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dc.contributorLoza Otero, Nicoláses_MX
dc.date.accessioned2018-05-04T03:08:54Z
dc.date.available2018-05-04T03:08:54Z
dc.date.issued2018-05-03es_MX
dc.identifier.urihttp://ru.juridicas.unam.mx:80/xmlui/handle/123456789/1624
dc.description<p><br />Aunque mucho se repite que estamos frente al proceso electoral m&aacute;s complejo de la historia de M&eacute;xico, el inter&eacute;s noticioso, de quienes intentamos analizar los acontecimientos pol&iacute;ticos en el pa&iacute;s y de los electores mismos, tiende a centrarse en las campa&ntilde;as presidenciales. Cuando se tiene enfrente a poco m&aacute;s de tres mil elecciones, es ingenuo pensar que pueden seguirse todas, como tambi&eacute;n suponer que se confinan en la insularidad de los temas locales.&nbsp;</p><p>Hay asuntos de inter&eacute;s general, que sin embargo deben examinarse con observaci&oacute;n local. Tal es el caso del voto diferenciado, es decir, de la ocurrencia o no, en qu&eacute; medida y por qu&eacute; causas, de preferencias en un mismo individuo por un partido en una elecci&oacute;n, local o federal, y por otro partido en otra elecci&oacute;n, tambi&eacute;n local o federal. Algunos le llaman voto diferenciado, otros cruzado o dividido, lo que puede suceder horizontalmente, es decir, entre contiendas de un mismo nivel territorial --por ejemplo, senadores o diputados federales--, o verticalmente, o sea, entre contiendas de distintos &oacute;rdenes territoriales --por ejemplo, senadores y gobernadores--. Obviamente, puede suceder en ambos ejes, lo mismo en elecciones concurrentes que no concurrentes.</p><p>En M&eacute;xico, un trabajo de &Aacute;ngel Nieto en la FLACSO, identific&oacute; que el voto dividido en elecciones de ejecutivos local y federal entre los a&ntilde;os de 1997 y 2012, fue relativamente bajo, de 6.2%, as&iacute; como dependiente, en buena medida, del ciclo electoral: cuando las contiendas eran concurrentes, el voto diferenciado fue de 5.3% y cuando no se celebraban en una misma fecha, de 6.3%.</p><p>Este a&ntilde;o, en los nueve estados en que habr&aacute; elecciones de gobernador, MassiveCaller, a trav&eacute;s de encuesta telef&oacute;nica, estima las preferencias para las contiendas de senadores y de gobernador, lo que nos permite aproximarnos al fen&oacute;meno de la diferenciaci&oacute;n vertical del voto, en este caso, entre las preferencias de los electores para un cargo local y para uno federal. &iquest;El partido que lidera la elecci&oacute;n de gobernador, tambi&eacute;n lo hace en la de senadores? &iquest;los niveles de apoyo partidista e incertidumbre son semejantes en ambas contiendas estatales? Como no contamos con los datos individuales sino s&oacute;lo con los agregados, sub estimaremos la dimensi&oacute;n del fen&oacute;meno --por ejemplo, dos individuos que intercambian preferencias en direcciones opuestas, no producen efecto en el agregado por lo cual su voto dividido es invisible, pero existe-- y s&oacute;lo podremos apuntar, al final, algunas preguntas.