz1f5cQQIjQVT5xqD6uITJ/bj5QULyzHAhCj8GCZDEyV/5XIpD1UYt4/KGP4pR/c0PEtkyKMr0Z74SXQmrbZNo+yuDRNAgMTPI2c0Pfl8SPON9luDND8aVdTVeAlyGso6m8WcdvL7QQYLkSl2Rm9Idg+udJbhD+tmb26O7fzD++omO6J1gbZ/2Xe4pQRyBA+cztQIR18Xp8ar40JcOR2fPdLzx8uWxdVVdLObUgYpEKIirIIBOfsWaIhUREUK4xCDc8M7cDCyyQPxHOvEJ/KLt0XfmVHzqkVNRz9Fx+073sstTG/cd7o/Ny9fG/rNjHEK+OhYsakpC9YoLlsEhTkb3uOIwCOzQTJwcguO/em1cwGE5e/tnY38fzkH2dMfRG0fidP90fP2YxwpxasbIdBzoGY9VLnram2Jt28L4+z1jsbNzJu68f1+87tarY8+5ynjzbe0Ri4bjqc/cH2+54bq4cC2LoKz3d/eP2DX7CRa/Cbi8/V/8S46Ra4wv7D4Vezv6omIC/6+InV955YV5HN/DB4+lOPWitSsRWdbHWE9X3LB9U3zliaNR29TCKYCdccuLr8D9HH6koaCLmXeHjx6OGYjglvZ2lHexS29GGgCH/eTe49GAcfsrLlrHIgFjeABkmNHqn+Soqj1nIMCKWqvi2DCc5KEzlN8fM1DptRs2cAIJp5RQ9U9z4O+5AbQ6t7TT2+zp8jvUPRBP7ONweb7fsm5NHO8ajT/92j7E1hOxdsUitribyK8jTqEMdv2Fa2JFE7AKIQeonrWz3UllfZUw3Tc2HQ+f7IuP3nc0HjzaxyKBFyzgkotmQeAeZDJ0EFK5ZR1VLJoZiCsbR+KimkHsFWkL8ZO8dJF+NZIft48KJxJPV0MYIFmGgjDmklOYn4t2VrG0rHvpzTHOCRcj93wZ+b7plXI7uXnNr065PqcojH/13qjHqbeF5ezIrL//53vSA47Ls8GYAChnwOpz28o1cZqDU3dyruY0Y+wqy3F0PwKQQhwCygOheQyTHJOIXWT+7YJIXuIm12bweT5H9ExiUBKG+enKNBKy8tuyPOPK8st0XsuynvnOeOP8yfneeeedKa79uZ/7ueQudX/3rUKZZ5mfaYyzPmUdynfG+/O5vM5PU7ajLMc08+N8Nt8XNjgvQSL8nMpO3yRQXFc218b73nAZa+qn4q+e6IyuiZqoYRU+g55j7qewx+bqPFlJkExvRWN87NFjsetER7ztxq3x0vYlsQI3cuQMInT2u0/n/Ffxplj5K27llv/0SXKsXN3vQ/t1nEV2A6LZFTjlfmD/IKK6pbEe5PSVJ4/HG65ZByFoiuEx8u4fhbvmRJmWBYhAm0FkmJHQFjUgxxAZHu7l3LzWBfQde0XAZmvjZHx1z+k42T0GR74KJN6FfSIEs7IhehG3ne1hH3ojug9wMZdceEGc6D4eX917LqbrGmLL6qVoMC6IBXUzcdm25dG+oClmJ9B2/C4H+y6V44RRF6eUJwfz4OGO+PuHDsfLr1oZdz9xPGYbl8benbtitoG9V3Dy/Qf2RcuKdVHTdyK2XLIlPvnw8bho84Z4hLMGY82m2PvY3qhqWBxHzrGn3TSR43vfkZ2xcgl9cY653sk3X9kbr7xwCaeQoJ+ChEAlppnqxth1cjD+5z07Yv3a5fF39z4Zp2ca44HHDsSmFc1oU3fGqxe2xx5EoOu2DsdHv7IbP7HAw3IycR4w7AcQc5842xMHe6vjgSM4V9+2HjFmZYzR1KP9E/HU0d5o5xhBIaUCHMS2XwF336av+SzDFPCDe+/o7huNv3vyBI4pTsTxAd5SdzYfkwAWCqPCnksOZwAKSWitLpgdiovhEv01T3qqCmw49KyGNl9//Q15HmcxDy2tLFG+M7PK8snt6ZdFElWkoabMsKrVq6L5B94Qk8iXk1ZaAamywE9iM2oaHYnBu++OKfaVzpdR4K4sYH7+1NBemYv/3+FStv1Z6mR9s87z0mb7yueyHfOey/T57bz339Qv5bvyOi+PMuobvjGyTMO1vC3Tci2qK4Iqf4AkgOREXFBTF5duwmNRI+du5mCQBfn7c4/CoCxf0aj7Zuk0OWO/9Z8SySsCLYNx5a+MK6/GF4G6lbdzQFMSi/kEyLjyef5VQlOGp/MsYuRYDYo4NfGQk9UsRE1XtW+fGeYTON/NL2d+3pZZPpffWD/jyuf59+ZlXXxXtq3Mv8zH5xcm0E+shrUTS2P+5PD0wSFRno71LdXx3jdsjx++FjFWM5yfhvTuU/keGELdjj+s0QUpMpngdIJHuqbjP2Mb9oH7D8ajXWMxhNZhNenTDIJKq7RSgXgrnQjAAQlDkmcFqsKQ+GMWmDu8/wh7ShPx2mtXx46jPTHQwGHhLL6OnzkXB7oH2eOE85gcxa/qWfYd66IZAmpmM4gJJ+EU0KuPBtjgDW0N0dbIqXqo2rc0VsSNODT4zINHYzeI/frL1sOhULKwRyOWoZK/bWlztCIpqZocjKvR1L36os1xzyMQHU62qUdGWDXOOxQ1puCY+JTwzZOJFhDr7+ngcxHmx5Zfz09b5Ff8LeLtIzvZfinnm9rik2htNmMF8MbXXBfNbasgVkOx90QXsHtF3HLTFXF8qALRNEwIGLcPEecwGsQrVrZGKwcsfOGRo3GycyjW8XysdzJuuvbKeAnfdIxURSd7uWz3yd+zMGmKH33tjbF5Ddwx+2xy+4rQD58dIE/2djHTa0PUPeDxghgaDqOYtGnDSs6vXRKsM/DDXBvta1YgYm1AnO04o1RDvkMsfkYrF8R0Q0sM0KcXrVsWi1mMXX/1Ng56Z6ECnFyyGeU/nBS85OrLogU8U/RJ0Yvz/xqfizX6qJ8F1f2nz8Xv/MPj8YGvHGBvESEwe8ZaSejwYRblr6qEQUWpCJqBMdSBoo0TM65uRNmmvi8WoHQzDZy7F6tv6W2cqnTF9kvPz3EJqzDrL0fIueyGPaEgjHmvSKVAONC+rOAUI9n6xtfEzNU30lFUxpozOE4mA32LUITvjhyOkS/cjZPH8rDSbOJcYZLPeaEod17EP8UtlbAe31SXMrK8kmauzcaoXVV8Uvwta579Qidn7NwfNbfy40SozO/Mx/51dcPkyLwycu4+X5UFFA9JPcywKO/pO6OKb7l7jiDSJC1jWcEkXLVwQVyCRladszT3irnyXju3clxF5B1nz4TH//T392bp31D2XIlJRCTAPKctEPfGiRiNs94SgUQE83LhNaHoi2KP0+enQ+YhcM2FZxKS+e+9LwmP9xrtl4TTfUiN6z0r0XMVNSMxTfm+vPd77/2VZXlvmJ93GTc/7fxv56p7/lJqo56PmLsp83lm/D/+2bpS/+zj4l4ip5JHlsUYrG+pjf/7jZfET9+yLrYsxEE9Woea7/id+1n5NQhTKpHjBXE8O1kfH3ngRPznO5+Kuw50oeygo3IzZnwpYAIkNclVWzbhXU5Bg3wVQyWgjdWj8ZobtsS/euuLowaCNMne3tYVjXFZW220YhOw4+hJvq+Mq9krfPMt26MDd5N7T/ekw/0nUQb53BMnom+U/Gtw7ozIcRCOYxKiVgvLeu26RfhqnkZZZzYu34BPTIhgNQXXA8tVHCI+hqF3L5xoI0fKLakajVdfsyEWikCph3t2arjWgaR1nZYmBYkchVvnbYG8JbR5Mnwiy4JhkCQ4f9XYzTlBd/hcLgt8SsaCKPvUv4acg6Jb8nR+uBBxvFIrnCQ99O09j52N8SEURZY3xaq2xfEYmpdP7D0Raxi7Ley9nkOJ6L6dJ2MIZmRR7VRcvnVN7EMJpgIidn378ljOguFJuM8n9nXEkgX08YJ6FHXwZgbXtLxuPBrYfxPHV6GsoolKLfN/RTP76igxLYBrvuriLbF++cIYQix7jkN+V0EIGWWIDmPL3RUXrme1NRNP7DrLub3qmlRwPF9nHEdkrnJTA/2/AMUahLLsbdIWiHi9CzDgo5HOqnFBIvdGu+2z1FmZoyv2hYpgg+R7AIL+ycfPxO/89Y74zN7+GKjh4HU4yOwv8ko72/O5kBNl1DOua2b74uqGc3E5RLGV/cVZFlFJryh7YesSFgwv5lB4Na/9uBgX7vLRaxEKGlj163f8xh0W6Gth3gqnTRQxMwBgdQtnHGIjMvmVL0UtA+KegqmKYeU7xrgWmfbE6a6o3LQhKhHXmQ+9wQ/goaFG5L6E5VAhPTYQ4f9/gmBbDZZO/XJgGKiss31Q9EVGEGe85igsjpN9T3riii8bwARJGGewTJC9B3KhvWlUTB+oBSXiUcatL0o/S5E1GTtZCtk4n/LCf1knObyMsp+8I78sOG8zjZv4OmzPhEWS82mz0vNf8D7zZoJ7CkfrgpboHeyNvmE8oFA38/KXni4yd9LTxm6kANMA8+rVKFiVXCHdUxKGvM5VqUT25+Mcc8vN3/x7PsjaWKOn/zlVylASp/Ja5u1zeZ/lZBn0DfEGxcBqqmriIccoAVShRq1WtUPdCyz3A8t8JGzl9+ZR5lvel9cyvvyufPa9oXwur0XsN8eX35fvX7Ar/Vx0NjDDWPpXiEyFOOahrxeCGF+0fgGHskYcPtMbvePAL7AtjLpTYy+KgAypT4CIVNHkccRZO+BgzqLw4jmGjY2I+MhLBOViqg6ujn0UCAzfQ1g1ixil78/1dMQ17SviAjiRA4eO4lu5Ot7zqovi5VuWQADQPGXfrBEFqSuX18bVG5ZFX3dvNC/AoXltfQwPDuOqsJP94WXg4tnoYwtgqLcr1qBEg2FPvO4S9A0Hh+KGLaviilULYqgLhLhxSUxBPLtArKfZf2tlD7kZyduKhXVx1SYUuDj7VLx467bVLOSmY5h9NEV/LXXgPKe0IQEW/EZnMOtT21Ic4J68phXVENQUHZPO9/a1XA5/abvp7ATNSZjDycUTKXHgnhvysJdN63d8DzH4yuGz8RTawy3Uadvi5njLdeuxP14QT6INOj3SF2/cvhZFo2VoR3fF8Aj7foub4hoWBtvWLo3ujs64dvOKuO3iNhYJ1ShQnYpRJD6vunprrGnm8HVqeeGqhbR9KC7csgFGpiKJVdfIeFRPDMUrL1+LZGMihs91RwUHDkTdoth55Bz2k63x+G6IMgRzPQ6glrctiSP7j7NvPRrXXbI+FiHmXd1SF+vbFsTEQA/9XBFbltTFDexhdvUPx1A/XOzyRYg1R+OKTWtYYPfFlZuWxrIGO0mOVZtGlLbsO/pXN39nUD6670Rf/Mk9++MTD3Nm5XhDiuPTBOQ8rrD/lFoiiuY78WIte6cbKofjupa+uKDqTDRP9yEutr9ZqNHFnkJ0080vjYtR2iuD7t9yqDOVI0MwAnzAYvo3KvAZOJsiGAeZQtxHqIK9cZCnUaeWoM129cbYT//LGPv0Z2MRlGAaUY2nZOi4VtSmcecwm/fxoitiwXv/dVSiIQhGzSJRDqYBVgJWlw4R3KYrFM1akquHf4pg52av0rFUP4GVPmECSqx8a6hgBTQFG25fCMN55a3uk0znwMw4AfhVcdxJymRcLjM5tM3SMLoG2yzb7Ko0h4q+dSKZlxOkCF7JzMCLQvTJ5EJUQEl8Z572nYS2TOvEKr/PL5/Obu6xvCTxdWJKQChbN0onOUPuricfBxhHIPpMl4Qy39MPZks5chQq4Nz0khejxXUDWp644sos5upaFvBtrvZtGfLWfMuQ9/wh0Th2RdoUui9oeSrh+KxJhLaHcl46AJDYqeF55syZTCshVDlH+0ivEkE96bz73e9OMaYiYTfbVcDRSN/g9yXRfCYR8/13jXCZ+T9xsMvlEd1N++yTZ+K/f/5APHZ6PEbQ8NPRg8ouzvgcK1bbM66iGHCfK1j81sJ9bV3WELddtjJeumVttC+uw2SCxTNzXWnKJKI5oaaKZz3KaH5RDfJrEJb4dpx9w7pU1df7CWk1SwAsVeyrAgmNks45ktqFzrdETPjHEfypWQ2A6ZpUzUysI1Ok6EK2hvlH9VJZw3k2LuAB71jw5RzVvKQGQq6/V2ej3Iv6hYqZG3IRKiG0ndpaukDEFQJp5Qr13OO/AoeRHxtrzif4TLe6kkg6D4teUjvSu2IxLGy7wDS9LePu6TnLO7X7q9nn+2/s8e063h3vf/vNeASindSVxkcfGqCzKD8tw35QlwRj1EmCXgOBljO37fpedSlTo+cexNKDEBfHq7Ge/p3QNRt9TH6mczFTRZvrwb1DcJnaqjZUMXY4XBgcoU1wnO7D/g2avVdftCTux8TiX9x8Wdy6eTFieaQx1McTRJqb6FkGxTYxzJxpa+dXc5xZZTRQ+DDj6HFb9Sw4JII1wMAY/SKnXws+lPfDgIcmIm+kHwYg0rvODsUX9p2JL8ERnxmxzpRB5trdCrcpYk2mjDzpA8fKHsVSNjZWnYtLmkZjXc1I1E25XUJ9xHOkqAOnXHzxhfHqN/0g+EtukfHh3bMF3lfAMd5xhzjRtCa3sfRlgbgFIJFvUzNn/FVGz/0PRxMI1fOsMrFVFoBtJA2s6uDU7uWLo6a9nQFNBz7ZCU5HveLYECdfzOg5wYF1mj57JZ+tAf+4dwVhkoOzaC8CeBJFZqkDMMXMk9F1ctmREop0Zks630+yKNB4OH0HCvxwi/7MLD9hAG0tn9EvrjQZaFdHTgYSlP5M7bOsAGU4AH6robJq9FauNKtw4jnMTrKiuygrPxFAfDf3Mx2Dl2NJ1uXVt4nujMg6zUZzfTPnQjbGKT3MuC9H/ZxoIrbMz/aT3LMsT585nWYMi1GcqKYtmU3CgJV4ll+RRVF2UXCmL1Z7lGV9Wblp7/cHf/gHcfzY8TzNXQ7vf3BY9COPPJIEUdtGT3l/+OGHk/tTLLp///70NKPN5Je+9KUkfGrIaiepJqmu27SNlMCqSKQzAcvR3EJiqc2ivll9N1/79rkmjc34Zx2AtTrg7kJEc9v4DQwNxlk0P4dQt3e8E0ISiJUMCZ7CN7EsfKdB0F2YYew80hUHzvYloVvIPlI1WjK11SBi0kHigA8NrSeigbJqyEuIcrFX60kwwjy5JjfGs15RnSlyDbgB4OcVnUfgzHnHchO7TL4lLyA0twBqmAfjLJYwNwf8WJzzsSYOcv+an+BmAgTNO0Vs3NcKZ8B4DUi9TpzDnNRrjPFOOueZRMra29Ry3k3RZjlAayysOi+17dTdmITTbmJmW3s6zhZZJjSC99kmss+P84840rkjDuA7+sG0llXP3v+WtpbYCidYBwlUlK0Uo44zWGtZbBSiT/oCgtPIYkXu3ukpznIrS3ycGsPM1boa+or+r+Fe0wwXDYqDFR9Lb+WgaG3+U3myFm5RCWETHF8Ve7ltCxtiw4I6YGQiXr59Q1zbvjg95NBCxo+9SOpkP+gIQFFsBdICOVVhqoE+UUQtR99MnRynSvEZ7feIs9x2Y2ExDbfomA1CPPf2jscnnjwZH/7qgfjqIaRY03hqgiim5I4+mGWcrXF2JM92pU9uBSxGRL6tZiBuaDwXK6uxnIVzLPC68MTeoltHKNy95vVvjJbFrZmH/T9/K4XIbwpyjFV3QBktzDF0MBmu/FukpkEMnKulqrWrY7IT0RrIqZYOwHUdH2nkS13tfCcDdjKd2A/VbWyP6lWryUdQdlOcDrTGIl+AI30VSo3+KYIASWMF6hlWpN5TdR7oMCBnBgChOxIZFENiGmPsIdtafCuBM6XPiUy5sU9MmgSTtAXnXRTmRHBGpOcRAMZJSEJSmW9RCQmGnjsqWWUVo0A6+44+9LlIaz+SFzFAF9dn/ube+T6/kjAX4ySRTwwkwHK/AFvVSQC8u7cfP5nmDzIk7RT5p/KE+fM8CQCfOHk6Oa2l7Nt5mHKWP1fGt7t35Zx1tu3lj2/KfuMlta+ML37xC3HX5+5K128f//jH0y7wwx/+cNoTSvi++MUvphmEhFEtWAmj+4Y6EdBDjSYS99yDMwpEZ4cPH04PPhrZyx1K/OQQzfcnf/InU4NWZaE//dM/Df2qaloih6rNo8jo/2zC6MIHTgegF6muxdbsym0rWBhgEsECaZg9IZGJKH4GZO2pNrloBAZcfaekAwLI2S1xYmAkHsNM4FAXh2HD5dcxb2qxE/Twbd2S6d/UAEQn5BZSGaAYAiJSTNbPOaAkxEfhjznlwkwjawmU806w0WxckFc6Zp3kgFTRB0gBIEmTRIdb8JLarM7bCjiTWTgOFSwqIdLmLPGyvAL1aODi3JD0Wkvbpx4FBfHk9ofY0Py9WKJvrGOxQFXyJUcpd+xhuBJl56lJaH+mF0eYDohPXGms+MSZ5oKBG75pUyS5dBEIm/S0jxmY01R/np4lWQG3ncwI3/iJPWJbE8lTP7GJGuWWLq62DeLt7GMu7v+TTSqg2AUa+WfNiJ+l/n47i2s8ucEmCO8GRKDaLa5f2Ah3SS3n+pnXts5akD8tNV8vlJt9Q018knssvGw5NvSvY85XyhPUVtZpwP5zI3HX7p74s3sPxmeePB2dk/QhBDFxGpkmrJkzWRYSOsoia7WhG2eGY11Vb1zSOBAXN6HpPNMFEUbCYXralgsXFkKN46Nx7dU3xBYciKB1VeRNDe03f99uvn8DYSQZlTfj7Hlbno3NDkT8V4lwvp6Vds/9D0R191mAwEoSL5K3p/jWUIHcXwWI+osuwSH5gsxTwMu9DromiQz++TLz7OL87Hv4xyG0Y+hGfvnkBGTW5YQjokrxBM1xNWd/zGDAygdz7bRDi7QCRhJW/riidKLaFcKMfZkjySXFK9lH/rFMIxlxHhOUnIROYD80UnFN/rPfislmvAsNamcJ/Dcv05c/8ixKnxc3l8bisiRKy7p6dZVdEUuaUUkYG809gCkmr+NknQypfcyX1QD2GH1wkkVPI5vsS5fAOcohnC+7qO3TdSnqpCg2e4RyctytYobi2cliFn/2Z38eN910U/pJlftzH9BTKn7t134t/vIv/zL3DuUGNbyXA1Ss+t73vjf9sOppR5GrPk2N91sJqUb3Gv2/9a1vTddxmpS84x3vSCcCVkEiKtf4sY99jDY1JhFVbPtCEMZE8pTxzLy+3UTMLvk2f8pvyqvJnpn//HffJpuMFgY0f5gG1lIGRt8vxFh7ezuLg6UeojsUA+wPTcAFuEcj9yUyosQkVLlwEpZExhAnj6061D0ROw6eQQGjH1Eo3yDCq4FQ1EIs9dzi5yJloUp+UMiAfCW9kfMhI+pEOhJNpdQCwidBI66gSYgLhXnnBkhRojOdeMco5oSZk00188T66vPVQmzredizPCmCtSAd+jrUjT8UUCx6JeIKdIt6WpRBLdzMjIv4wIKmdclGSNGq9SIP611IgYr6uFevD1aJoURxmn7Q56ffu6Vk2T67DePC0L6Zkfignap/T7mdgsvjexG9DcxGuWwgL/pAUa5XnSv4SvF13jMm4hcJrM0QNnTeIVFLCY3zP6edY6riEQsZ8+S95namV2u1jrF0kUQETRQ/8T7nscURR0TmTxlkbMeRH4msj0wGadUgLZgjR6MSz0U4kWAh9Q/7T8eff2Vf/P1THXGoRxDAew1jbr7mWixOxHdFO9NZOn1tPVtnNdjviSvYT9xQ3RctaJ5qjuFJLQKaNEl/sI3sYW8CT133+jdFTUsjCyD7lTJsA79nmzPnCaMVKsRofjTXYBtmJg4J7RVoqpbhvZwJM3Tv16NhrPBgXnaOfWOPy7qPsSGsoWrNts14JwDgGED9HXogcjoPqJLQ0JOJ5Ll8TwMVpT1urDq4uXqUGFBHG1mdxI2J4rMrHRrWt38PfQ7QjiHHF7BQG/aortTAU4RqWwD2SghqieyFNMWiThyDPZmTw2zNg2eFDDrWnc48WFkBUKZRXFN8YVq/FzBJn3mRQX7tZOM3l5Ox5+8dQ2H0/DsmQXZ3UWrWhbeGetq1pGVRDMJ59UEgXY06/QT0RFyWwc9JMYnywolTJ9hjkDguSe7A1Wch9jA38rdgrv5ckWfdKYvP6Sbb7TvrVpTvye3uC0qUdBnnVQcDBv2Q3nvvvUnsdMemcb4u1+QE9Srzd3/3d+moXNdvEkRdvOmCTjGrZho6FTBeP6nm1d7efn5CSGhvvvnmNOGQ+OoO73q8YZTecp45cXw2PJPYZeS8P6WJhlHf6psyX8U58997Xz6X3+pXVgfr8+tUpivr4XN5X074Mq40XSmq5xgwJjSjYg555QgwfvWMywUoUagc4YZedx+LDN3IKbkADoQaCYsjWoyaSJc7gYoEQyD0A10jeLnp4Igz4Yh9RxRtavFM4i/FnBTs/l8SPIizi0WRv/kpehTXTIIclS6JR4o20UckkHQIy5mYP3r3KTgmiMGc1EoH1+aRjqqtM9+V3No0OKsoCbhO+HS+264COu2fnLcWQF9kWcQpCiwoCnM785QIsifOPD2NolAlUoZzoLJ6JBApnkPsOTwxhV3mZDTVk5ZKqKmbcJ/z2HmkqJT2MsenpUaQPesig+GWrn2Q3JLUi5qo5zADsZeDLpxiOx/n8JWtoozMhnYp8i7rXvQXcXxXdF1BgjNPU9HOCcpKBRj6vBo9EUP2N3/q4Liy38yX+vpdwcUJC6SbwwkWkK95L3Hz+4wzEYRKpZpOnDXsxj3dPzx1Jv7sawewSzwbJ4ZwLafIlAW2Y219c9uOz3VIqFi+wH30GWU1zI5FW9VgXIwnm+1N/dGGq7cmnIOLtN0XrhJXg0crKjD5wd3esuGeuPlNb47WLVsT5l0E8Jb0RSjnTPk8/1oQxjv+/R0JIbyx861iVjPzkDiCKhkjUZwik4Y1a2Pk0BFcUOzFYXGxKnF4Cypv9nAYaIaNoO5fwYq9hvRTiN5sdK5MuLpqS5EKab/3IRsJgS8G3LbO5ER0MkoomWwopEziq3Ma5Q2Pxjn74NcRKVRFz6OPpDinDo2x2d6OmOnuIT1EXyCaGIFQsMkMgXEgZwb7YwIORpFVJSLmmV40pdDUmp0kHYvOad5N4JHEwaxh8VBMA3uyQD65GgSwVP2epgyVI4pVmmJW0hSzwe6e97Nt5mSc93M/v2AAFf1kFO1NTVmSCcyNTGwNq8+MD8fw6HCx6KMMgdz9B5GJgOvH43imP3Oy8AXaigq0iG9+cfkw90dxs7XJGpGHbXNV6V1WhMnTe66P/cBP5FFPAuvtt9/Oq4rYsGFDijgVc+7atSv9nCpGdfUqUVQEqlKOflblFiWCKtnoAUdOUTGr8RJT3cnp/q30dGP+IidFrBJQzTp0auApGOZREhavZSgnUvlt+Vy+L69+U2q6lmlVEjL47L3v/Um4yv0Onw1qz5rO30MPPZScs555JJCmUdFIp+nW2bL8mYd9YZryW7ln91TtC99NTCClYRRdNTuwlpZwJCzRTJHyEjQNr9zcFiuxe+zFl6iShGEmv1xFMWqorlSaD98AUCIaRVcSI5QQUkHjKAjwCbyU7Do1FMNo5FSwQIbGouRBm9FT8NSMWiiB5TsHc2/MJ2DTOA3A5SDl0ET0LsgUI0raJI8GIa6QwsylIw2TQ3pKGpGjBEGO0UWmX5m/xKgoxzxyZPljKl0mun9HCoWY2V7MKOXJ2FMX2aPQQ130nAKDHafwDvN3X34olqAh++SRMyzmmpBk9EQL6r5HT5yOQxi8r1m1FKLAeDvX5uotLrAnWT+DUyGm9KtcWU4x64t9KcYkLE3hrBFHyiErqlXDPbk96jfXetpDm51fjL9z055x7FMETLyv7Q1LlHN1kZA/39m3tK6asTCo3W7K5CCBlWKPlL5JfEHvCWeZX/7JvB0rS6VJWWYhKi7g1j4for+6Bsdi95mB+ORTp+PD9x6NL6DYcxzFmska1KLpV4fFDJTW2T6GMPHNDN9mW2i7i6oFlaOxpborrq7vjm31/eBiTsfgY2mvcCDDVSpJLsVyouXk8bjiRdfFxte+mjIcf/vAPG3tcwcJI0qOCCaoiI2UANpBZUfMoWi60M1OBs5CqMjUAw9G/0/+VLTs2qGkP5G3qzVl4waSpOeD8Y1bY+F7/lVUXXoxQAC3SB6yurRDiMwByg++l38cYQeTXWj3PSqdvKyWnDST1YgQWIX03/9EjO06gJZWYyy6ZF2c3beb1UpzHLzry7H8pS+KRjxp9O3hqKPBEc6kXBWjqDKPYMO55rJL48iX74mVGzfF5N59qJxD+FYuj7aVq6Lv4ccxgsV4mRm/+GXXRtd9D8XUGC6Krr0qGrdtBSMAIAACtUlgmQJ4+mcbo3t4MobhHDatWoKGK0gJYJbbdZfAiWbyDAXk5jjORZy/OB4CRY5vMReKPshvi7HXVukpiPqju3dGFwoZbnrLpYqERFJm7+hyCyJGCQDfq9dfdz3+Qi9Np8TziYhpipTFpXgu7kXGEtPmpuLomn2c6vGRj34sT7Twq/lBwiFSf7ZguU6i5xPKtBKSYuIByxAqRbESEpVyyrxMKyEq081vX0nEvlWZEtsyD/OVe3VrwW/0m3r06NEk0nrh0em5wXf6XVVzVo1bOUQXBB7LpQjYPD0BRAKpQpGKSJ4AIhHVSbrmKebnfqrfylHLWXtm5R133JHauu69LsdB9VrcdtnmbBdlFz2XUJdjW3TlbOzCLdynHz4Sn93REUcH3I9z0rr3BfyBaIOVueL/Cjg11WUkRJUzcG3kMoPSyiyLwYXMp3ULGjAXaI3bti3A40xbLGzAMJs0EiNFonloLVdd2dVCZOWilN4UyJusCcowrKGIk4JIU+DUgrALvywyjON7zQBKgi9BQURFPJALgnWRab6SHuFTgtfV1Y2iDx7iFrZCuOvjDKKtI51wg5PYw1Y3xFa85IwOj8TRzr78ZjP+WB85Mx5ff+Cx+OEXXxz7z/TFIATu0O7D8c7XXRedJ86iW1gTa9auQN+iI7ccGpDILJTi4+y+Dc8xx0+ciSUsWM6hzXmuuw+OM2LV6iVx+iwuNkfHYssKzBqawJfsm7mVUst5UOpGpXE7bRV5ajuqRKbg4nyW41KU6HwtuK8UbZI6+43v7CnbLWMiUZSYJdco3ofYeDQUM45x4CgqxJHTPCcX7jd+Tf4Giarw4+kfLqwloI7L1NREjOAw4WjfVDyOyPSRA51x4ERnesAZ5SjtCv0dyxQxAgwz8OP3jIOZAkv+pD3wzTlGi2vxd1ozEeurumNDDfNzdoDv9HfqQoH2wJhpGmQdNfBvxQZ0wx58syINuvQ/3BE1XIVHFY5sN4V585yBtrl8dGrwK/5zmXvOriCa/JwSyU5zbyVqr9oeje/+8ej/zd+MJdgX+bGdnBvbVpSYermdIziY/tSnWEktRHln/Vzj6QgdwCZw2jtzBfNNVj6vc398Z7ASL1TI5jHRyBIpBVehwhVLritiAkA9BuLZcClndeH5Z/jU3ujr5MzBDUvwStEaSy/cHqfhLirb10TrijVx4sv3xsJrtsfQyRMxXosXjxOnYgROMpgUC9eswo/h0WjgefTU8Vh4263R+7mvxcTmdTG4i9X8NTdGdSvEkkkjkkkAYz/Ag1PPjtXFI51T8eTxviSwN1diZoBZg6thLJBSfODkMJRIW5h6+n6uz7gk4JiUe0mv+yG2X8DUM0QSAd6M4MFivGZr9EydZZ/JjiqAVcCieyhT8TA3jAv2s3ECv5p7OuuiBSPhSsbbAixGWEn4zmfS2jYmriocFXCcG1YtihuvWQ+MaD7RxpmFt/OV9fG7gtA58SQYZXt8Lt+VV78xfj7XJTH1u2+Vfn5c+a2EaAduDTX1KAmx30t05MDUWJUwGed78zDO6zODaa6++urcx/S9nJ37pCoHeUCy3Onjjz+eikNypnfddVeW66HHEroPfehDKUpWyejd7353EkaP1VKjVsLn94qFrZvKRXrzUTlJMbMEUs5YTtmDnt2r9SxLCbHiaMWyipOHhgejsxubY1lEYCD5PueAcCG2YhUECDL0NfGipYhBNwRuvbrhmEhO+z0XcJZ3+skURDwUtmpa/VBgGNOCXO3zPMVGXp7XONIVJ/Ycj384PR2H1q+K1Qvr8YKCQT59KKKtRJSm2ZZarG5F6K4s4Y7KSUApIOHV+llLYnK+elGaIWzzinuQLHFyt8K2iF8xJqXwWq5WeRV5uwWi+MTJzxe7d+3G9nE4tmzeFqvat8Shgcr4yF2PxAVrF3KKx2S85dar4sDOvdELbe0FN1w/tDqOTTTGQha8e46dgMNriAdPjrKgro4zvYOYXZyJi7dujM88vD+m2efq6hqKVReQd81w1ED0tq9oi7/5+o649fqr40s4T2comd8d8ZJbroqvfHUfCi+12A2izIQnmXEXD/YRP9tE1YFD+tXGE2Ricr7Z9/6zK3jp3qWiUvGJaWdor32THWVfwCHOsEoWRlNTlkxkXFx0qzgl0Znk8OFpz97M71yGOxoSNXOhIG5UtJpgXk8iPj7LAQQH+sFXRzrjqUP98WTnIKcv+TXEFe7X5T7A0GAAAEAASURBVNAMY5ySQj+HwFXTvmLu5kiTlgayGGiuq4nNrRVx7TJUrCY4qIJFa61mGHxjI91P1mzFaihxcKtnwdhgtDOPGpH0bfvXPxO1+PrOyvIuwZs2kvx5B/aXvzG5HWuGxUpEAgLBMC47g0JIPg0BqH/rW2Li8Sej75N/G02IXKrVLkNEYiVLMR2oJgY5M28IYGh+81ujEtGb2eSqIAuybH7kL/fGkPB9AbBOi4JfceizAlbiBQgFAFluBcBR7N2RrasoOOdzeIR3I7dpO06vl7RG34EnYsHSdYhKQYoQymn8/lVA9Np++A0xcQoEw35b/dpV0fTQozE89FAsh2vsegAj88ULY3pxS7RfeH2cQONy1Uuvi9i0PkbqHo2axcuiuX1jHIeb2IrbJ0UqFXKuACS9R2Vq4hSr1kf3Dceefs5rY+X6xAG0K6cxyAdEdfar6KEEd7swu9M2SbgMZZfZvfxqcmyKFTrNJBfB28lTvNc+Uh6ugTq0t66Ms4iCeyAMKiTl2pRMnEQSPDVWnVTjTIiHHnoykdyqNasLjouii016vstZRQGOJcOYyAvR0QRHAVk/isR5NCc5LFp6ngBKXAzzCWJJ+CyzJIol0ZKjNL78xuf53+aLuT9lfJmH30ns5OhKLqrkJtV21VmAhFPH4Z7oIfEsy5mfbxlXcrdlfTyiSgLo0Vh33313EkjTSKwUD//sz/5sHq8lkfv0pz+d/agy0bve9a7kYuUgJSAewVWe5qEI1ZNMFA17YDJSnySKKhL9JgtVCao2nZqhvJqjdXTmroKRfm81gzkFAR2hvcKMaFMo8FBZx4IIrnKFjB1zQGP/q5ZVx+XL2hAjMjc40mk/p2B04Kx7gHRTEDUzqpXd41rsPKqp6SKKH+OvUYXa2adYxJ041IUYDA8s4GCRfQMIcHFzU7Q1zMSiGriE3PBnkWVFhE1wQQ6tQCrASAaIcP9JzrIKeJSX9W114g3KFDaFNxdZpBHuiuxEvgUsJ55KwojjAPYKh0YHYgilwSlMmI70N+C+dUHccsu1sfOvH4ov7+2JwdP98VM//rL4/N274tDJc9FTMRprN2+MvU8+FNdddVnU4Ej7FtydrVm3OD59395YxbFXR06ejXf/yMviU596FDlyZew9MxY34F5t39mR6IB7eurYWcTNuH276uI4d3KMEzEmYwj57YoNaxN3wFYwLraa+Y7YtRYxq5yaXWCczRJnKYGzVRJCx1OpkH1krySx5GpGPot3XUiY0sOq/ZYH+srcwCYAgXgBTMj4wcYy/s4HFxmZ1G+5USdiEM6wjzof65uNY+Cqh/efjEdPD8dZxMwTYJKowisAIlILkOtVKzSZJxkoxsqD7x1R9ThEQhL8Jvq1vbUyrtvWFpcu57vjT2Aqdgz4YTEGgvM8RrWdZQ6SY/ZbWrYYTnztkUOxYN/e2PQTt0fTS24i76I8a0Cl+UYoef4Bcktifl4spny2g/Ihc+YWILS7FZfKCletWhctP/9e1Pg7Yvq+L8ZCOlAVYQmq+4lOtDp+C6l0/9/fGcNoqLa8/gdjFpdkrgpk852QhRkHHQ6gysGkdxi7TGaWcuRCcyWR9eH2fzHYwQaJYs4YEHF6OBDoQAbVjZBz9vy6d+2NBri50Z6BWHExx7acPsJ4YiA8PBAzuFvq230gRg4cicWXbona9lVRfRYD9QXNsZgTGo4c2h/NG1ZH9cq1dAD+BVlIrNp6QfSf4DxE/BuODPVFY/v6mO1+LCaZkHWIVYDIDBUoP1Rxjtilq5qiqmlpLD82EBN4v7ht++qoxxBXMZVNqFaEBeDaLU6NsnvmA4ATy1C4YSIJY1OM6lz68tlHAD6ViZw0jOPBrsm479Cx6EDhxpO9q5kMeZgp+ekqMAmwykaMmXtHm5bWoLyyIdauRP2fFaIlCYv+MuRN+ZCwmgRM8m6QWJVEMSPm4koiVqYpr3J5ap6WZ6oZ7/6b3J0EzAn9zPzKbz2/Ua7Lfcr5p2f43uC3+lWVA/vABz6Qe30qBKkVq9KOxNQ080NJdDUFKesssXrLW96S/a54U8Wgz3/+87nvKeGVyKlAJNGSWMr5ebqJ+evsQEUkiZzatL/1W7+VdfU726y9pqJZCd9v//ZvR3t7eyov+V4xrByk7xXnehizRNOjvN7+9rfPr/Y33Ftv56DIT0yYyh4iGFJNs93QyZ7RPTiu/vTjpzDTmODkC7xAwlWISuUy4dGSqPKnIEjAUtkXomYzcgFmEIk3AjcrMfLfgpH7FYgoVy+qjhbm3hJcmTUhbq9hj63gJeRw+EbAt47kkdyqGcFFqHWpUp+o1lEpDraVABBoRxJJ39I221KQR+CNh53A0Sg6Bdu2bovF67bEZ7+4M9qZu0M9I9E8ix9oFqk1La1wLuMxcG44VjBmx0+cwtSpDoI6FRsQY4/14Q+2flX09gwmcZ0Bv7UgH+3H5rMTXYvteJf54gG4aQzMH+bIrfrFS3AB1x9Ll7XCPU/FDTddgi1jRPdFK+POr++KK9bfFK0oL2F7n3WchLCIrtIG2ibNtUJcVhA1GkK/+Eb8y1/uFUtyybR+UcBrbpPxJC7QPKMSI385xVz0UkbRf+BBpFZEZn6THjbtlgMnDffihu8kphYHIPCPg/t3dEwgKsUhvQSvkr1DVkXCg3lKrLMq4HFisi0S92ScEveTP/VuRAy6trkibtjUGq/fvgSbxIl44Ct3R1fH6bRndQxtimYntgso4wF6xKWZE0m2udX1yFPR8gr0C94JfGOf7TirDeziqWiVLStwDTfPGaQ+zys4V0SexWqOzsRIv3r7JbEEtrX/5KGAGlAZKy41ZxjkaqhUJerJjezFKVKtWYRbple8NCD8tNWpwQDNrdy8JPeaBJF4ARkNLhvl0wsXqGUidupKX1lnV0oJTHT8glUrovWay6ObVdBGuMNFF1/AHuCGmMH4lnNNGdTaWHDrrdGBinr9po3RfOOlMcJJBBPs36y67bVRAQu/5uaXRM+Oxzl650Qsa1sbi69BvLYUJQhccC25/soYR/w8yAGeK66/IZrWr3UBlX0hnaua42IbEVFtb6uOjUtQSIZRXL3I9bhHvSDeAEtUCYgOtMA3h2yKbnIMng5FzxUAkW9sM7CS7eVvBmFGWDMDAFqxyfZ1K1jwjcdDB/dDHMcQdhEPt+M4KYUTRyWkM8YuGPbv3oUbqL54KW3fuH4dXi/wMjFv2KQj0kZ/3g/CkUqg/Emg9FJjkAAZp1mG+2USOomDiF5iZJzp3WuTIyqJiHF/8Rd/kZydIkcJhJygxMerhE6iJbHRQboiSImEphoiCSeooVxYWKZOyBWD/smf/El88IMfzLr9wA/8wLPue5YEMxch5KvCkGXJcUqoLUfOTdHqJz7xiTz4+Od//ufzgGbFrIpKVRIyrelcAHhQslyrdbL+cqISWvclTbd58+bkSD/60Y8m4XYvUtGrRFaOUyUc9yrnLyKysc/4U9S5gBUhhJHOH0NOmxkb3JX98Iu3xjW4BLub8wy/tPtsPHI60q/mCF6aplG7F4lVQtgVjzrDUWFgzsiBsPcK1yCXY95yD9DZ6MbjijZtX8Fvqs6nNy5GUWrjYrRkW2PzksZohXjW1wKRVKBgQDSD4Hu1KAUmg1fiCrI4N47Wf+61uMvH/EPafASWXNxdxuJHGKtrXopzbLYHzqE8NwPR6+mIy9uXxar1i+Keew/FZ+87iFSwIS7YvBKH5xBGFELaFjbFYgjkUprdceJkrFjciC/YhbF6WUs8cKA37rz3BG73KjkVZFEsW9DHnltPnEVj//prtuKRpToGcKo+Doc1viji4MGjTOXq2IQz8HoaqtKOk4w7ZiMcE38VqxahaGPei0fz0fRiBBYytE3OMOdzjkKBmfOvuE+ixTd6LxN3eJ+3TkzwyTQiQrN0cTY0XYuEgEOdOf1kB35s93fgBxUHD5pejLoYsTPTrpkrQ+t2iaSL5TPz1TojzHYFAnykahOD4cLGz3QqsKp5Nq5c0xKvu3xFXLuhBby6L75y11djAHxQgUMJOcQpCJx724p5PZJYwSxHhUcLijZrjx+NFQ/eF9XbrozVP/9/RS1HmFEQdDOXa4IjdaKdlGiZzzcAY0W3PtcHNlUcXBAsSlaDxmeMKAf+2+/G9G//F85n7M3Kp3gygdUquUKgE/lkdG17LPyZn4qaqy+FrrK6SCIoywvSdyR4TkaOUpJzzIlko/y9MMGOclhSnOtDggB/KSInLoMNtsnOLXo1XxTpfGc9gU+JATIkXGVxAvmdn+eQz4ZY9cpXFRDGXgusIInMX5ECM4d+yCBlYfWV76RQuYBgEUGe+qZNRSgAonoav4W23wLZ0xEC00s86dOQ2CV0WX2vGawfv/PPRn7DQ5Es/1L/86HMyMWIWThuIDPe78Z28aFjB+M0nEcqUEkIk7LaEdkVzC2hg3nBdQHI+6abbkRz9JJE4gV0FWkFtZJgfPKTn0zzCrk8EbmiTPfE3vOe96TiiNyWREYNVPfZ3E8ziCA97FjOywOI9XAjEZCI/MzP/Ey84Q1vSIL2V3/1V4nwbr755lRycY9NYvm6170uxY9yle9///uTYJX1mj8VrGcZb90sT+IiESrTSWzna7paP+tccqoq3mzYsCGJspybHK7ESg7R/UcJnlydnJwOzh9g22Ev2t6KSbW/tA4SdcWu7e3tyWn6veWar1yvebqo0EuQSjgSevM3nbagppO4ShQlpOb53GEOjoCdQvQGgnbs5oBfaY+wcRxkee/+3vjMo4djd3cFTgImksOaRVxuORJG0SQP3FFuAgMwbvYiS0VuOfFJI1IGfmo4R087w1VoeG5c1hyXr2+LzW2VnKyBO8BWCBieXeqZd80AanK2ZAPU8m1B6LIM783e8rzh8g3BqPy+gKfkJOF897N18MFPfDluYXtjKVLzC9j/du/85KmzMUgfL9mwPlpBez29Q1GPD9ExtJ7XQfQOoDQzPYmJANsno3j5aMVl2lFOD3miZyZ279wdv/L2l0X3wHB09Q5HE56ClqKQ1EIbDqCoM84e42aUk/rxKNaBot3yVctjHQ5edZZinznXYY6yH10QGGya/VaMiLoJNpFEvFGknFrx9n52gqPgG/865+WiJJwo2jjPFTdDyOTA1SsYAK/1cvhi1+g42zkDsb97nEOkO6JjgH1tzHgmUG7CFod8kPb5N+FCgTYLIxft4CzP78yQY0uJ9jXzNhVmWDTVo+C4qQ3/tWsa4k3XbogrETE3jA/G1756d8LqFFs0mscJO5YhOZTqumc8BYHVgL9tdCi27t8bbezHL0KRb8nv/EE0v/oNBakAtsRj9ouYyeVE0i4zex4B2EVaW87y5/ggO5c/DocclwPhOAnflSePRdev/T8x8/GPxRIIpf1RyLMdFBJkB+ELkYGauuCiaPrxH4vaK6+CtvLOjE3FO80JUvOVmCqJR3awA16ulEz7vxYKUUNRv8zJ8q2f/7nadwlQNE5C4Ia3E29WWZENBnDy9AirBJxV4T9wFOJRj+o2mNjM+McXyEFyjcJGS+7JMcEUTeU7iFoFG9dCfAWb9pY6Y0H53v0DN70pBy2/YMPalbucqoLsXERkf1ll+4bPcgKIWKgnv3y2XYbsYlvlrwiZ3LY8MzCpXCA4fVjL0E6BvTL2dZ6N+w9DHIeG2e+QaD79be7hkHWK0ojWrrG2oXDcffXV1yayLvfeSlDzqhca99/8feYzn4n3ve99qXzyrne9K4mge2XaN0rYJCAST0WbEqif/umfTs7qhhtuCAng7bffnkRYRZff+Z3fSQLo/tsdd9yRxFciJKf3y7/8y/FHf/RH8eu//utJPF/zmtckYSr7rKxfSdzsx/Jd2VXls1yt9o/u/Uks5UxNX4yF/TA3DuWHXMu48jrvVbhQUAlHDk+vPtpfPjOU9Zof/63y+lbp5n/zzHvzeGZIaGFwRU6JnjKNIkzaCGJNroD5qiLYWVa99+7DNd/OU/EABxCfHpyNEWwbJyeZA7pXlOgBSeaZCEo4ybkO3Fu0CjcgZf+lAhAwpAs3Ttxlz5sT55kb6zmrcevq1li2ECnKqrZoXzgdTXW1aLlCLMlUzVLtMS1EyVMSvoRh8plrXxmfaSjfa7addO5xHeZ8pUee3BVvfAnKhWxnzEwUDutqWLA6K0cSH7jXx+wE8SkWVKhVQf3lsiTuxb4np0pACJ5E3HgAkfcbr7mIOqFNCbJHXQWNV4ieC13ErRW6y4IIViI61h+puKJKJTuyc+6p5mSQfNlV1qO4y8ZlO1WySdzJWEhIJXymLYPpE++Zf7aZIvl8ggfOIo4Byj/DaRon+tkzhGM+TL1PQ/zVcxgCP6GjmngBzw001gzKcUzMlVIkJYSFgwbjCMI/dS1qTj+xT6jXmmVomV65vCbeyRFbN1+ErsXkRJxBZPrgAw/Fnt17c/5I2JNhoD0qB5ZaxPYH65JoxU5x8+HDseG+B9K7Td2/e2+s+NlfgClVhGrLHXNwpihWwk+f5n4q1X8+gTmcLNvzSUvmdjbD4sTgn2XoTHwK5F6zan0s+DfviTMg0KEvfYFjTgQe6ubEyo60QwEWOmp0764Y/MjHogXkWXvBFiYFTWUVkt3JAKuCq+GvIJAaWVwFkhcqZF5OHCdRUWqRNRW2VcUKmfoK+HJlgHLheYF6kMbVm1Di6k3iwRHc0bBxAwDN5GHgzVVNqZlpNBltDxxiwRGzqvIlcSoeyHCqoeVAUwRlEwFHqgGwYii9SLL+sxsyqJiTrvVy9WTvFtpYxdun/xaImYJMMhcKjxg+WIEyzL8v4tIBgUiE+rhPrBhDgrd52UqYXg4wPbwvjvf25KRKO0s6pOC0QRFUHxyYq9BxuJwHHngQcWh3XHfddUnUFFcZrJ+cm+JFNTElbK997WtDIqVoUb+o7uO531aKLxV9/sqv/Er87d/+bXJTilUVJSqeVLwol6XIUz+oaoX+4R/+YYpJ3RP88R//8SQ0clZyZqa3Lrfddtt5omi95hMHCfn85/K+vNoGOTnNIT7ykY+ktqhtcL+yJJDz8yzGxJinyynzMs731lW7SznQ+eXP/9Z7v5t/9XvD/Pgi5umyvlX6Mo3X+WUU8cCAyAngE0qcBSTiqQCqRLKIyYRnpGGxHuWSNZcv59SKxXEvIsSv7DsbuxG5HTw7iD3kaDr1nmBvnEqSD3jEdvAvNSJdWattCLwl4QKuLYepARxWxQi4YQTy0Nk1Ew+fOQsOCUSuHbGyYSBWwwVrPrFyEfuS2GAuRzu6FQrZiFywvhqui6tEwrljzS3XaW+brLxxxU9yMxar4fSWX3cZGqaQe/b6J6lrGrlLrJQEQHT8WDMKtXmnyKOOPCeZ95UYa4oXExHTdZ6duH4xouElm+lAFrdg6WmII0sLWkP7aSCMERyeJhlw4CIE3iV9pd4SAXsJb4wZp8JdjoHjTz6+TalXtkFBqz3qwlYZne8KAirPrj3l6NQstoWzaIpORS9nO3axvdWDktBpDnQ+dg7O8Ex/nGOrpx+3gNO5oQnuqcZWWDEmbU+8z5g7Ti46rC3FZDmzTnzqVbqBs2RfqsTl8XbVQ+dicfTH1uWNcev2dfHmmy6KdkxSBtE2fWLXzngIaUcHB1VUMWa22c9zYcP3GKqQL9mx0Kqj/ssGMd04ciBWPbozaodHY8E73hpNP/EvYxb8JNHPRRv1MxS1tDdoy1xcvngef/jieQYpL0lzMzPpBUMn4ADYquLXXXBhLP3lX4kxVMHHH3scTwWmL7uISkpR6CQdzVbteDK6/uwjsfhH3xYN7OGxrOS9rLnARS/kBPIOeygGe24YnmdFnyNZ0e+Wkn2Vmmt0mpPSSFcW1poxyXLT1jEJoZNXVGE76ABHwQgzyntuhBYAqRgDQdV8yc32EGyhiiwywoBRfmoWAnqZpsiQv1TA1WOWx18nClOLFxQC12ZN+CjzLb+Ze+Bi3Z4Oacd1/nHum/LT8/HcwCFaDx0DU1gSPX1Tsp5n7weCUn9JPLR3B26ccCDNil7RRpqYUA/rmXPb9gCIbpTLAalRec0116Q4VO5QJOz+oeJPiZvcnOJNNTAlChs2bMj3d955Z9ruKb5UPKhNn+YMcova9JlOUeEtt9xy3juOokW1SCWcr3jFK7Jl7kmaXq1Qy5TrlIiovKLx+zcThaJDyvjyauz8e8WWcqcSR39qsL7sZS9LTVP3O+eH+USrFLPOf++9xFCiXYb5ZX2ruPL9t7o+M87vy7gyr2e/AhyCkPDHNZFgfiDiFnCKLQ/RQC3wKD9lWIGY8Icua4vX8jvYPRp37+qIr+06GYfPTcTJYcR0nDmIRaeNJX9+Tim3J8QtLCDtJ4FO4pIAaNqEcUpKkK/jeyyh+HN2tA5RZV9U7MKwnnIXcabgChwTrGmtipXsVa5btjhWsue3CEJZDww0QTjrUQwRlp2HdUir1J6tButqOiAuq4XAVeGQYGqKrQzmpG7EUpOadNlCqmVbE1FTJWdkBtOB37hwRqW9w04KaVP7VqLJO+eu+gF+L0YT76TY0TldIZ4gP/EA/T2NuDDtQukPOWvRiz0iAZVA6VTEuEK6Bk5hnHQC4vbOCER1hD6dxPBxHM3RwbEJFidwg72jcbyrhz3UoegZmo5T7NR0QhglqS7qtWOWGImLc4Vrw8DVMj/KtiuSo6eS6SFH/FhgZeuRlXZYKdfDgm3lAsZkdWt9rG2sjAHOZnzVNRvjtTddGRdh5jaBA5hO5umDD3w9drFlMgXX2ED5YJQCJybwUUY+MVrgoFrGaAXKFuvQ3dj4xONRN45G8a0vj+Z/+96oaUValx0kyNq31NNe9kJ/G0c3fkfheRNG1yMG+yH/8KhIQf1DJ48aGU0oPdT/m1+Inv/0n6LiKWzDhGsmQM4lvpfoCJR6zKl7/InoJY/Kn3h71OGdBCeLBcCZv43go7Sfs7As1BcvQCjzsjl5b8cV+eaFcoviAUKA3NVS7jkKpCTTzVsezJqrUGMYE4GEjwR/V8Gqp7s/WAAN38tWkVSnArnaIr2jJqD7wn95mxVwIiCaAUDdSFcdL0t2AQLIFWrOADPlp8gha5Af5l35J2OK6lGWUFMG3/CigJoyMq+5COGVK1GRlNq6qQZOHaoRCa9jRd7AWNUdPcV5fidjEGBV0Jt7BxLs7LkCnOUoLcI9RImSHKJcncRI4iCH5FWi6d6XRE4zBDlMiaQEVXGrXKDebSSUEg+fJSCKL+Uk5T5vv/325P604fNb0yvitA3u1amoI8eoBqfKPbp+032cZf9jg+JK9/J+4Rd+Iest5yjxftOb3pTiY98n8uBqO0vi+I8t73v5nTMAdJ3SAscw0b+LwRL7gCxd/Lj0o2GkLsZesBe6PHLv0qUNsfmlG+KNV62KfacH2Ys8jSJXV+zvnI5zcFdYfIDQXVyTmJ8otVDSKGGVeHNTHmYwGbWSHxJRTFego5BhOvrh7nrZHzyCVmj1CcyO4GDqqzpZUNXFsvrpWM4ipg3FoWULq2JJYw2i2apY2oxSFwhqYT04jLlUjWiknnGq5FvFpOPcu1cmLlDM6pStZlU7rVgVhKEUyKWte25pr0m1Z5F+zeLUIG050fbkK7hObDbnuC7rzX9+zGnaLJGs0H6QvhCPVrPgnfAdYkDJhPNwAvwp0fPALPHJNJ0Mj4kiIJwg8xJvazgXqcA+FUUZldZw1dk1NBZsB0Ynij0nMCXp4DxNxaZjUOtJ939p0wxnXs5WY0Pt2OU42Cb7vuh/R9X6J26kP6gKBNt+cFyKNM5065g/tnyqpnEpibbtK67eHNeub44XX7w21i3ieKv+zdGOc4cqiLZSERfMD+PVSYcUzpEKpAlCl/lYt1IbOsefsamn7su7zsbGPTtizY6nohliP379jbEWKVL1xs18IHBAL8Cz4iKDsGLdhdOMMePvIMAgmOtzh2K7PRl4e4hWiOR9tnTFhKRgYGuGcQX1lx+L4f/wm7Hg5ClELU4bgQgwsD9JbpcrMByWAFx1RTT/2FujDu091VVtjC6CKi1DguJA5GA8dx2fXwp7yEKKZufAk79P+cYbfnkBIJKokCg3tHnUQ45ilRT7+MHcl0ofqnDjkStzOOiMd0SEZv6LNKqYwLPKnqS4fke5SbOyjYLZHCBmDyHCZbWZCkHEu1luSMTANX0cUo+ifN+Yn9dvDgJ5me7pJNaxDGVsAfBFk4ijjySM1qxoR5GuB2DbfeRw7Dh5NLq1dZTTFHNklgKnyXNHlCyKctQelSipJCPRUrvSILF7tqAPUxVvtFuUeP7iL/5i7ks+2zflu+90r6387vlcbZf5l/VXg09uVVOJkhC6D6mxvnEuCCToZX9kfz2fgv4J0jhic1M1IVHOIQNgNHcHbBLDQGsPV/wrkiQo8y4RPzBRjD74kteHUFJ55GAPGpudsbd7Mo70jccQ2+gjIGx1L5llzH14upwXzDFKKxE0AEYOxkkwVPbgEFtictaI0C2Y4N+yTG/Shi73K1H6gEVsgvDBzKTyS3NdBa4QIZAtC9EsrYi21iYO8dbHq3uWWGCiINNI+2ogeDXAaQNxMJ/sP8J5At9IJ9PGsJr9yFoQgMv+KcpwMa2z9qkKTL+YG1WIS2vRmZggL50SJC6hA3Xar/apXmusvq4px3g/4rzD6cAsnBUO0CB8Uyj1jLEfOE1f4ZoSgncOEXU3ar2duJkcmQCX4p92lPQjuvHDkYBecvKcFDhgucDzBENOnfJyK2lublaxKHAfuIBNBjnHzV7kXjbYjsz2mU9WlDe0CT2KKpSOahAVT3cdj5bhM/TvRPzV/3h/XLwSMWyRA38LDdcuDpPesWMnimIPYiIzipiWRUGOKxBkXURThryFv7bf4HzXnuyMdrjElQf3ct7iRExdenks+a//JWpvfDF4BlqRSBQYgJtN7jDzoD3k7Z644uki/wJ/ZRnP8oe5Cf0vZ+qzJCxe2UFmXKwPE+SzQNrB1UZNMhTun1UPDEbPf/9ATPyX343W3m7XggnAqbptR9AYgV7uasA9BDzpLP6Jd0b95i2IklnJWAy/4uiaosx54M7LMvjOYAWeXyhTpuh03id5LA7ZFaJPXkiUs9bc2rP8z7lnBqYjQmJoPhJ8AaYglnrYQLRCX7jyrEQtWzroSlPHASJExcbfmKFPtoV48690T8I1pMEIg0/eF8+m9983hqffz48XeBIw5iIzp3mfZrt854QkXoDyRrupjKZF5pxPtDUPoeVhz9nTHD10GGcAQ6yVqA3lmC45aO5s5fwgcdRkQk3Ty7H3XIEo1f2++SBo/xiMk8AoHlUr05Wm2qmKMCVIhuxL0pvW+/n5+L6Mn5+n8YYyrnj6zv8+s6wyvzLeZ7lX9zjd23TPVGUhOVfbYNv+dw0FFEmEnKc8GWFgaIw1wtU9/4Fxx8J0/qVNLgoBKNeD+VnChWMh7DsrAsPw6TjYMYZR+JnYeXogdp7sjl5kkL1jVdE/jtIOihrpHlHApB9V7MjCsxTusgyiKK+YN8wt0gil9vsMcFYFLCrkTVimLtYvtwiIk9Cr0LEIjjLbgORjfJQtA0WiIPw6Ra41+OhEuUc/wg0oydRzSHc9FLWZ3xLEtmyrItYtmIEGFrsez1TFwr4C0wXPHpR4V/NcCaGfUhw5ITFnIYGyzRQwPYMp1DTOwUfg+ioUt7JoRtKMb9qA85uJlkpcS0Fw9ndzDi6RdTODEOWZOIurvjq2JM6hKDRIeluiGZU1d7omXnUxywCkrTg4SKKns4YkiM5RuiDPcKR7C4LpKNNDCZKOmj++kVjmmIoLyJu8POuxmXq0IfVvmuiLzqceiujviIaJgbh684q45Zab4h1vfzN9WYyNc1XnCceYC/ejdX0SZsk8q8GpCUO8Z3VJnaiDg0SwNurEL4LJWo0p3DokQRvY+qiH2+3atDkWwCkufuePJJMiB1t8ZmNsj/iXLP1DxJR9QcaJi4CN5xOAoe+AMDLQBjeNBW770EHITi5GhMgJNqJVAWb119MVfb/+/pj5yz+Ppt5znNzNOM9xT1AaKmrNFYlAHNF6Grvmylj+wz8U1exVzmJkP2XHkaYSVssJ6mRTLi9Qi4CT2uRksC5zqxpyfK5g5/tTTm9HZigncnYiZRpvm/LHPRFGFd1a3BWDyD03zt8iM3oEgBBZuCp0tVKt1pkDVIwU8QySQGCOZCjBMq/c3LbvctIroCxWPw67+fuFwFqGkngVdTofW948xzUr/C3TSMxzmGi79TRkagGdvhfc7e4UN+FR+UjfuXjq8OE4hehzDC5fhamCMEooBUp+2UG0wIxsL/ksWboMEeoVceFFFyYnVQNCmR8SweVYm8/TrZxPeExfPnt9ZrqScyvjy7RlOWV8+fydXMu8zGP+vXmUzyroqEXrTxtFTSYkjrfffnt6CfpOyvvephXO+GmS5R3d79A5CsIhI5LPKQxkyyBfiHpyUpgqB5rrMwLz1v01g7PCWduDwfh+NCHPYjz+2L7+2HF8OE52dkUnrOQgK09Frh6TZanOdHFHjhv20RknLrBc4C4rIkISFnibS3gQZSF1ccYVeaghuaJpJt75hmujtwNTC7QyP7ezJ/pw9N++vCma2Bfr6BtIIiTXOIlCygh4qB5TkTHnANsKSsK0r3N/r1GCiuhUBNzavCAWNs7GiZ5hsBrcItVKlRu44sIXKSQZsSPCWghPfYzCrc3MsPMKgZya279TUvTmG9picVNLfPjuw5TREG+8bGFctHVZfPjOvfHqWy+Jzz1wEPvmUc5ObGH/tD4OnvY8zZnY0NYcdRDyw2d6krt0PpbETyUne6kYS+64ca4W/SieoY/A8+L1QlQM2YWwN6Ip3YxnIrzVxYVrF8em5c3xoosWx6GHvh5//8d/HFdctDVe+/pX47j7KnzO6oTfkaCvEOt2dp7BTeETsQ8FueHhQYSCnBQCY6C+u/u3OgtJPQVqJqMk3qynfxbCXK3ZfyhWo6m64cxJuOqpGNq0JZp+8Zei5R1vi1kX1OSRuNpWzYn6WZ5Qci7R6FPoEwmEZmG2iOXhOQLw9R0QxufIrHxdwCVASV1nTnEAJR47Zj/20VjQh9YRTamV2DAYrvpSg4tHYCLG+GBi84XR8va3RA0dPIMihhu+Dp5EYFYPDcr8WQ2m9iSKOR7dkpOTTnMg+PP98L3oASHfAHKYwezkHGKRHawI95w8nW6iPGqmgsnk5BId5XgDGLnJD+F1/TbDHkkVk669fQOeQS6LDVxVvpGoSNAATSaQi6BiUMt4Sv1nF+SUNeh3r/Oee+6J3/u930ubSNtkG90nVcFIRaEy/HNub9mGf8y1Y3gi9hw/E4/gJm1Px3gc6BiMbk76GMS7xiAEahTCqL0dS8gkrIWiyLyJn6AJqgfhijhRVyQt8lqSTM8Res0jXrxiLP7rL7wyvvDZ++Oaq7fFx3f2xoldh+KHXnU5SisQQtJ88HP741qcGTyxsys6cBZ72boabDUn2cNDe3NoCqN9Fq/YMbcijq0CMXf2nIvN69fENZuXxIe/cAQpEciYxfwMYlQ5qClsJUdZZUAOUBSqi3ULscnDnrZ/ZAwuEY0iRK+nUI7ZuqIq3nXN0tiwdHH8wb3HYxAnCC9ZPByXveSG+PcfvDfeeeua+PQjHbF+UX287eaNMYCW6Se+ti8GWUz83Ju3Yxw/Hh+6ay99hzoL9uLqK9AJiD0nUj9iPO2qmYcu+MHDzjHNYzwH0t2+BkXOcMGLmhtjae1ELMehefPsuVjbUhs/9cO3RRteeST3fdgdHzl6PLZjeqe9p8GDz2fou0HsMvftPRCPPfoYGqe42aQvXMMk1WSMJFLVLHwm0E2ZoB46A69lPrRwus/Kju5Yu2tPXLD7yajB0FO9jG6U8Fp+9VdjyVvfgmcyOHHRSi45xBVm/MIF+sMe+y4E6pmaXiuWxXK0hroQHQyhir9wsA9i6ErOnQLScJd2O4CK538FMuThP/9I1NOxNde/iIOOOTiWEU3cKCcloWRvITk5Oxq3aGpvJUMCwv1++N70QGrDSRzp+ArUv5fUsYLcdEG0NizAGPgYGoODIAA0/CCQjA7DBRJjeIpTxV0QMSGBPNXXDx7YH2fOnoJzvCjNLzTVkEhIGEqiaKvm339vWvnCleI+pKJUf9ooapNpkCjaztJjjYb9Gvy7F/lMbveFq83/3jktb6qJ5Reuj6tRORhAvNk5OJ7+SY9wusXus6NxchARNa7ZBqAjo+zrjoI3VFajK+cC3KWoQAmH6BfuSxSqDoQkKX/A5qaVS+IEYtz/+YVduG5ciWlFA9z8phiCCP3J5/fFf/yJ6zA/GY6bti+PkwdPxRL8Hr/9Gtw7QqQf7xiNr96/J37shitidHwMN4gollDansPH4/ggYk040rba4bjyinYIDmJaHDK0YApyeqw67t/HGZvsPb9y+6b40Rs5UeNEd1Q1r8MpfCcmFdXx/97ZHz9xy9a4HI527dpl8Ta4rtV4v3ro4d25b1gFd7kYBwDtnJ/5+u1tLBJq4o8/v58TQCbiotXVsXLpoti1F49HihQxfyj0cOkCFhQuFSrYDy1Eizjxpp72Uy2/RfR7M8RwHfaim1sxi8AuphGpXXXfqTi472A89fhDWBBgHvWOV2c+ij4XLV0RVyxdTq8yl8XP/EbY8jh++FA88dRTbCVwsALaQZX4elZpMYmZ48ENbuNTalfNuEyzaFZStnigL9afPBIrHt8TK3CqoJMDhbmDmzZF6y/9Yix885v4lg1ivpF6ZFCKyDi/0OEFJ4xJxGwsdU0tzQ3tsexXfjm6eDHw8Y9DHPtpLNxCtmuuQVB8V1zNANHwof0x9D8Rvw4OR93Lbp7zrcrKS5mE4hI9EzOQ7mh6SnZ2UK5Wvk8YX2jg+Hb5CZeimFLAJXFsZAwvXrUW34/N8cjR/XGsp5tVtxPRCalwg2uKE1i58r3D777uJOKZIVaJclQeVOz+o/aJ7sPNd9otATH8cySQ1l0iKIFsb29PYuizxE8vNp5+ofmIpilq7qqlq/at5iz/vwv0i7DVRN80NVTFqobGuLytgZ2/NdE9CueA0smRswM4neAoqDOd2OANxbmJ2txzG0IBZQxuT4nFpFIk8lJQOI0nKd3SqYiTe1kg4fblC2MxDkov27YeYtAcn3lyOLZua4rde7sRqXKWKvtbS+SUMLwf7e2KTRzXNY63lYHTnXHdJZdFBdtDP3jFSnhRTuO4/1CM9vXEj9x2Vew8ylmu4x1xwYKpeM8PXIpd7ikI20a0XOviawfPxWOHhlO5pgHips/kD33qgfjX77otXrQVB+PH0aplL3FJYxX7m3WxH7uUD376sfit218a69sa8SPr1gwWkoh3NyxdEE0op3T1VUUnfbCwpZ7DoifiEc48vOHSddHY2ha7/xbvUbS9ym8gZDUo4tQzH5fWzsbShgryq8ZBAm7ZFjbEldvW4ve1BhOXFjwONcT9X7s3fu93fz+Gezrx+1oTb37VbXHzLS+ntRBBejVxMVMyl77M6+GRcTjD7tj12JOxH1v1IaRIKcLlCC7hX6KY+ILy0b7gxzOIoIabVvBHG+Vs3L0zlh06EG2d56KZsRtmHIfWb4ymX/2lWPC2H4b5160gH1I8woN0TZl05LuA+l9wwpgCjKwoiFDpJkBYsR7i+L5fii4IX/8n/jqakTVrE6qY4TyShYVQTbeBiIpTx2Pgz/8imliNNd3y0qhYthTEUqyAHBaNYr1KfHO/MpVZ7DB77fvhu94DjKvrlCRWKcYAATHYikLWL/ZswMti34kjsRO/kH24QnNfxrHRv6sTtJpF0hQrRznH4sBoM8NvJqIZDwzWlELuSXMIuScVdgz/XIliIgYQffbXvHbYHrnj3/3d303iqC2k+5G6ufPkDU1NylByl6UWbBn/f9yVPnHJJR8gGpGwyQ7K+6wCia9kb+liEPetvBufXIeZBjZ5PVNxjL3CM9goHO8eiw5OAdFGrw8D8EG0OPs46kNEqkhbZD0L7LVxQMA4kTfefHV0947FFx8/HqsXbIhtG9vizRCMoUpOtDl+IK66fHVsxEH+dduWYHt3EMf6XfGLr1oQy6/fBGd2AknHFmx7z8bkQEf82G1XxJqFjRDsqVjAWYJnEAX/wZ99Id7y6mtjK+epDuF0u2ocX6zUYRIN9ikWhN0oHfVg6d80MxpLsftrX16FXSbWgBCQIdo9DnEYQStnFHFsG/FIHlN0uhIziEd3Ho3rX4z7wJesi5malviHB/fG0cMnYkNta1zYtjyWY6oy2zDFmYbT6QChbWkTx1q1xBrc7a1b0YqotA5zFVQm+7tj9eL6WMGJLC55DdNI9y7AmfrLfuId8ZKX3sw8LGxzU9InmhVxM1ZDEMRz3R2xa9+B2LF7H0fudSde17OX3J5maxpMnLfn5hvF4NqtIrGNJSxANpw6Eav37Yy2g4diMZ7E3G/VHrO3fWMswhxq4dvfFlPsTSpn9FtFAs4dFzkZ5i7Fwwvz94UnjFlJ1wYgT8Wc1lO8SCOX/Oq/Y3U3FQOf/UxUIo+v56W0DdpJcArwHR2mWf9MH2fAffQvo4KVWP3LXxGV+CnMVR+dI1HMfUeABsl0MUh89/3wvekBXeKJrERhuRS0WAeaPWC5x2UY0S9u3xrLliyLXceOxDG85QyjkZsThTGeFKDh8h1x5myOX0k8zMpjmLR71Pm1BLK9vT3NOzTO/+cabN98wp4TmzgJnZyhp3D4k3PU76marPPD0aNH852u4iSmLhi8/p8Win4CISRlBEIklMCKiLiwAS5ajH4L3FxlLAEkNjcDj+uW82Jl9MMxdrHHpq/Pk3h1OctBioe68LSEacPwcHWahoz0VyOOrI4vP3Qgvn6oM/qxATw3Wh9/89X98erL10QLROADd+2Incd74vLDPfGyF19Df1fH4zuGY/c51GbgWpdx4PD7/35H/PiSpXHzpSvAWUvjJMR5lBMmunFC3tTUHIc7UOCZaYn79nTFokrOdnz5xfH1/Z3RC7c7DQG4gP3Id74RZwKcv/iF+47EK156ebzlNvzZ4sXlGA4Slqyqjh99Hft3KNfcf6gvqi9CaQet/c7+WU6zqYqvP3k4FnFCx/YVLfHYngNx+fLKePONF8aGBVXxxL6TcftNHGCwtJU9ywa8AuFPFNvNVXCqfZhN9DAnTxw8QX32xX1ffyDeCuy9/nWvpQ9FxjNxy623xm2veV12tjFpoce0LZXpJjCfkrPeuWcfvz14JuoUe8OVSgRNJ9Ivxs94v/NIM8eyBoTfwIkmbb14LzrCwcK7d8Xqs51o9hZjrJekQbS3G3/pfbHwR1C0qcXVG9+mWQbZqrrpejwXOcJH1vKF/fOCE8Y0fqVn7ExXftlLPEndK0FwS371l+MsgzXwFx/BLX8PXIQI4/9j782DNLuuw77zfV/v3bNjMAtmgBkAg30jFhIQAZKgSIikLInW4kWS5URxOVW2YymWK+VU+S/HUVIVq6I4FVuKRJdkyZIcRRslURtFUgJ3AgSxD4DBLJh9waw9vXd/+f3OfbfnQ3OgUDTAGRB9u9/33rv7u/fcc+4599xzbbrEkHwtaXDaPhxgAff8H/xhzCIyGf2Bj0Yf2zlaiFbKdlg4D2YOdRZuaaVTTb3s3swWcJ0m+7WMoeT6sjwHDt0ocVR0cgPi0A3Do7HzEIo5KmKxtjJNgMdaaS7K7SD9jDiNI/RCt8RCw91uBNaKjZzjjRgWcG3O/Y8SyEpkKsFZen8zv/+vk7f1rHVdmu5i/hLEShQrbBtPceuv/Mqv5CTBdcg72e7i9hXFr9pX7XW1LXr9fDafmmcNu1gdatgluctZizmEJSsgjAFv+cxviuF5cR3RePIfhYoasRurEDeuRCllG9c9jSR6DoI5w8TsPNZSTrAW9+rJMxwbNRpz1yCNgAs7M9GKa6ZQBMHQ93O7j6GBegjjFZDZ1Svi04hJN3PQ+tTcIfYOqiDTiU9+6QUmdhDK41gR/cwT8d23b2LNfCT+n089Gbe940b2F7LEw97H4ydejRUcQv6Om7eQDKtMh44zNmZZu1M7dBbN1/E4c/xgPPE8Ckc7D8Yp8OUqjJPvepnDGFgH3XoITVhEqn/xxDG2bHRjz84DcdPmFTFC3fqQvjz80DtiBdrugzPj8b47tsZ6DJpvgShu5tSPHQ9pNEWpHZKcBgZJllZmfu3X/jOaoo/FXtYA51Aeuo3lizVaa0r4oD1p237ElmJk293h6YKIVrA093gORco9ezhTFE3TffsP5US3H5zfz+BXyzQ171WsoXyleho8sA4L6IUMs254JcsHa44diuueQnRKHTzPV2YIUoA97f44c/WOWPPP/mmMsiUj+uAUqbjbcZyMWxOdUOL8WkrzZpBGCLnVeQOdKqYSLAGciufsgcrD46UCRj8AsYBdvDM/83/E9G/8vzF8mE2hWEwo1mRIaqIkqA4GLT8gSrBRQADDP/A3Y+gerJWsLAcea5nCdSstt9toduCye/NbACkQ/dWU00CPIlG7zm1tEsec8SsrAZBdkzg8fo49j3swJ3cCo8VCA8jcuNnXvr++UwTmfsdt27bl+qN7ASuBvFiqyw7ZX6yS36BfXYvUeMCXsRbyyU9+Mm3Dur9Tovi/YmXKQ4mNp9MIgmuzmr97PVfbpw79+v568b91/kIB35GIg0cnyaKD6kRVFV2BF3RG9cuNlpdZiHQqRGVeCuH005cJNb/wLhlf68ZTaIadmUKkCFzOsMdS7dcJRLRT3KcwWH0WgnkM26JztPFZOKUpTtqYxeDGBEbB+2axb4v/NBvxj3E+44aNEJgJ9B/YiD6DSPbgmQmO61rBCSGr4sjxcbZxsLGdbU7333R13MlRcr/+F0+jjMrGDiY3CpCHOWJrNZPJVeyXHBmAyA9xvijSgbUrB9kWAqdFeAti0Y+ocRRRqPspy8YFGYUy8CbR4D0L8dF61CT1FU5WkI8tNTkzFT/1z/7HGBkbjXd/xwPxDtazN2y4kvGFto24GwKWbaxUyOamlSQ+Gqs4w3F5u3fvYt302TiKYX8nr1rrcRaTeNikxqdvPBascHQqQEGcUfTxuuLEybiBLRhXvvxcrENqOEqbd1hGU1tkhnY4D/Mz9I//aaz+0R+JhVHPnpVuMP2hk51sZ6fZ0bgu+F8plJs/3kjHeHjjt2ukmBNgdH9iAioV94OKZRxlxKJKVgyYtZ3CXuo0+2CG0UYdZYYkcSR6Nq7A7WzDtpBQTtG4M5u2xNh3f1/0v//h6KA91RVIaDgtRgjmTXtliuWfN68FPEnAfaCJfywmO8kB0eAkOyL9Su8VaGYhnYG7C5HLc2ihHjqN2Alu0cFTRKyvrW8dn9VXJC7yl0BKGFXQkbNagbLPIITAcBF8vdd03w73pd+kqFlFJbd5vP/97180kiDy+oVf+IUUs3oOpDZbvbRRK7HsbZ9KSFUAulyc0CIBs0YFd/Crpy/54AuXtyaWMFejFHrIW2oqSi4NcX1aCEOUL4yAxIXdOSbbivu0V9osmJOuct6F1Jra6blvXubnJE9iqi3UbE982VHg/n0m8cTD+owm8SQmGu3OfY+8jyDlSIwIjA5ov5V0I9QH+x8wlzk9ZP1QslLwmGVbG/FldeVZ4leeVGBRo9Nzd0x1CDH87n374xBr+y/seim+8qWvxJXrVsf/9NP/c2zauJnIpkDBETHz6NgFu7xUlX/ysJ1znPFAO9leatCeYjnrpZd2MSF7ifMkOZge7jvpIWVqTs5FEeHJuYpfMJNMEYSaqg4R3o/VnnWc1bp594lYz97EzYd3x5opLOZQd9hI8DzGHQZhmR64P9b+8/8+Rt77HvayjyZeFzvIHAkTaSEoO7nArISx9FDRQeDlDXH065tBGAvwCBhFKEJjISvTN8UjAGVaYuHbWmfHY/I3fyNO/vzPxdBTT8YqRHDNPvhsYNbNbfoEAxucyUWMs4G0/4Mggw+8Pwa2b8/TmpOnziahh02QP4LWsnszWiDNQpWGdiSUJzFUdTzmK32dd4GZQSB4K0l4FeTx/IH9sRPLOSfZv4UCudm81knkGGwVcSdxIIanjvvsnj/X2xSxbtu2LTkkuaRKRERa3y7Ob6pu6XcZ5mU7eTyXR2t5FqMctVtf1G79wAc+kIYFatpUQiHN5bZm61eK6kR7IsQCFaUfC+oX1pq2aJZcKtiVWISpsCC84SExU9QqARRmbcY8IQOiOEv6NgjJiXU6FHIyLr+5Gk5685Qfsd3SZjIheeIPIpHEz+454kGORnwnjrLuqp2UL8jh0eQiEbAC5RvN3bg6N7b7LskVl0kocltb1pdaWH+kYpYyD5d2nuPfzrLMtBpFt0Emhi5Hue72sV/4WPzCL34sRtgasm7Nyli7fmM8/OC74/v+5vcSbwXfL+eFlE3C1Xy235gUrXxs+rvf+DwSnhNwnHv37I4XWes/itEFOea07Zo1p/58u+2QRNX6Z57WnwcmJyNwzWs5B3XD0cOxftfu2PTyoVhPvUfYZqd41fa3TuNYEjpz37ti3b/+1zH6nnc3LWl7ld7WmAi0GCMKpQ2KrVkrXvo2NWR9fYMc/f0mEMZsnNIwfCHOTqZjAYo8dR6/BURsDmZEztHF6Ozkn30yTv0v/1sMP/UsGzwRqwIoJp3lHDZNOzkxcDMqymUJXONqPN19T6xksbgPUUBrxFMbCMvLn6UuK9J4Eu7rxaKVCi9NvPz+dS1Q2lOkpOWMHAe+NM1c/EVC9iN/yFfTZB7AXdagmR2S7pWzp+L5/XvS+PM4GsjaMkkOkrDsHuLbr4l2GKy5kbfpOzkLZ659zMQ3o7zikU83XH8D2zxWQyRHUqnl66r9FvRwnIiYc0ZuY+AqIazPNY4ET6UljTPLUXr4sUdyaZz9x3/8xzOdeXmiiYcoa8NVJR65cCca9cirLOQS/ZTupePp3+qcYksYdcJCXhITvGqsElpS6GcOXq5JGuazmFvCILuThr5pC5tUziitVAFjzuTyxKAs0ZJBvni7+T2P0YOPy/MOSZPntRImXsquaQru5CGu1JK8hP3EZhAVPMTusgiMG6eJxnEfZkH4/Z4dwtqhiN5xI9HWHvUs5zMeO3aSw4zPxt69++KVPbty/+/3ozDz7nc/mPV3W9RnH/0ia/IH4sYbruP4s9Wxcct2ao+DK7b95O0UOjr5KG/UCeIjx5ycMGLX8YnxOC7H+fxzsQ8YOoWSjlHarKnym/VKUanZgtOT2cnvkDCWicIA0r+VU2fiCra5rN/zSmzcuTs2Q1jdjtcBWZjOCYbtNo40Y/g73hn9P/FTMcgELpfSGkVKu0O878RmgXbp0m/FaTmI2mAwwf4qH9kEvQE36SJtb29dApedBQdAA2n14NU/46SEf/9vY9VnPhMrERF1aHFNKeV386NpODtE+3qkAokiuth4ZXQ/8qEYhfXubNrKArhGyAmnAQXpRYD288rUJhtStGu+F5ydar4gcMPsDN7KDOhCrOWnN6gFbGsxCTPXeZQRXsIU14sc9rwfkc1p1jkwFUl4KmbnUCxdBTpJQqvEoSK60mNd9kv2oeywHqWUbdvkIm9Ik2tqbVZbrBKEXlCvxER/XQ2r7+n5Fv+RmE6wXUaCqThV5/d9/OMfz7VJOW6Nm2uqToWeH/iBH8j1SuOYVsPoppWz9OptI5+95FSNW++97VfDa7ranMZZ6mdYjV/jXeo7X0gVgI/EDaXtrNPF6n6xutbvFMSaLDJa+jf5CH2u1dnW51m71Fi+ymdy+zW9E51/9+/+XR6fpjRA8bjLCf/gH/yDePDBByE0UhCJfIHl3rpcrK76gUoTP9K9MQ3hPXPmbOw/uC/2sIboNTE+wQSASQDx3G9czbaBHMuUwfJ4cqKRnCMSMi7vAABAAElEQVSDUkPqI9R/DTsKrt73Ulz9AmuJh4/jD1mW4JPCuO48OM/IfnXTxpj5no/Gtf/DP4/Otu00Uqm549vHSgZ7v+db8Uw7XkrC6MCiV2goDd6K7eZefD5O/Nv/M0b+4BPRRszGmKNzmLMxw7ClnGvZ9wKZs4cJevc8C9XD2Fkd+b6/Ef07rkNwPxLzyOxbnDwtd8LcBA6Vd/Jf3NHRUDy1ISWQvtL30ltcFtq0v57L7o1tATswKV82tf3qyebjIIdX3KKBFuqR8bOpoDMNkUx1/RyEzcycyuSEh0HmTNK+EyZ8mAVBOOhXr0YbFmS/ffv2vOSEJJAVuQP2Gc+4IvSKPPT/dnKJAJtv6n12v+gzzzwTTz75ZIpdPcFE5PyzP/uzKXqtcd1X6Z5SiaeIWlG17Wjbqgnb2441jX69/r3tW9vWuLra3r7XeNWvxr2U99561mfr43P9zlq/Gt777fW53p1kVA1i/XyXo5fwyem7VecsXKFa2BK9Wo4cvmYE1cp2+5Lr6ypcOdnplSTUckxX23Np/dIffCohPoe49DiizcMY9n7h6edQ3MLeMZIbcWIHCzMSQ7ljx+tcR/UYVmwTaaIso3gTVDnAGB3AvOPwzHRcgWLdlv37YuOLu2PFCQwDTM6iO0JbmR6O25NF5M5nWE8c33p9tP6bH4t1f++Ho7PxqjKIpda4tz1hdL7v4q3cgWx+ilYPHojxX/tPcfpjvxxjLCSPzkxCqooYVfNBytMdVvbPvLMQZjUzyFrnWGsa/vCHo//+e1DMWQvh1Fancw5FHgV7SiwT9Wkxp4xN134T+RZtSkJBlB6lY4RUBuJp2b2BLSCizsFmntkbORC0tajQ6Rwzzn3HTsRLx47E4XNnOWtvVkuX9KfpFDkVl+KpTIG3MER/MYeiz5kK0akiBwmhSF2EInfkLFsuUv/qRCYVoejn87eTW4qwL/aNKu2o9eqxYIpUbQMRroYHfuM3fiNFrFoict3Sdvypn/qptExU8xZxy+nYtir5eJmPd53IuCLwmnetR2/bVz/vl4Or32ddKlxUv/od3i/2DWoHn+aEerWHU6MTKZjt8NBDDyVs+iyH+C/+xb9Ay/O5bD8nHcLoRz/60fje7/3ejGd5xr2YM6zWwzj1fWnc2vYSYutjuQe1bQxHd4BDw89QzzxkmAHkARCKldU8n4VzVfvcU4G0Va2yi8yJ1mrAxIk7R9nusfbVs7EF4rppF2vbR46yHWMcKSC1QIrjUFcIuyCO5j7BPsxzd90Ta//xP45RzmSNMfYoyvgw260GzSWgiZ8v/tlLP+8Nf6dNLyHHKCKzY7PRkkTyDFfn78SZOPtbH4/xf/+LseKJx2JghuOmmU24bzEtprNw4FlodqIaZpCyOEe66bXrY/B9D8XQe9/HAZbbosVaE5BDI9M7xKKnaHwRKN3qam6DTD0AQ9qp1XzjzQmIePQpZ1h2b2ILOHroBfsIV8TZTpLacQZk/cqrJ+JlFAAOYoXjDByN2semUA5QnJMkuEb7tPEpNwijM1XyFRno5Bpdh9y+HStM69fnbFtErlUd4+leD7Fk4Fvwx+/R+X2v9yzS7EW8FYmaTsTuPlLXKxXhebcdReYSSvOV0/yX//Jfsva1d/HMybVrOYHhuuviIx/5SHJIlu0lAfUu0ZRz8pIYyPnUOBXB13p7/1Y666HzXtvG76xtaJuoDSxcORmocbZt25bfYlrj/uqv/mo8+uijKco2jVy62yY+9rGPLa5/m/63f/u3c51XTtB2sT1s41qed12tl881zOelrjd+jWc5mh6UWKvRLGd6mKWLKYyXu4anvNRi+sClEql53tUBcGy1YTzEsK6vdlRQApeOADOjKM2toR3WHT0SY3shigf3x6YzryYidxmM2FTN/FwCKUpLZ1aOxOx7HorR/w5rNg+/B0neQBoO8Agwy3diLEVIBUy7wSwugaPdLh1hTPjz420QLo39Jqlig6ckrD07EZN//tmY+Lf/e3S/+KVYwTEw/XAGNmBZPJaEghSJLN1z8+isxx5hOX7mxptj9MOPRP89d0Xnyito4GaRFnbebSTOYTp0WJYNq5iH6pJHK/eHABASRsox/2X3RrdA0+m07yI1owNdP2bU5cBwrCpFsPXPoBf/MiandsPRHEAxwH1ZimMqMRV2EiiAmuJv7xZCIGKoiL4iOrlFEbeiQWfnckmu2Ugge4kkuX5buIpQbQud7161bXqJouH6L02jf3VyHK6Bmc64EghN2IlsRbpynmrH3n333fEzP/Mzi/E8T/MnfuInkmOx/UX+cpQShO+Dc6hlelSXYl7ztq+87EP7y3XQ6oynCNh0VQJgnXpt7BrXNdZTp05lHnWSpBhRxSMnRtW558+6m2/lqiQo9957b4qOLcf8f+d3fic+9alPJVE0jXmpwPSv/tW/yklXJZT/5t/8m5xICF8V1oQz26W2nd94MWdZtR/q89K4fov5vJ7zG/wWv93v0oqUxNl3+6/YjhXvMsq8yAqaCLPBmLF8BmHqc+R2isKNaq5zNVaFVrHBf92RA2y/wOA3G/xHmcQOgJud0iaz58Bl/JqpGq4yGmc2bIzuI++LjRgDb990O0gcYkkUR7xfoSoSibjwa5rl4q2TUd7UH9p6cePOm1rQxTL3o22AJIoSOBqmY6dkZHuIA0If+c4YuGpDHP+/fzHO/9Enou+VAzEMQUsgNQMTkyBZcDqtn4bWInvruadj8uihmHr+fvL4IBZzrok2R8OkNhXEry0BND2zILW+mNc03Ip+zllKLbIqyz9vcAvY8DiJX3WNiFS1bGem9HBKBlS2Wc1m6LsQhV4LMn0Jw837QIYnWBcZZ01jmqzsLUY5OdmP/Lo1CLGNMKITeVTkIkIQoYhQveSCRGrO5F2zEYGJsCsnafqKoOqzd13N3/BKfPX3/XJyS+vje/WzPS7mavjFwpw89DrzqDZdqxKJ62S2u2G1bSQyrk0qVqzEymc5pOosVw71p3/6pxOp2xeWZ59pLk/loNqXcq8/93M/l/lXAmd5xtMIe40nQfD0EvOQWFgvuaef/MmfTKJcCdkXOUT3l3/5l7PcSlCMq9KLcKEzT7/NekvU5Yqtn+G9yk3GcxKgq2ux+fIN/tgO5qHzufZH9av+GaH5Mczvs229JIYHDhxI4myd7Ru/p04icgoqAhbfcVMa41myjrk+pGkdNEhnkId6zuQYio9DmLBbw97jjSx1bdj9cqw5dDRWYud0VAIN8UuCCmlMXAr+VLdjFkbkHIdBz++4M/r+1g/Fuh/D9i8TBbErKyekURfW8SIc8s38yqVKKvX1ulRO8e8lcWVWUJlnq0Dj0DIy0xIsHliwZWaK2auNiGrG77gzTv3Sr8T801+NETqE/iwtx91cgKTCKZB2lPdZzDGd/eM/jvN7d8UAex6H3/WuaF9xJcZ2kXuz8zTTW2qyHJQq55h4oqmTvSfELLs3vwUYkM6SPBMuRQAMmNx3BoGzB/rm5mMtC/b3bNoSN9CHRxFNvYha+iGM0Z+GQE4xkJ3tqrKeHSts4CoiWYpoKkEQWTrr//znP58IQ25DJLdt27ZE4hJNxVte1b1enhV51Xhvx3uveLR+v8hY58RDgqcTcUsoReSm0dX2sw9++Id/OMWVxnE9zDbXvzeeYfafYRJT7xI0lVhqf3uXiElEJVwSYQmhnGdvP5qv4nW5wzo5cm3a+CrC1LimlThLfCs3m5Va8mP8SoCWBH1Dr7U8I9d20W/ps/WxHbyEY799LyLtY6wbSvxtD2HddLWdawXEs1qrKRyio4x+wlqNq4gDIkfKGyJ/ieIV2ETd+sq+WMPpF6tPnYhhNFbH2GuhYXd5DBcrcuuGuBu8OU/6WbIch0OefvcDseof/pNY8f7vxEQP3D9xkvGQKBo9JXgukfmtEkrqlcg5kXGt7rf8fsm2azgzoDlpCDvFGRLNxaMbLRLL0eB2kg3l0GpxOvXkZ78U537x/4rOZz4ZIxxmyeYMwpSHF4LacqbDVGQWLFnGI6aMiDPJoOh/17tj+J0PRv/t2BDkBGptHcpdpBYPsyRFc/OsNGd5IGJrlUja+7J7U1vAhfxs79r3cvJ4OKs1wNMIVEnPjdAQPwfiFP6HIZC72Dx8kPtptOkm6X+NHZuWf8c21wWEsvQjDBNxe/cS0ejkAkTE27dvTwKpkW+5EgmkYSIZ49a0vflW5NXr93Z7ru3Z2z61XQyrz7VdettyaVhvHMNqeu+66udz9ZMY1Gf9zd949dJPomr9anrvr+dqXkvjLK238Wp+5rU0/uvl/3r+vfnVvOT8JHhOLuoasNIPNVsVV/tdukoQfa7197k6ca1fDNZLSWqnBTZFcqP2qOcwrmdz/iYI7pZ9B2MUzeS+XbtjA8pwikxFyI5FRa5MSRPXSsvMDzqKMmRfnL1ma8x/z3fHxn/430bfDTej1er2K+KyZKZyj3jbPMTg1sXlkxb7HzMX+yInubW239o7bX0J1xjpkCSKNI7OWYJkSVdmDzzwasOLFIsRWRb70aY68x//Q8z81m/FCGrBo3AMzjSMm4iTVs4Nt2ZCs5uj5UwwtZnfvIUDkO+Pvocfiv7tm6OFRlSX88raUlY6wg7S0Gdax3Dc/RWDhdBl9wa1QEFxpZ8KVWt8vDXrHzn6ZAtFiNkvTKSY3EzzfhJ7li9DIA9z0OkZ1iGPYSvSyZGngOQeL7LRFJh0tteJbHqRRn3WvyIYiaFrQ4oB5SrkJOR+RuAmhiGWlfs0X9O93V1vG/YSpPpseG87+S6Bqq6m732v/WS8StBqeM3LdDWv+twbx3iVkFX/Wiffaz76VVf9fDfP+l7vNW6dANQ49V7j1fy+0bvpdab3uawXTib3e/z4iVwG2MdGf0/IkKOunPfSdqzpc2K5BPjnyFtwbc+zZiyR4nmofzDW0MabwMXXoRm+8pmdMfyVL8Uoa4pttlTJeKioExAwId26yXE6EV1gvC0QNs64mL7zrhj5+/9VjHGwcHsNOwT4E7em1gDj2Wct1rqdDvSe0jrxv4JCM5ZYirOt06VwtNulI4zOa/zupF/yALQ3TUM7OYvI15xFeEaj2ooZli3F2gWs/Pgf/0lM/8LPRxvrHoOITYdI5CxkgRmJCWcyPzoDwqu2VZnbYByY06Snrrslxj7wQAx9xz3RhRtot4aLRqraVKpEZZlyKKVnLLvUrtyzgvgsuhJt8fU1D00e6ee0atl9fQuICGjDXCvmbrvnoJH9y6lkSTJvv/CXYSawOZmJOoJm4SrPM8s95h494OE4KuPn4SKnENfNOPoakY0F1e7q7Y0ErfQQ1oxFfYS7hL0mJjf38mlIQKWK7duv5ZQGlEggkEMghD7qIkf5dne9iL22hX4VUVe/+u69l2jV9DWN8Wsc7zVdjdfr1xtWCdbFyqtpl4b5bphXL+dZ45v/xVwtt4a9Xrwa/np3rTnNu74H3FbO8Bgc4QG0Po9jPUZx6dSUG5iohzCtRilwKYbzKk/mfuHdt4xfHggRG7JEQfQhCNUoMLtyxQjnPQ7HjafPxSh7Ghc+97kYQKFqzA38lJGcYSOJW4AtlHRZhqJRS5rqw27PVVdH54F3xeA/+UcxfPc9HJHFEgRlzLt0RYFpoKOpdrKWZuH4RjboL7s8+S1fwZdBSC+No+8uHWH8+k+2aWypbMvmiRcaNJuOljJUE0/pmNnNsm/myK//52j95idizZ6XYmBqPA/yNNEsMx8JqvsedTZ05gVgzwn4o6tj8t67YvCDD8fADTdFZxUndvRjjFpzdXRU0jC5FQct4lknkpLsmh8jhwzpxNq5Rq11s6z6BYmQfTfwNRH0XHZ/jRYoQ7DASElW+mAxC7lC3Axn8p1C1LQfZZ1dx4/ECc5+8zzIaWe87m1VSkHHeSKI23cKYpFgUoL9mh1JXjmFJappCMvcyUMu1H2Xmp4b4FSC9XCRm7ZsjpVjHGALZzkIolE5wzUqkXMvkkwIaGBSf8urd+vuey9C701r+LK7PFtgaT9ay95+7e3HGtc42v6dwXbw/Cz7HRGRnj5zjvXBMyExlAgeZb1weoLj2tyyBgyysxD4YIMDeEU90AKVHvrrUVZzSVxyrT01+AubMafCIXsKnXwIyW24kUHyWMXRUpuY1F0NHF8jcnzyqWh/8s+izRmNrusPJMCbwpEBwYaIOTXl0Dd4B8YP8DvFZHVh5Yo4d/MdEf/1P4qr/saDMbVpgzFicA59DlLPgVPJHWMAMhs8OJl9jctR0XzLhYAymi+8f6ue6KvLiTC+zmfbojTZfGO2xlmHIlM2XtBfgAZs/unPfSGmfv4Xo+9LX4qBU2wu9YgTZyISNpwciB0yl9xH06ls7xinu1rrN0T7HXdF33sfiuEbdqC9uhoFHbueMGZuwaGZgqPItKV8nbPUMjPyTIPC5q+Ir/Zi6eMs13rryuZ0QaXUpwlcvr2ZLcDgc8XiJMoXx1BEOIzZueOIWk9x4vh5NJen1G5mYKezm+ozfZZbR/CrvSW9LXssS3RTmUTlBWfts+bF3wgHzF6RWxFGYyPmrrZctSXXJle5xt3PdpBBjhcCQVnWPGl6iabI8mKuF6FeLHzZ79K3QO07+6qX6FmzpWG+u8UjlWZYBpo4dx7bpEc5wcI9o4fjJPjM9cNJzih0KaDDwb/zEKl24iHNnAuVytvk1Qr8it8kPR7km6QPLUIZiC4/4kl/B5jWD7JcNAYXt350ZVzFtYVzJtewLa7v5Rdj6k/+NBae+FoMTPIOrnOTfR/5Zf2BcUudUwcDKY7boUR5UygyntvAqR0feSTW/cjfiwEMgXcHqAntoHGVTtFmzG0Zjpi0omOdF5kFMr0MnXTxkinffMPtkQiD2UrO3ul2Ok3tKYFiAWJZ5NZ0/U5OkcZKx/Qn/ixWYWZpiHUnhVqCTgEc44vI8JGmQiQNg7mIc2xznNm8KVZ8x3s47/Ge6Nt+XSysWpEzM4UG5pLrj5RaQMS8AEapLQGVi+Ut8+TWYFV8KAQYS9fcysvy75vWAmm1Kicr9B7IoIsywAxwdG56Mg5BIA+ePRkHMFl1bgaVciY/9m2ak3PAchUaVfq99FkRGF3o3KbqdK8EUUP3EknXWUra4tcH4li9EmPOwNYakNAGOMs1rLkMjSB2ZfIlV6m4TgLppauItd6bkpZvl3kLJAGhjr3EUQ7NNdFFQogyi1qyapCqMOOG+zOYUTsFTIqT5uD6JIbCoPeyL1c8g1eXyTqAyjQMnOcanzApmiEe0ovyLPEhPnCYoEwsxaDDQ32xBljcBixexbUFQygjLDfMvbAzzn/5izHz2Jdj5dHjeRSWBtTJhSUuIZ9KJZcI3iPfKl1Z4HmCU46m7sQowQ/+7Vj9gz8YXexWs2ORdMSVIFpnJW3kYv11CeGixOa9+F5+v28RwmjDOYsXEAQDXGI+AchOtA8IkdBNno/zf/6ZOPPLvxQdOnsYK/Ejky4uG6d0UHaULAAYTDBzc7/zL2mcMWeu2xGj978r+t/5zmhdvS06Y4pXS5Hm0lHtirh2dpqaIw/9rIc0Ox0vltf4Zvz013PZvekt4LxZZRv7VG3nbPYUh8KpgSCmQEDHMFh+kINXT5+fjLOIWk8yU3aNkrNpQUil5xzgSiicgJmJsKOzr9Ph1wL5GSgKkAAXdGXBmYS88CGO0LZibDhGEV2tWoOdy1Uq9FyZ+yYVudaDlyWUrlOq7i+S9Vp2l38LSAQlgK4NVkKoYozbJtQeVSwqQXTdUH/vug6Sq+zi2s8ilvzHAhcwJEpJeEsw4DQZ4KlKL9zq4DUPjBoMm4OYcyH6gf0VwM8aJBhrV6yM9euuiA1MzDYyg2+dOB7zbOmY/eznYvyLX44B3j0sGHPSCWs5uSsVoOyCH62B+XsiycTYaJzfehUKjA9zmPDfj4F70dPAgIpnVFrPAfGqQ0LCTuXFrfpX4an5VDTJ42Xp3hKE0YbVZcPS6EV7tSjoiPikcZodEkBEgYo15w4fiDO/+/GY+b3fjdYTX40xAHMQwHVpVza/HlKaiIeuy84iL8+NnKXbZhE3zG3fHt33vjtW3Iulio0bWJNkdyQLzJaVXU0+gCjEUMJoDUWm/FEhYVtg8N6h3FQwspBl9y1pAW2nOulJl+1eGx8/4MNBC5uXneROydOIrY6yJ/IgYqzDaPqdQblhAiQ353oi4TlxTiQk/JCM5AVVUAKISgl97f9i8aOIVoVH/9MJo87kgZuEDYBDXKjWqwo9Ekb3TXrXMozar3KUEkjjeJerlHAuE8umTS/BrXKBcoISwaokI6HTVJzWZSSAbp1wY71E0C0W2e8SDTsd5708Cw0FziREviXcNDCVQAqszPexfkjSlE6JB4kr/gEisAjWjTEo2zDbiNYCS5tXrYlNHES8gbXDUWDI/cFdCPTcvj1x/nN/GbNf+WL0v3IIxRtOxMiys0JWA3xacKwoTW3VroXyP8kSwDlsUPdj67Xzd34oVn3wAzANK3I8Kb7N78k65wek5IPkiW/LNxWCKM5eHBM8Xo6Ob7n8RakNGUoNqoQaGlu/Mk+3jZG/55uk03VAbl5wAnPPPheHf+M/Rf9ffDr6d78cowDrAAnzXC+AychyjLpURuUuwvOaJHgajcPOtu3ReejBGL7tluhDwYJTQFHnKkaoBc4Up5IX1aJiQJAzJfIt5o6sH2CjeME68bbsvgUt0ExUcjZFk4tGqiuz7dIP2fPZZQV2pumncxDFo9hm3c9JA0cxJHEaKcQsy8pzrK3MQXDnkrCSW87I6F0yyUeQTBVhWZr4r0BWKbmnRCpU3oQHRXAiW69K+CoxlEi6MV2FnrpBXT8JpnspJZLejV9FsiKopa5XzGdYr5j2YmHGMZ8ab2kcw3ud4TVu9a/16E1bn2ucmmZpWTXt0ng1vv69edX4vX41bQ3rTbPUz/eat3cv+0OCVkWhPnu5Nli5QDlBTazJDcolVmLps3n2ishrfb7+XqZwFEmj+wNO4SXxiZF5zvrRrSpp48E7k3yWCEbg1FYzaVrDtXHtilgPrKxfsSpGsEHab14Y+F6gjvN79sbEV78aXTRNFw4djGEW3wcooEzy1deQu3OCx0W+lin0CtcTmOicQvw6t+OGmP3e745Nf/dvR2f7tmZEWSnysbLCtMlMbh3Ng/zSmadwabiOx8vZ0d6XP2F04dgWzT2KDbjU9i2NWzi+okjRgJMzcztKJMasbfyxL8XJX/v1GP30Z2Lk2OHoADBycZqgm7G/oFrK5tM2oJk3fWjyeQjd+cGhGLj+esQG90X73ndE/yb2QK5YE10UKuZBlt3ONISbWZPshNUFUrJ4XvEU/S0TxtJZ35pfGt/2TzixD4Qffps5UOlfPHJSxN31lIQX4UvOkLWRadKcRgniBFzkSTQGj3Je3dnxc2mKbhKliTyBIPMukyN72dm8MOT8P2GAMpVQ6PwtT9yzYun9uj8iWRGiCNq7BFCRq9ylolbvXnKZEk2Jpe/GW0o4K4K+GLcpEq7Ocnrfe/3rs/feOKbpdTVsqX9NdzH/pWHmUePV/HrL6H02Xm2jXv+LPdc8je9lG3v5LDGrhE/iJwcox+dd4udzKswQJheogoyu5tn73OuXkf7Knwvt51MhKjyAk9JmaQO7fehVuJY92N+KVcODsQ6N0q1o0m9YtTbWjLKndtDJHTBjfwKv8+dOxezLu+AOH4vpLz8e3X0HYiUSsT7wFZUGFoVRLvwkw/OKWSFk4kTpmRtCFijnzI7tEQ9/INZ//w/GwDvfBUVFWGscw7msceqeIkZpmEvyhqgaw0heiZb5OgeljvSXs6P/Ln/C6OnThdrY/Hb+BVea15bHCRB0tG3vzMqTOOxwxV5ylPOv7I/zv/eHMf6Hvx9DTzwRQ6wvqb2ai9x0pYix5Ke9HcGzdLx9KoFU3j8FYlrYcS0KOvfGwN33RWfztghssLqJsphEMgcJJLcib6NwXgTAzLyUQOiyexNbwLUN5yhJgJqmT3F2T5l4E4G+yQe7x75prrwBazmgMTXGjNetHqeROBzhxI8jZ0GUIMxzIKDzwNA0mGSa/V79qsUDLKmYRV5mrVp9RZSF+JZSFgu2HhdxpuklCj73XibpJXg+SxC10COhlEj6rL1RCWovUTVv41cus/e5+pm/8erl+zfirOPSuptOv6Wufl+N/43EMQ/TWeea3nu9JHI+S+Tqs8SvvuunAowEz3s1nebddwmgYlAJZU3v3auWaT19fmOcEib6kjqLcSRO4h90ZpJIDSCd8lrN8s5apFXrkBhsYR+t78NsuUh+E9jL4/sW2LF74nTM7d0Tk08+HlNf+XJ03IvIqe7usRUgLcW1yKRqzUxRxRrxplhP1DXDRv9TSCm6990XG37sRxCfPhAt1sQVvDaDIuNrF8X1fA4qIzHkkHzLameZiDpBNL+yqYQ4vokXGROXs6N/3wqE0fUanDN5O8BHrtLkdoCgQUPbAwCVKsrGS4DJhL7JVfICdZt+4eWY+q3fiYk//qMYfOHZGEGFv1/FDBQt5A5ZgUSEUOJn9y4iOjtd7UVmUyCaOZR0htnmMXj7nTG//doYGAM8RodITTw6H9u75ElNBULrxGPZmI7/sntTW8CZa3U+2gXpJYzoFsclAQ5UXUYQNRTEDvag/wyvYUIQgx8EMwnSHGfLxxkUdo6DSE+hAX0KxDrOfrRJ1p1AyTmREhaEmoSjLCChMn1Lxlny4k9FvBXhLwa8zoMIWlfjV0Re/fSXu6zKPPUuV+m6pcTSu/71ud7NW38JpXfTVI7TsHpZRiUStT699/psnXrT1Dp7r8/G8Rt01d80EnjX8uTYalglXFXZxXQSQDk5/SRy3utzboHAr3KJ5mWYBNK0fp9lWp7fo1/tj6XfUOtb42elvsmfFDABEeo/wAxC7BCRIhpfzSRnFXtkr+DQ7TVIBcbYtqFCzXCHMy5l6Zj9i7bkzhZQHps7cTKwGh6zX/hSjD/+eAwcPBIjWrUhzwJ1Qhy4EPmo+hhpbJ98VCxzBEgjZ2iD8TVXxNxdd0ffRz4UKz76PTF0zTaKg6v2PEZqmQppfqvDg0QOD/FvcqoOtCR8lkW48RpXsLe+Oip+GTv6+/InjEWQWlpRNKC4Kps8O8UXOgWilkBKp4uKRGqly3jkVb8kjBkdjs79Q1/6fEz85m/G8F8+CkAdjjYq064/Shqd+ZjQGb5riIpp7XiBx5ncLAClZZ05oe6a6+Pcve+N9bdeH/3XbY25KzB2DFD3QwmNLwC5MdYZWV+Dsa2G35LOl3SLPk3gYgCh9bknTpNq+XaRFqgjsqF5JUZtw+aNpqwc3GtycMyanv5edHakTZ8THTJ1xitsMMBz2kVcT0M/NDsVh7lPIGo7y9rkOc6sm+J4HblNp3epfk9GwlRvTzqNc7tHq5lJF4Rr5ROaSzUoo9YoEbUZWEfuGb83x8w8I2RYReAi+95vNp8U1zXEoMbrAORVJCvhlBN1HbMSyg6Eo9MQSmvVh2KG8XUSE5+zCvx20ALWbJjOvHR+5xwTizm0IRdAuhKr+g0jcLrnPbWBu2t3I3BJt916axzjeT/mII33Kuu/ErVZuMJZ7oo2NdcnUX/pxRfxZxHNpqHcedvNdupxtrdh+leiTsP0xCA5k6JqRjANbdt2fkcSzSLmNlvz0pXfmoVvBQgv5Co+wdtEth95gYkww4ZyVR/GIoYGYj0GIuQKJYob4fpX0F5t4EdIm0fDz1xbKC+4ZKOm89zM+WifPBaTL70ck489EZ2nd0b74F62XcylxCwP/CWV1Rb1FOWv0i5WT5w2h3LFLP03DwHuu+HGmPjAh2LlD31/DNx4fdZTmFfBUNAXFyu3y6OqrI0Ze8+P5EdcCQb1y5P0lSbIKFn5ErGk4fdydfTz5U8Ys82bFrQbiuv1xUeqo7sQIbugvpbY/uLjjcuJTRu7muOPfTlO/N4fRD/bPMZQ0BlAjJKdn7GRmzOjKh3NvIsHUVqxM+i6JMCJ3xSA1b+Os+JuuSla77w/+m+4LvquVJOVo648C4s0qdYPQkhCmxUQeAhzoOiyXoSLc0tBBcSa+mYcANH10IJWS33Sf/nnzWkBASi7p+mjLKVCVW+R+IkkELnOibCAmInpmTg1fj5ehZs85jFZc9Mo8mD8WWQO3MzS713l8zhBwMsscrkgs+MHp6hKhFrW0Jv4DaCX9Xf5gYqeiU9GSYhIXiaH/JqMzAGdRKrmm0PGInwoBcfoGGuUrJvPMnGcREvXZBIPiUT+AesZ1XTpRzh/LkdU4mdhbbjMUiO+JmGeshkjGmN3vW7NWtbnyfzQgQNk1JSBh5zhBx75QDz15JPxLk7D+eM//pN4x113Yn7vqjgBYXTT+wzc+mNffsylsTTH14eYUUJ6/7vuz5Mw/uIzn4E47iwVJW8XRnjhLxvB4kqd8bfdqtP0ZG1rbYtm9PJDFNPzR/QktPrwYuokurShEw6VVer2ILbx0y4SQ/sHbhBOUGLYz8sIospVoytiDN2FDZw4sRFtz2FEoxLJYUWeSiqYTGUjZbWpvUSH55xAnT0X8wf2x9SzT0f7K1+J7ku7oo0fp0SxXaPsabT3c98htbSPrAQ55hdJMCV003znFCLSqRt3xOwjH4wt3//90X/jrbmOeOHTs4dJWZzfXHIpT8X3tb9Z5RrN++tHfW3Cy+RNulimeZdJhS5WjYu36RLfJa/m0+tVnhuf5DSdwfPORuuxB98bY7fcHhMPvz/O/ubvxPQXPh/Dhw9Ehxn/IACq+FOAT6j0Ab8+INTOF1AH8RpAxj977EhMnWSP0DOcBXnNthh6gH2QN90Ug1ddFe0xuMg2h7QwE2+DOAUsB2KOGF91lkHd8pbqZzylhpiBDi2cXAXJjGMezUO+Lf+8CS1gJ6crLV7fvv5OxMRamubSYkhZ71s7PBrbeFb0OoUhgTOI+c6dn4iziPFeBb7GeZ5G3DVBmOEz9O+Cmq/CB3Ah8rXnnbGnlZ2mPrxl3xfUnJCAj3Us8GqwTkRcto/wknAm51EAzrRGc71J5N7HBO72229mqwiiNLi4L6DBKLfWD8fXgai5DUGOLI0TgLzVyDyNlGUQ7saSpyCmFif3KGGRo9PKjwRxChGmRPoWNLu/AiLfds3VKZbdu/flJJxDQ9jplONje8HmzVey8X0zBHAKI+0Dcevtt8Tn2HMnh/nAAw/AtQ4hLkVb+Mx4nqc4PDQYBw8cxJpjEQ2PQNwvaJ2rEFVaprRJ0zBW2AZpXn0zVhoP8SOqf/PsqxMTu9jtDIan6DBT+eqglHjZ3BBAOq0P+8ujrAGOwg2uhOCtZJllEKq4Fk33lRDEVaOs/Q4NRz9cc5IuOVIK6KICrchTso0HJdvb3NGW7tLmcwcPYKHmqzGFlukc64fDtO0wVM5JdiGe9q+Ej3SJ65wo5QdwLzr8M/hPrVwXZ7ddE4MffF+s++j3xfAdd2oI2IiUTm8RtxzJB6RkexG06L7OYzHEh8XQxYfXBL8lXi57wvhGt2Ieb0WmuYXCwSEAwu2NfPgjMYhsfeZzn40zf/T7aHJ9Mdaw12dQAwFJIAVPgJfOtr8VK/gwx2gQLJGTxjC+XSxKzLKP6dzLO2MWc0nr7uU0j1tuje4WNsWCdFogErAB+ZAmjwExI/PmD07RsbAIT45E4y36JJrkvSA3Uy67y6cFEjHaRU5+Ej9hmYmFoDGARlNcV4DUY/Xa1ISeIc40BgXOgtjOwPGcgRs6o01XCMw5OSMIgdtH3Aa+APLUifiEheRKeBRm0kE4q6tLphkkbApMRuNZ+FKsryuIHeg3H+K0QeBa6hk/fzbuufveeGXf3rgfLcQpON8BRHp79u6BeF3JPsuxmMFvHPHl5z/3+dh69VaUQwbiwKED+E/H9WhvL8AVa95sA2dbdsj3ANzNIbYJzLiexzcnouZb8nOo3M033xh3sV5v+NjIKgjpbDz66OeTc1XcKmE+P85eU46a03LQ/v0HY+3KtXEeg9djm0bj+h07woOGr7xifTz99DNwdXwQH27+clGlAbw3TVHbjWilNYiO1qecr5OEbLOMLMmiI/HTUINNaZ4qykhkXEkZgAq6vDME5zo8gOYwItExJhQrB9AYHhmLKyDUY7RfPw0tUfVYvDSNZp9i5J5CyR/e1TqTT86FiZPlsmYdfPc09lP74Aonnnwipph4Dx0+GCNTnGVJHTQqIRGTmJmBXKrnIUoYOx6WiLPu9vsM7TiNjegpjoTqe/iRuPK7PxyD990ZbWyd2maFEPKdxHWi4Pqj2K1MzzKrt83P244w5oBhEBQtMIBRoAIoBK7WVZtjGPn64Ic+EFMvvBDTn/pUnGExO776eAwdOQIHWUHEQVcQjWAjQErDyCwH1QADbO04M7wze2J+176YWL0iZjZcEf033R4jN90Q3WuuiYGrtnDsFTO0XEE3DwZK5pE/mWcOmgT4JsgIRs2IIpYLCFHfZXeJW8CuK4DQ9BOdlVpYzuCFMekl3BlwpH7fGFzaun7OBsW8lohI83QSTM3TyYGNw3Wd4+T0CYxIn5cYYdJuiiN/JuUwCdPMnXsrMw3PKdYj3wqlwnQ6kGRu3DZEc124CjsSSDUhRwdXxNbN10B8jrDm12XdS6WcwfhzlhhWr1kd973zvtTUfObpZ/Pg3x/5kR9FZLkr1rI2tf7K9Xma/bPPPxf33nNf/OVf/mW87+GHsxzX8G6++eb4lV/9j3ENHMpLL73IeKMNqFOiXwjLrbfeEjuf3xkv7doVf/vv/Aj3l+PEMYngapQt22jWrorjJ9gvyDWKjc8zEIprtlwTV129Jc4jqh5dMZqKOWNsOL/tttuwhf10rsE5TiCrWY8LPxK6+iYx0VGTZvkiA5UK0XZ91M3VUjnfAddUIfKrOX5JA9xjLJOMohwziv3bEbYwDDOpGIY49pNmkGdPrki2P/NnbFOUfa8M2KCcTGfJcIiIgdrsSczZNiLUNvaepyF+XcxcztAuE0xSRg4fjr7xs7HGiTw5Ka5eFHHDAdKJmTx1MCggSSVtrER2mgmZxDA4cm/kve+JUazVDN94c3Qh2EKIRBVamKAr7CTx56fJkRhvP/f2I4x0t+KjYimHQcMgFRJAWwkkLi8vsDdo4J0PxPCOm2LqvQ/HzBc+hwmlR2PqqWeiH0WdQdT0NS0uADmz48YsUBBz9ic3yp1XAUvD421Oeejnmtl3KKYe/2rMbIUA33FbDOy4LlpbtkSHTbmt4RHiOlMUiZb6ZGbkbx3NveRvaTiJYvEs78u/l7wFFrtDggRyTQCRINpd/glr4rXqEvYKYhKW+mFB+iEkoGRYEUmnkzYUVRDVT8NhTAB304g5vcZnpuAqJaBoVrJ+OQF3oSLKFJgwuU3iTsG5eZKMij+KR53MCZvWxVKdxflsVSVUik49PsutDYou5aAkehpBn2Z9VKUZD3CWi5RrVEFGbvLM6bNpD1YR6hFsgD719NPx7gcfhLPbh8j1DCJYYNtVGyeTlkk8ayB7pJmxacSHq+EEr2SLQD87z9tiaUS+M3zXHMfIzcBl9tE2c3NTNEsnboLD7HL0Q2eoP6bPzWLLA9EqW2hefPH5GIJQtdni5akVjhttf9ovyQlKAHjL7PG3vm3uipyH0focUMEI4jbKN8kBDkEQhyR49IVrgBLIMS77aJg9fikqpgySk28pz56G/fLraOIGIrw5pvn+9NE/24F3KiOO6E5gmQbCv7B7X8yiTDP7wkvRj+m21qmjsQLlJK3bCDqWJTYQ7/hcehC/9E9fJj98N1UYh3hPI6kaue+BGHnwPTH4IKLo668B0FjWsX60UzIE1ov01jHr72PmLHkw4O3n3naEUSl7LtSxTC04VxGGUOfMWXFVgoLAsnJNDL7rgRhEFDr33vfHxBe+GF1ENueR8U/seTnGEGf0C+CCqpDpGqHQy6AUxFITDMB3FieX4Lrl3L7xGDy4Lw34zm/ZFDPXIue/ent0rt4Ww+sxHIC4KkZYt7Eu7k8yT3NLyOXujD/FqwIropZld9m0gKirwE7TX9xEjuKbXJvilW4t/emzNS/0Kec5+iRCElESlIiPH/W3+uFYVgw7XNMqK8QM5EdaT+mQw0sNTQjaDO+uaU6wv1Kx7JT7LIFHjRLMoewzj+F0iaQWfDROMQfSnYYDnQcxP/P4F+GK+uOrGME4xZqiBOAaEKuE8nlEeDfB2W3Evqt2NZ99+muxgjX6rayhn2TtK2Gej5vFeMYshOzgwf2phSpBOn78WHKbjq0F6qqf7eD3+vz8c88nx7kZ5ZyDBw4k9yfMqwT0yt49yZltwhD7MaQ2X32cDetskzl0YB+H7DbWZhBHz2CO7fFHP5vc2iitqJF2tWdbELw+uLE+CGAf7wMQtqoNmhqhKBsNwvGNED6ESFjiqBk1v93vVHnIPYCmUXy6kIv89I7jnfFpf8uwLTr9cWnYAVywuEWLJGUI2+FGyM6LLgdsT+1HDM0kYnbP7ujn6h45Fv1s/0m7o1lAYqrMN3GNGdGABiUM8SCMiWcmqPcU4u7+7ddG537OnEXXYfRd98XA1deAV0YyhQJS1ZKchud3+M5/co4lR8INFZmV6ubD2+jnbUcY7VvA4YIrMMG7DyI2ZpUJ6OU9j4xC1DVw990xwN7Fufe9D/NKj8UkCgHnv/il6EOFvMNeNsWnbQkZAyzXgkiekk7uify4aWIaSUvaLlxgo/jMqRPRt/MFVKWviNkrIZKs1wzdflv0ebExu8WslFFJSmvMnNQxZbV8LRiWh2V3ObVAM60SmugoroSlps/wWPRvgo2W3ct8bdEJI+kNGmywrqJ//omLBIJAEW4OXjipBCo4m3SJvAvnILcotzkLEZyFK5OYqjU7D6GbTX+1qovYdhoi0z2PtiPUdpwJ3wbWnYYU7bI1Qtufp+EEh2+9OY7ufyWOoADyKvvmFLGugzjKnR09cjjmzpyKE6+0YjVE/IWvPRHXX3d9iIon4W7HGB97IYBdRJ9nDx1KUeAqiJDfeWT3y1hqOZv120eZw+TXNzDM2mI79jz1LAwOk1giTqG8dBoi2M+YWEu68b2vMGnoQND64taNmzg/kHU1Jo1DGyBw+Jm+n8E8yPMABFDCmGt8ZCaxU1PUS8Ujucg6AXV8tSSADZErRkbwdPwZUX8rjnNCXLmu4pG/BDgBl+NXKtUQGDN2bZHTXeYOHkREuj8G2GIxu3dPdMEHHbSXBxCVOylOPFFhJznPC5BlNvzjJNbszeZlqj0QLQyFT954Q7A4HIP3vjOGWSNub8GMJVx2cX4T+7WpF9P0JHvlMyxIP1uA3/xu7hc+s0n/9rmxxJDD7W3zxYWXKyKVCl4SHQHD91SHFuwS+J01AUyMiJw9JeEEeJixzh86EtNohs0+hrr0o5+JhV37o59jZAYQ/TjTdHtGzhqBLjfTKjySWxUE9U9QFbodWIROg+1mBjEUjcHyuPGm6OeE+IVrt8XgZkStDHpsPsEsOhDIG8SWAEx9lt3l0wIFdQlHBZou1KzBcBc8CugRtSC4CwGZWvDTSwxYsaBYSlcTJPIqXoY4gStRjSBSAzaAwXQg/0yXmE5Y9k8vCCgPKmcYM7MGHczA1amosQ5D5scOH8ESzDmyWogt27fHSbZNnAbO3eNn/GEUTBbkOhHjGkc3hRKOWHWYNTjjTKNkMj3rCQ5l/6LrY7l53sJxat+6n1HRJgxeruVZN7nkBQh1rknKtXH52RLDQeKaRxI24knoUiOW/Mpotg0YL22OBeCeGrp8W/YR92zN8vFZV+ublTWx/hnB2jWuvjd1Lr7Vk7bIRxM3DjzAhk7mr+SlXBNlpQUmFxO790Tfnl0x9/KumNFu6XEscCEGFz84ts3HJNa05lZoMd9D1hKt1FslcJ6I83C5c1dujul3vAOTlUze778vhuDs+9gC0kXbd3HvIj1ccpAwkta8uJSb5STbMq1AEyvbgnYqher/9nHAzeW/j/GN7o6KogQ2QFBIyyIEQ0GnrH4AlgCgIR3FWkKrgMjgcUgpskjRmGKsI0dj9muqTz8VE59+NDovvhArEY/0s0YjYBs/FR3Igvk65RXgM3PXOvNOPDXJdA4KLVB0Mf00wyHK/axBtnZczxmR21KzdWjd2mgjanWdJm2zZrKSNjNY/rl0LZDdQP/axbjy+vV903R1idPEzRd+aljiJMOEvXTmw5Wv1a8JMTJEIllKo2S6Ji63TJOInxfzW0zePHDLYhrORMmJyTzLL4/MMqsGbk2Rc+kmaY4TCGvCOXG0kmJ1oESLRM2BYBrD0gQjBLSs7zlCyIiPFmlLwMpaHd44uTsJhB+02C4GNI1TxpaF6YhjJMOyAsXPfb9J9fOnjGmr3lR/8SnL8Sv8BpLk93InsxInn33vcYuZ1EC/hW8ij2D8zyBJmjlxPDpq7L70UrT3s/dwzysxjJi6zZqtk2PIVH6b35+VIiufy/TFrKwz9cK/EdSTohuTbE8Z37w1OrffEaPvfW+0UawZuH57dNato8p+AzmQpWJT09k25pTlkFdOhMi74MFSdH4ZaUpb5APxcfmToW+LH9qc5nI61ricgSRUVJ9yt10qQXltyF/1ZifYsc4C7Q6L8SqD7ptpaweXgLLUvZ7/0nj1ffGDGaBp3YKAIrEvMcpYYjaNGMvTrP14Z1MJTERRepXgmsDH9zBjbrPGce5JtOGeRUGHvZBnn3uOgYBaNcoH/YiHVKXIWVrOyqgB/35J7jfiLqF1dikAJyEmgvu/5xEjzSJWXWD9ZQFR6+j27TG4dWt0MWQeGzZFBy6TqTQ56MjRj8sm8kHHPbs4PQkzTvOckY1XL/yb9tWnxroQrq+uSuDre/HNbHpSLWKzJvjtfettqwste7E26e2eRGSLkXrzKL1ic4s003nP/itoNdNaFP6ZZxOv5GlC/PEro7MEZl4SsoTF5i7Am0fp4CzqQr0sAJflGqlBq7yXHEtQ+uLh+K3jtfee32E+jrVMWSqXuWdeNbemvnzQYh2s9GIw3y69JdxvLgfu+s7VVLU2mJPh6pWHmItf8DNu3c6ymDAjwqEhqk1C4ww2G4/xz/DLr0VkPI/GLNYIogUBPP/KgTh/AI1SRMddrgHWX1soTOXEGs1WxeFOlv1e28UsM2/rSo4q4TkBpjOIxcVa6cS6NdF//XUxfOfdMfmOe2Pozjti6GbEpyhC+THZFH44zptEVG5Zn/TNvP3xKm3UhJRmscwMXWzdkg6/t4ujL0DD89jgUJmDVjzyKtpd5yYQ2dkZgki2Ig1zgSh8I41DP5R2Z4a4YnQwrtqA1mWSFYCWfOmqHEfCr84BstQJKLqlYfV90ZRTE8f4daBlwh5/32u6Gq/G8a6f84Mss7kb31oJqHUPE9SrfJctwqPiHzcTW/0OACVQBmLWuVf2xqsoKwRarC3WIlsvvBgd9jeOoimo6zMufzpIat7N0JbRAEAdlMYQuCXIHqA7xzpSGw3BNpqB81uvjslbbo5VV18dfWjztdEodI9cajOWrMmtkHLPqLQ4295TtRtvciU8p4xWXIxEGE7Eok/Jpvmu9PCHMAdrxsjXfK7rEpnKYnV1Olreln+/wRbIVrbxeWi68qIpS2/81XEyAyIKR7XLLpanefX6V2SdwJ2l94bqsTRFRio/tax6z9hlfNUx6phxDC2+EydLMNuvc19fVrd33c5gM6yTTl8zM/KsMsP6dZbp1ZSRY9b4rEXmc6GqPDeRzKdZ57VN5lBOyn3Njim1n1zWYB/qLGuxC/v2xvmXGOsa7uY0iwU5RtZU3Uvp9o3Ep+SnKFMMoEEB8WIOFxrDOiV2zMojMuWbJhivc2jFLqCo17r5pphFkWb4vnti1c23R1y5EQsjTLkdujlmnd6Tpxnhahv47GdccER4TZwSeiFO9v5i9Av+i17f1g/QATnGKYSFSprb8fSLh+Lwq+fBjx5fmXOXbMB8EvC+AWeHKybJ6Q/W3q9cNxB33oy2ZY4ECAkA1W2zlnaR/CRMac9RIuGowSWBIq7vXr5X/xrH9/pcw2vcOvBqnMVwPMxpaTrjVdeb1udcF2nKr/mbi3+KUCRtOYaI052fDBZjYpI9VdOPPxMzz+6M/se+EPOs2bRRNBiBAGo1R5A1vYMjJ+a0j0bIs3YNhBvNunppm9yZrvYNJ9eujOENG6PNWtAsh9subN8WI1gV6d+0kT2SHCKK6SmRRUlfCHzWk4wswbIdSnXjuAOeBuHd2vDMv6Or5GAuDm3uLQm8geaw1Pk95G40ZrrLbrkF3owWKLoA5JwA6I9wK8xZGg+85HuOLLx8aVwOr+Y5lyN4LoSxpCuZMioZ0yZLgiYoI65WcanF9pB5Dh9YOHIwJpEK9R08GgvcO+wBneFqY6hhzHXFHASWK25wxCjelFKXeuYotwzyTutGKfh0EoyylKJoDI/MXb09WnfeGv1oxw/dfjsKgNujy9aWlvsedRSTwxXCXj6xjtcSvPz7128BcDtHXnY9NMdGbsXXdh6MI6fYmN5il17uOzJTuxSkXfBgPv///Yjo7fQWGlZXrOnE3bcw27EDBYxMDNDS+Vq8dy9UdReITfUhTQ8x9FmDwzqfvZa6SswksJql0gDyxVyNtzTsYv69dTDcvFUE0BWAl1wB/HBctZkUwyYZgatcOAUXidLC9GOPxzRq7pNPPRmju1+IFpppg9QRozmNeLbkhwwl827e8lbydbD6akvieNHu5gJaZ9PMKufQEhyEKPYjau3ASU6x3jCEen3/JgYXyjtdKS9cXOFIeSZ92VdWkEifhl9t78QulGI9KhYhnUTR8q1LYQbTBw98SGNYcaV+muNadsst8Ga0QCUwCXQJd/6Uq+U+4sZpfFtYTZBO4kYA72XuWQDWMCU/LYmZXiQ3XIjvsgzivkAt0Ewee5VzDfdGG6WZ6cP7o8V9FoWagTPnY2CSM14ZiyoPSelynzTJSob6mSe4g8IsT3yapTPeXDIRg8yAUmbQ8u1u2Rpz2F0ewU7swF0o1WBasrMJXQNMDIp/FvMs1S+Zm2/J8UI4T8vur98C4HsJI9AAFIjUnnnpGOJUuAE0nRrSRq6lueUi7NBFVzul8TNWPgqFigONiB3IK9f0x603bCiEFd50Cpt/biLeh7jBM9BuZxbkETBa5Jcj87gYbTJKfDxapopMfT6M9QdPMHdf1UbMTXnX4r93AUa17krYDrAfateuXfHwww9nnhJICaX5WVY9fqaW6/EzxrHc6sxLAqhfvcxjP4voN9xwQyHSfKh6YgN9EmBmlLYDg8PvT7OUNocvXG008+aOH43JPXui8xw2VTEC3H0Og8dPPRdDiFr71Gg1FxtSot9QGpM7slItnE7IZWHCW10ODXUVITuGepNOMQ27pGMGDnJy5VgMIGYduPbmGNx6VSxciaFz1igGEMVqJzaJYM3bHs+KFlgwryIeNYIE0/KtmMXwrRnuuwPSNith3hPp4NNE52nZLbfAG9sCBcMAe46T6oRJnxMsi/98HxPUBE3HSxNYJ2xEyYkeebTnYQ5M4l4t1gK77DmeZX9m69hR1gcPQwiPcrHNZO/+6MNGbAvcpe6A0tsUrZJHSm15dxhZlpd0slTKUeQY4j0LLeFTRJpDkWZqw1XRuWlHdMGHQ7fdHq07bo/RrRBDDK67rmmVc6Lp9zocSec4c/qt8zc5R/P3WnbfdAsUwjjvfAVkSA//zu//RTy3c2+0MXJLs0NIAJBK5Cimd05CosYV4NTqhmtuQoNybiIz25rBOv7N8be+74PZVzuffwbLGMewXHFr/NEffoL9Q+24++57kkiuXr06tm/fHk9iWX8rHI9GinUeunqEjb1a3n/00UfjQx/6UB4zY5jEzDS7d+9OovfQQw/lwayPP/54PPXUUxgjPhnf+Z3fxnIq4QAAMzhJREFUia3GA2nDsd5N8xzKMRI4ibBW//dArCS2HuwqMfQoG4+9ueWWWzJMwmx5Hm8jwZVAr4X4HEEr9dZbb43tmLvymysRTDEikOsM0UHsAE4zUVbcxkPcMk/9pl/ajVWdz8XCk1+L7h6Oj9m7J1af49vh3uTjVXGv+lFq7eUIMQ/bmfzNqqGfDAz7ovjJSc7Rp3loLuuPnbXrYno9Gmuc+jG4bXveB+Ao25sRuzIwW9h5jEHMkyXSYP7K+onFpUg8xx4veOS3EMeg/BBpYr7hIwayQrxbp2aqpMeyW26BN7QFil5EQmOZDAt4AqXwyz05K+BVESVDJYmJFTBKeuCvS0hmb2EX8WgXRbkWp39MIclpHzsWE+CHDocD9IOz5glrQwhbTG6VC6nQsmhWssnJm+O/1KpyhWJS/Cgu68GLZjkmwbGTa1ZE3/U3whHeGnEnZ7uiSDNww/XRWbkKc22sHZYPgjD6QZ4TIrtS6918Z8axLsYxCXf+l9033wISRkwB2k1aBOyLJ1gD+9RffJYz1LC8wvRDA76aK8oOBcna7q9xiSBLR1QTTEbWQHYqekAYx4bpzNYHM9l+Ngc/8bWnOGFgOr6GOPHa7dvS2r5c4kuoM3t6tkTt5ZdfTi5SonQQIP3a176W9haPIraQO5ToyekphpVISbQkpNddd11sYXvDpz/96SRyErff/d3fTU7SOC9g/9QBc+2112aecoGWJWHU1JXEUWJ3BSdkH0KLTA7VcPORQMtlSlwVAVuH7/me74kvf/krWPjgFIVt2xLyy0ZsqEW2l1M7NhX79c2A9dGtGW0IfQdTWSOb4ORuvzVm2DQ9x7fMfO3JmH9Syzr7ogPRbbNOOQyRkkiWDhDqC49WDlQ2gNlqFlmQAEWnJrBDqOt2k3H2oXENIAbqwmF3Ofh0ljXIOYwuL2y/Nlp8+8jmq6LlqQfsPWuvQmQDoXSNpZULn2UwalPW7+m2pvJzXEtegBgSK+vgBCsryeDUp6lwPi3/LLfAG9YCAFdqkQL0ThYvLA1ILOSk3PQhHqJE7CILrHJYkixm6wxAJEyIRrElB1fIeiET4Nn9O9l0j+bosTPRPXwsFlCo6ZzjCDoU5jxAeJA8HMdz5F3wYIMNLc9H4lice5Z9cM0yJTxQSkZgTFKZaRV31qyLLopz7et3RPve22L49ntiCLzVnxavlOKQP1m449l5phNqXdnKwgNjMEv2u3ktb5ZVKpGHE2SIqZbdN9sCCBpKB5rBtWg9jc9rMUJRagvzSoPsJaIDhKWCG19bTvaZUADiBuG6ydZeLWaQ8Ef55rbbti+mGYYYvHryREwwO9P0ktzX+DgnC7DVQSInIVKsqp9hErpPfOITyanJUXpJRCVQEjVFn4pGr2Y9TU7PtAKSRNC7fhJbiZ6ETVGrBE8ncavxJJZygxJbRbNPY+vRMAnopz71qfjwhz+cBFFO0nDFqdZFcaoc50GIGh/OAKGtsk1KY/mseKPArICbkM69DJYc1BCeFpzb0NrVbOy/MW0azu/bHQsQ6blnn41Zrn4I+ixiHBomxbEDZOxURkKlqSqdWrFZEN8C42gRTUjy78S3R3G0UZfZ8ADXDOJst5cscPzNHO09zzpGB4sns1dfFXHF2hjduB6zeKtSE5bGi5bKPPR1HqFFVmnAwPL8UO7mn7QTmMqyLG/ZLbfAm9ECrAAVGONX2Af+HHyOQSG/1YUgOrEzHibqFqbGIXZMELE2NcU+49b+Q9H/KhZoWDdcOHk6usfxAydgEihNsancM0R+MpYNzQGqLQLYdnx5UY5+SoWcPwr8/jkmp3n2sK0FOL8FDK13mXjO3H5nDGJQffC2W2OYrVertm/FQsIKJp8QQ8cPA9fPcACndCg/UIKMpwVJmsHHPhpNEl3RckbNihlv2f2XtgDQIzEDoGjZu+6+PzZsuYMjaLCyAoHrg/PTyK5rT7MAhDOgReejvdPcJVAG10Vln7sYAV6/WkNodCJxt1y1Nd7HZtQbbsTmIoh4A+tfcnESmne+851JdOTe5NoUVcq53XHHHSnOlAhJCA2/UoscIHYJ5DWcVCFQSRSNL6FSfOqBqFral4Cav5ykJ4jXU8TNXwL8yCOPLHKL27Zty3IlkIbv2LEjCbaHpiritRzjmLffK5F88MF3ozENwcA5a0tRqo1Jw9g8PjrT1Aewz3uGEujdtikxeYNLW7hyTXQ23Ber33FPzL3v4ViAkC+w3WN253Mx8fxzeSjpFJxfH1xsHxLPDgO/nz4qBJISqEMWb/5k6ZJJFsStFu7aoQN5BLNgrqXMc74dJk0Cth1FnoGYHxuNBdYnpxC70jjRR5svXLEmWoia+5nAdDZuheNFScBh6dYeP6S5cmxKPKuH5S675RZ4I1sA2O64mC6AC+/AvwimpWKeSwBTmLfjkGiPa5o/dig6LFnMHmKtkEl5+xTPrwLrEMU+N9lzeskAdfMQgDQ+IGUiTyfWjtckVA0sC9Wpue27yxgSXiJoPo5hyEV8xsMcijwL4LaJa7ZEe8f1rBmy1/C6HTEGUey7cj3brVaQM8WAm5S45GSTPDV4rr8mvi9odFPW4liyXP71SteEUe4cdbZ+IPRFYlniLP9+My3Qml+YtTdpzVY89cJRlG+Y53RA9CkOJUta29mLs6LSgReKsRMrq5/7APXIKQwd5swKwrhx7WDceeOmJIzKyQU+eZjcG0i+ii/l5FxX1Ensqsan7xIjXQLqX/HcG278nIGRv/7mWcNr3jt37kyCKJGtcSR2pvMyXs2j5ue7carz3XVV1xtSuzMDAGpJIU1QlGTyMQHepxSPKM7BmaZu8M9ZIY3tn01dSF1Tlmu3Z07HBHZZuxCvGcTQsy9CLJ95Klpnx2P05BnOjZxkgJe24gsyf1vanBwwlFYuuybzt/zilXXPF8puYppGwue2EGYHMQ2hXGCNsh/Ou7N1GyanUOJZuRpx7DrUytdGR4KpeHhQcZA1oO2TdaWwUp0mZ25vKVdb5C1V6W+jytr+jfORMZMXOGuBid08+wTnEXsq+uzDpusCSmyzx46zBHE6Jtlb2D1yIPoZI23ObuybmE7JimNQxJY55w/Qyow2OTdwRXJrxBCKHRYJyw01urDN7AIeYHoZUyODcY7JfmfbthjYjhGOO+6KOU4B6dvOoeVbroo2GqXpxKuq6ZivtzpW8E+sgL+cYMG1jECIbyHCZRwlHsuMqBX4R5d4hAxNv0wYs0n+i35oY7oFc/eCiA3+7IuH4/CJc7mPMffwCAz86wow+VQ8/E0EbN+kV+k47Xmml53GGuOGtcNxx42sX/GeCJm4Bi1anGHWpLP83nsvUdLf97/Kmb7G8V6JXM1XzrE+m099r341fS23vtcyl75f8Ldu6qIK8NkiWY7fulhjJgnGcOG8tGMTkm1Rvrtp1tI4CeIOvDL4bBpTmKei0PmzzIQPH4zzHFzaPXkqBjnEtLXrpZh4eXfMoygwgm3KAUxSOQuWODpwMv/saYd5celv8ztTJe9ch/FOsRL1EhNNW57dbJwno2sIFq1XiWAXIjmJlqvEcZD1ykEUfAbXcRgzHP8CZ+S1VsFleuab7CknGGBjrCmYWxJN7hasq5Uqbz2N13hkeBM3vWqCcs/aJgwYSF/Q5gX5kYZ2KFCJD3EWYdnFnCyYuLXDarbZ4pZnetFNDeA9OwIvXA4Ro+l80RHe62871qDX9H9NZ7ImglXK7PPdCJZXbuXB/PFogkq1mowyXhO/JsqgxUxNzKVrWsS68pf1yjyb8PqNrpUZ3clzImnGUU7sSO8kt/ZjrVPJOvNvgIq0tK8FZEZN3Y2nW0yHfxZd6pr9afcIHxBADqvkdHvXyydTIzTOshRw6mweCj515HjMwwEOnT4VLYhjl0mkJhlRSGDLLRfZSOwE3fxO7qXaTGyBfdf81SDP4q0mZaZolDRyglbckZQfQBgLNTEFPE+x7DDIqR8j27bHPNzh1E23RL/LKyjiddAybbFeX/ZvUP/MxzzKFDhzxc/PL4H5wLOTZX3q6BN2m+QZWqNbUWFcJyktMGbcmlMGLf/8tVsAXI8QgB33itYch8dOnEHRhDUouSJ6LPuyyfY1liDsuQZojVM7IuM3/qZWTj/G/rmN61dlLnWGkylqop5qV6JU7wb1PvdEXXx8vfCl/kvfawYX869+3nUSxaWuxrkAsr1PTZs0DdjgPHNqcCoBmSU/PBptsYhM89pw42ac3krg0dXEFKcmcNQByjv74+Qzz8XCU8/E6N69seC6J2u2qpyPoEDQ52AnjcMyh5rpzRfEIEtZvtFSHJL+lsuKVURNTJ7lI4vYZpYAjZ9LMAcQYfdxLaAB22W9dA5L/9MbOSmc58E1WOuBeLZWrY4+xOEBV9liXdN1S2YwWQfztkxdgR3LbXysIlfuJ6sRTUe47Zax/MlGlIs3Xz9Ke7UlgnmlqAr4ZGtb800QPPMjhySkxHGyoFfSVfNAyoF8GR/jioiIs0hFeK0uG7NkJ3EzpkPBtjNIDWHrkCI77uaTFfcGFs54PKeheO5lq0wp7zXEnFyzLcyjKcQeK5/hL8SDb/BK7sZ46NgZx/rnWM/YtB+FZk/qb31VHDHzdGTOq+2SXrapKmAYd+iwP9nAeaQqnZzYkobs+U84yiKtA1kIV1k2ja6/BEojHxJZQ7znO41UcAyEmPX91NqGC5zncN6WymNohU4ePcH6+KsxwPPgsX2cyDHBUgA6ByjRdJkwCt/kBqw3mxj8lGamQRBl8e9DwnxZGrKd5ojPZrGsTyrGEaecr6q0Be186jjpJ7peqK1ilhha110bE64VQghX3XBjdFRkY1Ko8lqBQwvXWWCWnm80KPcSlo8EZTtk6AX/mqLG7n1vMio3fzOQmCX5Bf/lp2+qBYBZlpI9IE1gpZe0xJ7EwBHd42z32uY5BPEgSQL6hXuNlb1UUucjM7WcftU8GC0ZdUkhPeUtP35jLTBDQ8rLFPEOiH8KMTgnn7cgiDNo2M3u3BWnn38hVhzajaad+7GOxBDENIgn72Zalavsj4KI6f+mo0UIdrqIpIRduItQDU4E3JQvWjGNquWQEqz+c2IIxK8tweR8uBZHd7VYt+3nBHaVEWbcOoLSUR+c5QCm7NoeZjvKJaxo1UMRbl/hwhO5Wi8Rrdg6Cy/1EwitR5Yu5jUUsVQiQBBeMjmEanxhXiTc5hw61e41YIG/ebnOI9EqNAGuHgLhNxd/CrW8bAvz5yGLKc+OB3NZdFkf3vQ0TQPu2a5UvQ1RzvYznZ6EL7CPx/q7/UYiKBdWRGxmAddiH1Forhf7lE1gGsKb8pyuFI1IFNOy02gpP4g2mIdVsh55EWZ78WPm3PkOP4U2UKxf0pSwhQ4TC/KAnLN+R6GeBdrH+h3RSyLraSbij9JOaXIwVaSJS96GZni5lUrQ/snNwdHNsyWM05ZZKjgfUxC8hbMnItQGZXlg/ujxWID760xhjQt9gOlTbKeYmIxBiPEAegM2g7UT9vKJG1+X7auPdL7p1GwnPrKJSagR8tML3GYuNJBE0vU6YbjNNqb5IUSgaIxO79ge3Ws2s9cQYrgNW6VbtkagXYqGH9vbGh0D05CpdfJp2b01W0C6CGFkjdFObIBEiGlgPbv3wqcJ+Al5GW7X6wTEhD89HBwYx63O1yKS0KcOEvPRmUroXHbfTAvkTBbuwBPtOiLApimTuzDDGWboIJtJtnz0HTuY20Gm2bvZQbt1fNcLMXDgYAypRMSM21m/SNe+yhm9edGfIt0m2wtVxH9OqtqEiNxloESQBTmWFCUlSJow/kE2onhgBcWuOTjGqdGhmGPdsp+rj7XK9igIBkWfDu/afJ1HTBurWLtkBt7PSeQtZuutYcJU9tGZsc8CmQArgs+SuDX1T6qon0ESRSmKYm+UJRbkODMqNfUBV5oRIsBD7hE1HwM5ushypCUSn6J0YQrC9GzSL+JC37NOJYoxFxuSsHlYG/PoQwPces+rRUVfpkEIpyxOUBvrEC22G0iTJKZyRKUelMm7VUvCWygeYf1wphZFOxPWzq0KGJXoZzIgsSWwSyaJuK23LuuvvxxgFtAQQ7jM9hT5SGCJZ3tDvBecrFCO3DsqecShvmZlPxjFSYZx+a7k6G03FMViYgq7oViAQimmDyLXBva6aIxPuQ6IfeEO64DTSDfiLOJQrMgMYAikDSeYewfJ2CL4tOzS/Ob0KUXb1nb/4vofDWOVc8KUcMELTgh0VpHVZbLhckp+FR5y9MLoAopnU1iPmti0Ica2sV6448YYvEolmmujtYlDmq/ABOMomqTk163jjhfzyclNlmxpDhJjLbu3WgskYex2Vb4R7gUbOhLg8K+Om/JRRADA3SpxmlmdAK/m5hgz/BEuk5lHAkdOZ3N0ZlLjth2li64+J5gv+i4//PVawE4DvYMc5aEKYih9VxCf+GCxpX1mdt5FI28esevEvleivetFTNJh6Hjvvhhnz+Q8a5UrThxLpNRClNUPchkQJswoMXCpn4+zycEkDsyu1y+5IP1BiuXUAGoFBrP/s0YiHeIlEcVHnKKygEyI35Die2be86xdzq9YGXOuYcJhduA2ByCWHc79m1+zKjpwoYOGIZJ1P+bCAKIrxLdt1j3bWGxqeWDvACVy6oicjkpkLVTwQX3lA1KNn7c+xNC2ndxhfoWVoYI+5wfxCIj6+ennTQ+CC5o2GoF8o9H1Lf58C285inrTZjrT8N08i+HlxnxckI2EWGc+NEhqJOJH9XguolPj2WB55ydF4EZoys625nvlLs3Hb8s/Pn2eb7UIqF9OJloqc2VmpsePy/Yv67Jw03YO8gS560ro8qv41oU2UzHznlHcCbeHfRD3Fi8grteGaAui1wJPyOHNqO0MRzjPAcYSvkkI4TzrgoOT7A08dzbabplCXOq+wjKdpg2FHz7KXtHPJvbdT/Vb887jHO0nAc55EpEMLv1gNDuOdgTm7PdC/mwo3rkJCRLBWWBEpbLAlGJnw9ZobdmMssw1EdfviFnWCcfQxpYoagAj4ZN0hdiSE+2c4JKlFbjIzImTlaZ+WZ7vy+4t1QINYUR4IMxwaTXFwaRzX9/uPbvjqqs2x6pVK9DsjPj47308/uzP/jSR3SDA8qHv+nB814ceyRRnAfxZBshq1pY65COoiiwLmjDvkm9mzk/ilCV+NexS3HN2exnV5xtqAxrRdnTNRAUZh6KuLQIzrGnyZD4cqHxfiszVvGOWvoBG3wJGj8chjjMYTxjd9Txq7cdi1pPFT5+NCbjKAbZzDCJ+HWB2DQrNKwmOAEPvWoR1cG0mcQETKNdnLLsgqgSsMo8uj4V4Ei53q8ulPHKa40EpnGkXZ/xiPtci4VQ8gqvD1pg+NGDnENHKVU5zGOs8ShD9YytZvxyOAQwXdEeJxz7TLtxpZwTrItZtSILJFpOhMdaKQPrVhiYSjkR6sMulNvxKvfl3/TPlcT5n6wLXckbGzI/jud6tsRXPDzec/yRG5Tm5PrLLvsiPI5z34kyXhfDa3PEqz6UfkwtrOBSJYrF6BEGjUxy/xaoSxNSCqWOOO74jxcr2u/5J8CzXCiCIt67zcsh8l5nITWOWsMsaYpe169z+gJizBXFbQPw+z4Rpnu0N89MTSQQ754Cfc1MxARc4Byx1khvEVBrbINquD0r0wAkh0cSS0wLpvbtaaY38fCUU1iabkZ+yFut7IY6CCF9RwoknkZPb1si2XLBr58YlGiFc/BQDI7Vx4ZgJnAaOJoGfBSZTQ5s3xxzbKTpsnYjrtgUboWNg87UxsIVj3BDxd+AasVtJZuZam40yKE9eVF/xWU76eEnN0fQlwErorPiye0u2gIRRS4KlMxMyHWQL8dTTT8cfsbF+9+6X4yd/8p9CGDniBIAYH58AR7GRn43eM2g+Co55UjjA8PTTz8bv/d7vxg//3b8bd73jTqILQOVPmBFefNMJvPoIWBdzFegMq8+VcHmvGqe94Uvz6U1nWE3Tm49xdDVuvadn81Pj13i9YZf02aZLRCliKAgm65jtCjdimzftXDA0oQx0k6Q4DG6sT46M9ZM1t96SyEsN11kI4hzWhuI4nOVzz3M/FnNovc5gM7KDIYZ5OQJm/s7m+8Foavr5LNFM5Gq5+Wf1nGiJoEC4/Pqjj3VItEh9JLILaX2pILc0wkzU5CytP4hUJaNEnrzmZxtuHojx+onoulZbDhLLInNwnV01YFGPn4cwzqxkG4mRxzjNfARCyjFo3ZUQ0PYK6CQWnobgMpnkeWxXWvvph1DwnttlWOfssHWpJdUhCwAf5MhdrlTEKPykqiOEhc90X5r+GZlvt64ibfFrK4mUPvrZJjgIUdf0LoYl52Y5jBvzME4iZt4zun7k5bN5uV/PWYRtrCfPqInwDDVGe1Oloa77VBV1zkrQqS8b3eXg5jRKxj03v6tsN8m7xItrCmWXST5PMXffi7sQt5+LNmO9jQJMG05vjud5+qMtx8j5gzGNYheKL20IadoMdQJFWa4OD2b9qUp+LJMxGrHgAL9TwsKnZ5ifSgjxc9eznyoRsgkyVYln2jLZZo4jfvHzSe/lr+XMkM8MAbO06yDfMMdJFG2UvjqcQtPdAvd33fWcUAERZHtYHxOrQZTCwskUOK3ViJITr2VuNWcypm4FXxS/UmJTav0I+82oXBdipdfyz1usBZguZ5/TkXAdAOOf/MmfxC/90i8BmAsYYrmBtWXWegxlAD7yXY/Ehz78XYhROTATTmKVNv38YKCgD7HEmXPnWErA1BIehaAUIDHKIrQ0wNyMmQyqP6bRCYAFCGtI8athNZ7v9VlLNe5X9K4VHQmheZR6XADTmm+9m4cGAHyvl9yyefWe/GG8y80lPrXxy783kF3z4jNXkiQeQPe8JTnibpjvPnB3XdhrE2LLTSAdtOy6IL6BD34AaztsDUH0On0EMeuBQzGFYYW5vTsxen4SNeaTMYEd2wGQo4aXF0C8MiNyBORGabYpRTR9bnHpa7/4xI+1kLAnwgMo9LdueffHd6vIH6gy40uEFZQqxkgGjq/sWgecSWwXxbnTpDsPp9jqg0uksBbEYp4KKkLrBoSQvWfzEMK2SBHC2pagwol0sWPZB4ehgk4fHGd3iLEBxW5BPJMTH8HYvDXREhBLCtl2mFFskxcMGPlQptSMOvRhRSr1fIimcpuXX+itRfyu5ePTyfVG+2s+Jtjm1A+h7PNDaLsFjl/xMGzFlWrE5qSANeSYnIPIkRHftQCRcsz2y6GhT5ebsIg/SD92xonrnr8Z9vxpoxd4R7yTxKcFd6dYtM24sQzFnwvXbI2FH/3RGP/T/xAt1v26aJ+24SKHZyYxnI2InQ8qolqhK03KZ7/kTw5sKl1emjtV9CPpgzJeabs61o3hK39+V4mDX2k+G420BSLk2CSu5q4BEpcSEr41X8gkaJ4+7Fu3PqZZH5zZsimGrmZt8Mabo59tRAMY//CkmdY6NUfViFbTmAItm3znVcpKH0qwgCzfvjKKFbNnrKexMlnWN8MMbpyf3yTPVNV/+f7WagEmuQVCBdj/r71zC7Kyyu74Otc+fW8amlsjdCMIKoog1nBRByVKiaNjTZxKpTIYy8rDvOQlLz5aasUX30z5nFSRSqUmSUUnjDqOaMREvAGCKI5yEwUa6KaB7kP3ufXJ77/22X0ODDqTsUawqjf0+b5v3+//vdZee21Ri88//7x9DPX3yF9vtiVLl9h0OlUAkTCgVTx1ZJnQydVZpHmm6Mq+Z86Y6fuOPhGpa/BfKUiDTgjjDwCs6NpqpLZNwKR9Cmmt0T6mvqUebtGiRc7SlR9tlEtTjZSJe175ln+9K+y+ffv8tg5pwFm1apW7SXFAPK8oheACPGnKke5ThRV46l1pyehbauCkr1VadPr7+yfLGHKtstcKHy2u0FOtEYZtyIByJeokWPIEbTRIBSXiCmgC09zkjAGhCe0hG03Q0T6wiUL5mIpVIZOhRbkZrLJCXsrPuWXgJNKvSMDqPrrkwHErnzxuZ49+YU1IDrZKqAetI0n2oKAHiUNsL9WdwIk8kYQvQjx3fDhKXFIe/OFLP24cEkPmg6271xzdGxY175I+VfbPNQN0t6+xpoXLrPrVCRv979etPZfi/FmzZU6fs3EUUKSZKJ2qA2iSQ+dNHNcSACAWn/ZSkwCeqC4JtaRcfyz1KbYu7kkAw1VKC/mQpE1z/VeFWTWlPSkKWeEvDdgqnGtkod5duIk68XtUoGBLXfRDKPEW+nAVMCzS10c6m60ZKeKWC1BllEVgXhb1B3jpaiOVs8z5vAmBJfnOkItSAuDr6rXM4AkwkOMHNy4Dr6n3d96zFm65rvixE7E0S4RjkSHQh2IuwRZ1KV1RS4ytBNRjAQ5C5vl/sLE//xntBoiu/gFlSlt557vWepjbJRC+kaH3kBWAi/x402AXn3L3fWe9YOKRE/U6mfDrr/7jTVf7kZvoX3ULSsubEqA+iVxrhQyCWuNN02y8i/rrmWZNAGFuzjyzufMsx1GK6ry5NtE723J+TIiVHpcVwMgN6TBviJ71TPPmxDYu0jusceD2juLh1bOk3CptnJUv9efwTwH0VjexXI12ddept+9DDTA3aUTTlD6haiM7Yfdxe8WPH3zQ+vr63D42tDqA+9Vv3ZKv0DGa4cn39/UTW4iPfjzpX+8xTACWKjpI32DvfszDCMCkGk63VOzatcv6+/vt1VdftUceecSVdQukBFpS6C39qVIYLv2q69evR+J/ut+68cEHH8Dy7YTKXeJhpLZt5cqVDrQCW4VVmLVr19rhw4edGhTgSneq4pZOVYGn1Mm99tprno7XgYqBCfkO71fDr6rXgdAz45UdsqW65s/daxmNk1GwFWAyBaiZap7UZnpVI7kdbt6qfOupCSGpvT72mps6EVZAOs9uYIpgkskwWetGguLgoO9XplEwkIUVKx2UlZPHkIw9ZxcA0QJ1m2XPqRmKJU17ZJj1wgqd2JW4p6lMXGyw9jwpj5fe7+h59cAKQySxTIJjUVF9fdbx2N9Yfv8B9P4i3Xl6uaVW34Z0K7B0rmhn3n3XFjz0gC+YxDytHDnBBc8w8z76hLOh5xDR70VfZtbGvjgGmBStGaGV8uGjsGnTltM+GtRTQZQkgKZb1nXFUSY/bkRvY4BhoRuBoULZWtmHS8BlqWSpQxYWZYB5FMq+Y/EKS3OJd37X+9ZyjAPrapcN91h7M0dbdr1sTUhyOvxAJULPQbWh/o8ylhhQ57vQaTtzmiVFIXKsIY0Gp67199qZ1/7d0p8ftuZsixVpLx2DyHe2WLKv3ynD4uEjllp2E+fvboTFCDuda5TG/ud/rXnNMktcMw/F2VU7ffS4zWDbJN0NUK67x0q3rUJYKWsty1fYhb9/0jrHaQ0NaAkIqXOokWomtIk+6HXkc9Lgx7/woLasYY8D6aQvDxz6W4HFxzhzSgnhqwqCV2muX8qwL2hzeizbM8OyrbBIOVxf4XaYnCuYmGVJLeJ11Acg1NlQUXhxsejjV/F7nsiD8sOnRNjkNsneVi5r6O5jQAXAXQsdWafFEnGjQtfKEkrmtiH3cguUpVtO/XzvaiAdOocakh0KVvjXXbeYd/UYTXzqJLXmZ9DGzqRSqjP54NAHnsQiUlwywZ++FUZxy3946l1+33lnh1Nn27dvd92notKk2Fuq2pYuXer6SHWbRlToLT2pAjupahN4SjH4ihVMLLCy9C3KUPpNly9fblu2bGF/9JCDn0BR11bpKWpT6Yha3L17twOp9LIqDgGj7odUXLquSoArSlSgLVMvR62Qbntlf3ycexZUt8qXBmowAdKwwSLpdR8Gthop+okhIsD6MQTFEosoj8zVChDSUp9QzKKQWIUz9hOwpKrUa1NvL3tK7C2LpUlday9KGkikyq4C9SMhnzSUZRLNJKmBE0gqIrXIfmYRir2KntbSiBSkly3HXlmmDBUkQRDyHbOifJB0bc7iQ/1TRVVmZR+yGd7lQL9rpi9PwME48y9PWgfA1Lbpx1ZedoOdfPMVW/jTzVbtQrfuHevtwGu/tmvW303+jtmJsfPWfdNKyxxEAGn1UvI+jBxGuxVPfGkZqKbR/3rFWpcutIlXXkdAI2epG661/Ikz1rXuNqbYimUBlfFtb/rtCW2rboKtCsv27Q856wbF1dttF371inU+uMmGDxy15nUbLHPfrZYaPmnj/7HVEv0LreNHm6x4lItwGXs5CqwLeQtM9tlbbrEsIMGRest/ftBaVi6zSh8HzTtmWWnrb6yZvbT2R/6SC6tHLPGPW5xaNPbVxgnT+hc/scQs+jkSpef27LexhQvs2vUb7MjHu63/9rUowT9p7Yy5IhKZc5astJF/e9Gm0T5Jbn7J3b+Rigf4jw9Za991VmSspKpFqDdVvuo9wEdtmHs/8UZQi9AOaorQ4wIFqHCCFjEui4BfSVQ3R3FS6N5tAfxStImEX1K8pwWE8xdYGg1KYofmeudYAoGZjPaGCWucfTX2iEMaMT1xOdT8mn94wYSncoEFH55XFhvqTBoanj/NVcG7h1fOw3eIxH9loYEQDXE1fMmx9icPer/YVbZT5vtRAxLqovmSNjQ0aFv+eYttuHuD3bz8Zp+EarMQHugAtTYOHU5ACEtCK9zYfdxd/tQhZJg4NYnWAsaB46sz/IiFKbanqLYhTZYMELkJFMXOnIvk2CBUiNiqoujE7pQfKQFXGLlrD1BhBGz6E2UpPwonIBUQfvbZZ65wXBciCxzlT3Hqtg2Boux1lZT8a19RRqArpeNKN5ZX9rEser+6zKUDsGHA4jTpWnuJ3z4heHMFT7KPIdWMzgpT/wjOuDLp1Jt8Ml6FUTTe1GIj8qf1cnU2q3gcuqjXLvqL9iurUI0S3imzCCkPnbUS4vvV40dsHIoyzXtKh7jRdTl2esAlZ5OShuRP+2sSENHeYZp+BTQDnuq5ntGGPDKhRdAUWUK6uncyCw+uldsMTh3cb0O/fNkWPLzZcjfDYmXRlP/PrVa4+VZLv7+TffLzNuOhh5FwzdooVO/5D3bajX/7d7Zn3x5bvO5WK65fY50rf2D5d3ZaemG/Je/fZGd277WZmx6wAyy6lqz7oX1x8DPOu3Vby8xe67htjY3NWmD2xWGr3NxnQ7/ZZr0/3GD54utI1EoilAUpFGVh/kKb9thjdhZqPAtVXmIbobx3H+Wt2jmuNZv2859zMgKKFeq08MmnnP87bbM7Z1vTxk02dm7cyjvehmJFGGkIQEOStDStxTJLF9hIX6/13P+QnfrXf7KZffOt5a9+Zqc+RCE+4+n4L35hi554wvLzqJ9Es8vSVLqhVvumo1UGQavZfSyqgoDTOErsSywSc+Jlkg9JYoa5g86hxsdoL1AH5HVeVJKg+vPjIwJTCTcxdss63sW7lDpYd49VqKfSLJ5dbbBEEZCZPd+apHcXhRA5xqihDAJt/XQ90tVfPTmSrSWstPkL/TTYBXiUJX+1nur9c/JTDpqfiPOimORBxgNe/Cavsq87uXv9Rw7uKfirO0y9fc9qAGCkc3iHSzh7c8+evfb444/7lUoCBpmvB4d6xwygoUlJ/j0UnS72IAGmR1X7STqVqIuBdeeigFGAKEXiSkuAt27dOqcARbGJEty2bZsDm951DZTi1tVPuuFi9erVTu2JjSrgvPPOOx0Ar7/+egc77S0qfrFNdZ3VUZRx6+YNAaz+BJKKT8AqsOzr6/NbPGL5G3N+Nb1HEGvM00XVPOlwsW39i7f6R+Nrbfw3OE7GxUvNOk4BjU56j6E0cTkVysToMxer/ip/MlLb1cJeWI5FSlXUJW2UYLEk0DSkY6uDA2bovkzyXjg9ZOO4JU+xOOLQ9wTHBAyKpnSeM7Wyh7JPVML+W4W9OJEkwuH8bz+1zIFDltt4r00cOmp5wjf1z7eee+9HxiZrOTgUE6Q3HXZvO0he2bnXZnDlVqGQhzrM2Pntuyx/8HNYlSfsC1j7C5b2syfZjeQriznUxPXMmmMXkHIt9KAblgunP3/hV7b4ySesMHMOoLnI8gjnZCQFOw/K50vuDUVRwUgbgNDcZXlAvkh+ikd67MQbb9vcHz1gufvut+Mf7rRrVtxkKfb5ivs+smbGQ1l7hUtutIEXX0RJO5TvPT+0kR07jCt0WXSAHSxABtCV28bdnWd37rZ2UePUcTMUbrKD+s602fCOPdZGvWUf+Ikld1DXcF+yR7+ypBYpHU02a+0qO3tSxysq1tFEeicOIMyStEEo4561K6w6LWMj5xGsExeJFpbgi4SNdJ4QlISDACuZRakUy1srFDZUXwFF82U0G6UAw5ZZsGlh3WYA/iTHa5rauywBOLbpSiZAUJK+2ptNNKGInhQaCTM+3cR+5WtvPi7X/6Pf+jOGqtvU36LbpTEF++jq/i/6qMfwu29/sMffDTplc9XUgBbeDkZiHT766KP23HPP2dNPP21PPfWUC79E4RX5qwOdJh4xRLSIC9OjwEeAI6lQgVCjX82KAkvZRZDdtGmTg68oOFGI0c0j5WfNmjXuV/uOCiPAE6tVe4y6rioauelaqJievrVPGI1AUnYy8QaPS9MTIMqPqEQZXXE1Zb59DXjP8LpnstCCKTyYUtkvwx6ZFuZTJERhiamFgrAG9vQTrlH2A+QJ9tmaUBxdAkBZQQGeCMYwmScAxSJAUGa/eULKo6FAS9rPxN7YH6ugQaXAPlNx2+vWMhugOoSC9WOHEL6527r6+2z0pV9a5Sv216B+coURzhvtgYV51FoBsfMcT0mlEdDhTGcWBQIJFlRt56BmM82W+opjK8vQxHP7WmsBMEbPwmJECCSz/1OEjk5JxBmNNhnrZa/wBPupKYABT1YaPG2d83qt++GHzTg83sRxiZSOOYhFiBRoCgESNjIts/dDK0EtZ7kuSftVmmZFFSfYmyxtf4t9XiipjX9mcxgfJwc5K9gmITJAqjRuE4VR67xjve+VVtkHzME6lXpAsbTnPPxT9uK4ao0thNyhI1ak3K0I7ozv3W/pwWEbO3IEUETafO8n1vb5EZv4mJtb0I9aPJNn75N95I6sDY+yELnuWstwjEWq/lq4PmmiAzY6HJYqACf9t1ku4k12cPMKRyCaYXtKk0yKsZsFCFNie7ZDMULZ0speMkGSQ4n6BzaRrS87fTOw9TtlpmrgO60BB0alKGARWMls3brVQUjvAoy4hyfhFvlrZGNq/+6tt96yIwwssS0FiqLUItBFwGp8Kk5RipczAtzIwozuCqu9Q7E6BaQysougrfhi/HJr/I7vEcijP9nr7+tMDBfdFe5Su+g29fzDaiBOcT7dQ2U4cFKvYsSqJdQcfuBbTx36gDoyqLM03DQ/Sth/rSfEjTCw+isIwyCSgpRlcgT2rIADcNQhc93AUBk5Y22wYEujksTEbwcsuzKTPOisc4qVAaQrkcQU4CaXLLahj/ZzrVYnVOiwndnxnl1Io7KO7QWdXTy3/U1Ywez17fzQKlCgxZZum7F4PkDCud49+7jJJG2lAwdsOuBU/hQqD0ndceLIcXYyDShVCXdh9y5ref8Gmw6Ijrz1hnUdPmgGyOaWLbKe+TNtHCBqZfy0U0kTx9gTR0imnXooiV2MAE8Bqd9MnlsjqIgCmopGd7wDIKM67+SXNvLeu+zrXrChl162diQ2K5zhtENfWv793SwcBuz0r7dyQe4SOws1ffKVbVb+csCOj7Bfj2aXod9+Zi2pnA1S/gwL1MrAKAQme32Lb3HwmwsbNzGDemnPWkc/QjxstVRbUeKBfTOUX7IdMJSQD5wXLiZF+EWrHcYoLFitfNSuDn4ur8AX5F5YIFEu1tahT8g+vKsPyI4RXXOMMXjTT/1M1cB3UgMc10AZHJNTNKL4RPnpnkKxLbUf98wzz7hUZ9yH27x5s911110eZAcsnWeffdb96XjFxo0bndUpxwg+Mf74jACjZ6OJ9peza3S7XDyyi/E1+o1xRfcYVvaNYBndZf9N73L/U5vL5b8xzd/n3uj3yr6Lq0Df0kxYM7KpC25o+hNA+mk0XCRWXwdIzaoeUpYyLjChSZO2cwuFFszyj77k9aIQpKd7MkWBJei/jrgXYNkCpAXOWlY5qJ5CIjohEEVB9Tj7ikWOKSQRKtFxlHHANMNxiOTYGUuhTi6H3/IIoAS7cAJqtNDebU1IhObz3Pt3atgmhvAzetqGbdzar11sFaguUMtaoAJ1XZedGkBX7REueJ6HZCpgUkQd2vBpWMiUHYGXZP6MjQxDXd51r5WvmcsWHlTnS1ut4+SQCo3GFvbuNm0EYN8D1FFUcMMtVn3vfcvM6ADo2XfnGrIkQkPjKLVuA6wyUIBIqKCkHVbm6CCsUqg50p5A688F6iOV4VRoU7gRJQuVl2hBs5WEWVgwNHVC4bEHmG5F4hVuUAqQS4iqR6J2gmdK/jgziGNoCB93vKptvCXUMKFdtdzxfwJ3Z8HSJATXCTFNOYFmDNGEFg1tpxjUjDJswTqnVm08aVSntfEex2rjuJ70dwVf4hiNzyuYlamk/581QF9CVEYtdxkTrUWlvfDCCw6MYmUKKEVZ3nHHHR7qACtlHZUQK1ZUYC/SiX+s+aZO9E1uX5feHxPm6+L6ruxjvSs9DfbG75iHaK/n1Wx08itMaJrwQk4jxulTW1ONtv7p/pgyRVnIMYIq3VSTbwgSYvWeSx3EaORff6JA9auzmA66CIPIl84eyk12Pi0jSKJD7QJXP7jPMwV16ftoOgBfhhIt6KxgAeoQyhPl1hKWKQCa2mMrlWDrUqDqBfIlSU2BMUmnOBvo5z4VM9ReEuo2UZWmGfKAIoUkR0nAByujprgMlRnONsI5Rrl6CdZqCkorC9syhx5SlXgiVbACUq1ZwlbRxFNJ5ixL/hJNlDAJsCEhLJI6AZWr1wyUG+LC/EfZt15hqVYBdePYQ0JnfwHFqo6Z6J8oO2rEr77iG5zFUKOUI+hjVdlUJVKyDVHo7UG+ghfKQhje1a6h1im/otCHm3j+T2nV/Th72P1gqQQw+lV/V5kn+zZ70QooL5P9XglSzsaxMenfY/pufy6Xj0a7mJsrmceYh6nn768B2unywBgbVQ0pqkrHFgSQ8anjDhJ6kbvs4z6jkpTdlPl2NRAp2cZ6VZuobmPb6Nno/u1S/NOE1hRHj/DIJ3uFZlBNajUXBzcmv9Btar54+CSJn/gMbx6Vx0gUmj6Dhfuq+w32CinUChO72Ho6wu0TsoumwO7TBOtxhMmd44d+vtLDk4CyKqOYasRqSIlgrh1FbsqIPCgqBfDyCQhlieGso857gor8xw5Wo7s4mvAGYMoEOCB3IJO3qypEKKX40cri8OKIA9UKm9lj0R2HXpmAnCJVHjCNQCV/0lIT929dZRwCMzU6myBKJ4Sr/8oCNjP+kC91d1H5ykpaJJ/io0JkJxa3jNKM0cjfpUaUX2wvvGKi7/AV/QfCUqWq+/K+Hz0oJHUb+7+eMldyLMT8xDx5hvi59DvaTz2v7hpgnk38H6jol9VIlsDvAAAAAElFTkSuQmCC)

**Les grands cercles de pouvoir en démocratie**

En théorie des ensembles, la hiérarchie des pouvoirs politiques telle que nous en avons dessiné les grandes lignes, pourrait se représenter ainsi dans un schéma indiquant l’imbrication des grands cercles de pouvoir à l’œuvre en démocratie. De la communauté nationale aux pouvoirs publics, ils englobent au passage l’appareil d’État au sein duquel l’autorité se partage entre le chef d’État et l’institution judiciaire. Ce partage est représenté par un cercle en pointillés indiquant que les magistrats appartiennent à l’appareil d’État dont ils imposent l’autorité, sans toutefois participer à l’exercice de sa puissance. L’indépendance de la justice est à ce prix : tout en imposant l’autorité incontestée que leur confère le Droit, les magistrats ne peuvent cependant pas empiéter sur le pouvoir absolu du peuple, tandis que seul le premier d’entre eux, le chef de l’État qui est l’unique dépositaire de ce pouvoir absolu, cumule dans une seule et même main éminemment politique, le pouvoir au sens strict ou pouvoir spirituel, soit l’autorité politique, et le pouvoir temporel, soit la puissance publique.

Au terme de cette réflexion sur le pouvoir en Politique qui avait pour ambition de réconcilier la démocratie avec l’autorité, la question du pouvoir en démocratie semble bien prendre la forme d’une équation délicate qui est au cœur de toute approche scientifique du sujet. La Politique avec un grand « P » est en effet une discipline qui, s’inspirant de la *politie*[***\[8\]***](#_ftn8) aristotélicienne, doit pouvoir s’appuyer sur quelques grands principes, afin d’éviter les dérives autoritaristes qui menacent trop souvent la politique avec un petit « p » lorsque celle-ci est impuissante à satisfaire la volonté populaire. De tout ce qui précède, un premier principe s’impose d’emblée : « Le pouvoir des peuples est absolu ; il n’est pas nécessairement lié au respect du Droit ou d’une quelconque autorité ». Il a pour prolongement immédiat le corolaire suivant : « Quand la nature démocratique du régime n’est plus clairement assurée, le risque est grand que le pouvoir absolu des peuples s’exerce alors dans la violence ». Vient ensuite un deuxième principe qui pourrait s’énoncer ainsi : « le chef de l’État garant de la souveraineté nationale, est l’unique dépositaire de ce pouvoir absolu qu’il exerce au nom du peuple souverain ; il est seul responsable devant lui des effets de la cause politique qu’il défend et pour laquelle il a été élu ». Le troisième principe découle du précédent : « Le pouvoir spirituel prime sur le pouvoir temporel ; il est incarné par une autorité judiciaire incontestée car fondée en Droit, dont le chef de l’État, premier magistrat, au pouvoir à la fois spirituel et temporel, assume pleinement la responsabilité, et qui s’impose ainsi sans aucune ambiguïté au pouvoir temporel exercé par l’exécutif et le législatif ».

La distinction que nous faisons ici entre pouvoir temporel et pouvoir spirituel dont nous avons détourné le sens ecclésiastique au profit de la Politique, permet d’élargir la réflexion à la question du Droit international, soit à celle du pouvoir *puissance* (*kratos*) légitime que les peuples ne peuvent exercer sans contrainte au-delà de leur périmètre national. Nous avons déjà insisté dans une tribune précédente [\[9\]](#_ftn9) sur la nécessité, dans « le chaos actuel des empires » en renaissance, d’un « pouvoir spirituel » qui devrait assurer « une autorité politique aussi incontestée que celle dont jouissait jadis le pouvoir spirituel de l’Église dans le monde chrétien », pour lui succéder à l’échelle d’un État monde. Après les échecs successifs de la Société des Nations puis de l’Organisation des Nations Unies, un tel pouvoir spirituel devra sans doute reposer sur une Société des Peuples Souverains réunissant des États-nations soumis à un Droit international qui devra se fonder plus sur le Droit des peuples que sur des droits de l’homme demeurant focalisés sur les individus au détriment du collectif. Ce Droit des peuples imprescriptible, qui est le pilier fondamental de toute organisation démocratique, devra être le critère incontournable d’admission dans cette Société des Peuples Souverains, applicable à tous les États candidats à une intégration dans la communauté de Droit international ainsi conçue.

« Dieu se rit de ceux qui déplorent les effets dont ils chérissent les causes », nous disait en son temps Bossuet, homme d’Église, théologien, précepteur du Dauphin fils de Louis XIV, philosophe politique, prédicateur réputé et poète à ses heures. Mais alors, s’il en est bien ainsi, les peuples, dont *Dieu* ne *se rit* jamais, doivent pouvoir *chérir* cette grande *cause* publique d’intérêt général servie par l’autorité spirituelle d’un État, fort de la raison clairvoyante de l’intelligence et de l’empire incontesté du Droit, sans risquer d’avoir à en *déplorer* des *effets* qui leur seraient nuisibles, produits par une puissance publique parfois bien aveugle lorsque l’esprit vient à défaillir.

[Francis Beau](../../../users/single/402/Francis-Beau)

---

[\[1\]](#_ftnref1)  André Comte-Sponville, *Dictionnaire philosophique*, PUF, 2001, entrée "POUVOIR".

[\[2\]](#_ftnref2)  Le **pouvoir** *puissance* correspondrait à l’auxiliaire *can* anglais indiquant généralement une capacité, tandis que le **pouvoir** au *sens strict* correspondrait au *may* anglais qui implique généralement l’intervention d’une volonté extérieure (l’autre ou le hasard).

[\[3\]](#_ftnref3)  Du grec *politika*, les « affaires de l’État ».

[\[4\]](#_ftnref4)  Cf. Francis Beau, [*L’État, l’Europe et le droit des peuples*](../../etudes/l-etat-l-europe-et-le-droit-des-peuples), tribune K2 du 23/02/2026.

[\[5\]](#_ftnref5)  Le mot nous vient du latin *auctoritas*, dérivé de *auctor* (auteur, « celui qui accroît », d’où « créateur, auteur d’une action ».

[\[6\]](#_ftnref6)  Du grec *hieros*, « sacré » et de *arkhós* « chef, souverain, celui qui détient l’[autorité](file:///Users/fbeau/Autres%20données/Francis/sapiens/pouvoir#Autorite "L’autorité, ce ") ou qui commande », dérivé de *arkhein*, « commander », indiquant l’idée de [souveraineté](https://francis-beau.blogspot.com/2023/01/de-la-souverainete-t200.html "La souveraineté est au collectif, ce que le libre arbitre est à l’individu : elle consacre la transformation du collectif en collectivité (un peuple), comme le libre arbitre consacre la transformation de l’individu en citoyen.") et des différents modes d’exercice du **pouvoir**, indissociables du concept d’autorité. Il s’agit là de cette chaîne de subordination politique dont nous avons vu qu’il fallait en approfondir le principe.

[\[7\]](#_ftnref7)  Origine ou *cause*, personne ou *chose* qui commence.

[\[8\]](#_ftnref8)  Du grec ancien πολιτεία / *politeia*, « régime politique ». Dans la *Politique*, Aristote à la recherche du régime politique idéal, préconise une *politie* qui serait un régime mixte alliant conduite monarchique, gouvernance aristocratique et procédures démocratiques en les gardant bien de leurs dérives respectives tyrannique, oligarchique et démagogiques. Voir à ce sujet : Francis Beau, [*Du gouvernement des hommes, de la conduite de l’État et du bon régime politique*](../../etudes/du-gouvernement-des-hommes-de-la-conduite-de-l-etat-et-du-bon-regime-politique), Tribune K2, 23/10/2025.

[\[9\]](#_ftnref9)  Cf. Francis Beau, [*op. cit.*](../../etudes/l-etat-l-europe-et-le-droit-des-peuples).

 26/05/2026

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