</p><p>Si las elecciones se hicieran en estos d&iacute;as, de las nueve gubernaturas en disputa, muy probablemente en cuatro ganar&iacute;a Morena, en una el Movimiento Ciudadano y en cuatro m&aacute;s el PAN. Sin embargo, esa no es la cuenta para la elecci&oacute;n de senador, pues de esos nueve estados, en uno ganar&iacute;a un candidato independiente, en seis Morena y s&oacute;lo en dos, el PAN. No sobra decir, porque se trata de un hecho sin precedentes, que el PRI no ser&iacute;a mayor&iacute;a en ninguna de estas contiendas locales o federales. De estas nueve entidades, en seis el mismo partido ganar&iacute;a la gubernatura y la contienda al senado, pero en tres, se dividir&iacute;an los vencedores.&nbsp;</p><p>&nbsp;<img style="display: block; margin-left: auto; margin-right: auto;" title="cuadro loza.png" 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AABmwCKDAoCBCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgRQZJRNViEoBCAAAQhAAAIQgAAEIAABCEAAAigyKAMQgAAEIAABCEAAAhCAAAQgAAEIlA0BFBllk1UICgEIQAACEIAABCAAAQhAAAIQgACKDMoABCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgRQZJRNViEoBCAAAQhAAAIQgAAEIAABCEAAAigyKAMQgAAEIAABCEAAAhCAAAQgAAEIlA0BFBllk1UICgEIQAACEIAABCAAAQhAAAIQgACKDMoABCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgRQZJRNViEoBCAAAQhAAAIQgAAEIAABCEAAAigyKAMQgAAEIAABCEAAAhCAAAQgAAEIlA0BFBllk1UICgEIQAACEIAABCAAAQhAAAIQgACKDMoABCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgRQZJRNViEoBCAAAQhAAAIQgAAEIAABCEAAAigyKAMQgAAEIAABCEAAAhCAAAQgAAEIlA0BFBllk1UICgEIQAACEIAABCAAAQhAAAIQgACKDMoABCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgRQZJRNViEoBCAAAQhAAAIQgAAEIAABCEAAAigyKAMQgAAEIAABCEAAAhCAAAQgAAEIlA0BFBllk1UICgEIQAACEIAABCAAAQhAAAIQgACKDMoABCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgRQZJRNViEoBCAAAQhAAAIQgAAEIAABCEAAAigyKAMQgAAEIAABCEAAAhCAAAQgAAEIlA0BFBllk1UICgEIQAACEIAABCAAAQhAAAIQgACKDMoABCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgRQZJRNViEoBCAAAQhAAAIQgAAEIAABCEAAAigyKAMQgAAEIAABCEAAAhCAAAQgAAEIlA0BFBllk1UICgEIQAACEIAABCAAAQhAAAIQgACKDMoABCAAAQhAAAIQgAAEIAABCEAAAmVDAEVG2WQVgkIAAhCAAAQgAAEIQAACEIAABCCAIoMyAAEIQAACEIAABCAAAQhAAAIQgEDZEECRUTZZhaAQgAAEIAABCEAAAhCAAAQgAAEIoMigDEAAAhCAAAQgAAEIQAACEIAABCBQNgQmlY2kCAoBCEAAAhCYyASG++Vw+/fkuef2yPPf/4n09PXZNKbNulguWfi7csWV1XLF5QulqkKtT8nmpdfJeZ/bL7fPty1st6X3X78c2vU9+ZWc6RXtN7+RcxdcJYtmV3rtS/zX8KmjsuPxx2T9jhnytafXyrxSRl/iLBEPAhCAAAQgkIoAioxUdHgHAQhAAAIQGHcCp2TvE4/JJ+5YJ7tDZdktMZd9bUOTLJIfy5rdHdL0xoB5U8Kz6cEe+ZfND8mGWIcrBfHHSOM+Ofjg4oB9KVr0dx+QJ7ZslHs3bBsRLyr/OSQoMkoxs5AJAhCAAAROCwJsLTktspFEQAACEIDAaUngxH6554wZssSnxKiua5J9R3pkYMgSyxqSkz2dEmuqsxFsXbdG7l23tTxwVMyXT+84KENdMYn4JJ5bMdlnU3o/jx/aJevvXCrT5lzmUmLE5Sx96UuPJxJBAAIQgAAE0iXAiox0SeEOAhCAAAQgUEwCp/bLnedfIc43/njUEWne1yb3LJ7pkmSSTJ85X1as3igD0VukfsUS2RRc4OByX3qPk86faysyykXs4eO7ZNWs6315U3pckQgCEIAABCBwuhJgRcbpmrOkCwIQgAAEypjAcXn0Or8SQ6Q+9pRPieFNYsXsa2Tjd/dItde6DH6ZfRhlZCZVzpTlLTHp7DkpPR2tZci7jGAjKgQgAAEIQCCEAIqMEChYQQACEIAABMaTwIHN98lD/uUJ0WZ5YMXsscWafo38XVN0bHcl5qK/xORJKU7lfLn9rhUyf+Z0mbnw/fJH5Yc7ZfJ4CQEIQAACECh1AmwtKfUcQj4IQAACEJhYBE7tlY+vcR/fGU9+w198UKanSWLRbfeKmDAGRxY69B/vlhMDwz7fk6Rq9mypnDQsx7u7Jfi6UmbPrpKwgcLgqW45+MJB+dGLh+XE62/a4Z5TtUCuXna9uWkktZSDxw/Ls88+Kwd//rrxN0XmXbVCbrl8spzvk877c9DIaM4E8SVh0tQZMtsoE9R0739GYs/9UF55bYos+cO7ZNnCKk8Qep7FN9q+IycqZkuVvC5vTnu7XH3NElk0z+vO4ymtH+W1miStJOEIAhCAAAQgUOIEwsYnJS4y4kEAAhCAAAROXwJHd24LuZ0kKte9K4MJd9V1smf7djn3HXp9ab989b45sioWZNbYPiAPRl6W++ZEPDefxF1Wy76+XbLYfQPqcLd88YE1smpTSGAjwUcb2uTLa5eF3JUyKLs2r5Hr1/gPIn0oKJjfZnAUGSNNMnDwPnn2kRsluiF5p8uGDUelc2iLzNdRjpF5y5+vkHu3+pe4xCOJ1DTKts0PysK4PsQfM78hAAEIQAACEChBAmwtKcFMQSQIQAACEJioBPpl7zb/RN+wqF4q78pool0h19x+u5mc60y+Uu7aYcmexuD+hwox17NOWig7rB5pDBysMU08N28MHpb7JxuFiK3EMIeO7umSIcuS3vbtnjMiYuuWS/2TRwMZeOiLH/UpMWol1t4urQ01AbcBiwqVsVea/Um4QuTfNq/yKDHifnvldZM0VWKsv2xOUokRqZP23iGx+jqlfuSalI5tD0lkxv1yeDAQKxYQgAAEIAABCJQoARQZJZoxiAUBCEAAAhOQwPAJORi22GHalNAtHpkQunz58hTOzeGVH0mtUDj+3S/JpkQIHdL2wiu2TFWLbgmcEbHpc9+UUwm35uHELlmzapvbRpra/05WLFokK9c+LjtDlCwex/aPKrn2Zp+MW9fIrWs0XP/lrZVyltHC7P/sKlnnWohRc/89sqjKKHfMGRd1GxtcUWySjzQ8I76dK673PEIAAhCAAAQgUEoEUGSUUm4gCwQgAAEITGwCA6/LsTACfWGWmdnlepLDKy/9xBNhbM1jcshexVAhv3OZbzmHT/Fy4OubvdtlqpvktkXJPStLV68T/2ILT2QjP4bix3F4X0UapMs6KH2dbVIXrZZIpFoaY38pC4cOyIaHkttN1NPVkVkJv1Pf6t2q07HhIfnOicRrHiAAAQhAAAIQKGEC5rMEBgIQgAAEIACBkiDg2ctREhIlhHjLnLmJ5/jDQrmgIv40eco07zuP4uWUPP8V3zITo+iY6vVhNsBkZ+o33i32XS7zl8nGHcsSgXQ/9Ujw3A8X38o577aVJ0nJOuRb+7plWTo3wyRi4QECEIAABCAAgfEggCJjPKgTJwQgAAEIQCCUwOTwCb1PTxDqtcCWs1dskH2tc+XL3/6xyAWL5E/u/rD0HXhKGj4elU3ehQ9eSfqPya5U772uM/wVlejlM0P9vPpL7woSMWqLy+e41CWTg6wPdr1qwrLVIqFhYgkBCEAAAhCAQGkQQJFRGvmAFBCAAAQgAAGRijlytdljsS25TCBOJfa8dA3eIwtHVkCMD6oKWbxytfln7kHp3iub7psh6/xyhglmVkG41Acj6Tlg7lIJsQ/zn6VdUE0xdkAloC8aW0hcQAACEIAABCAgnJFBIYAABCAAAQiUDIFKuXxp2GkR/fKa3sIx3mb4uDzxyFKZNmfJiBKjWtp6BuTI9trMJIsuCio3MgthxPUlcp5/j0ra4bj2maTtB4cQgAAEIAABCJQCARQZpZALyAABCEAAAhAYIRCJ+m7msO1j8vf/emh8GdlXmc6SOzY4+0Qi0nrkaVk2s0Le6H9jdNnMKaO6+qIgJjpb9BKSMDP0pj9W77qQ4d5j4rrQJCwI7CAAAQhAAAIQKFECKDJKNGMQCwIQgAAEJiaBSbNvllid/zpRkdi9j8nhNO8HHT7+jCxdutl7BeoYOCdPSe1g/+fWeK4yldq1cvO8+F6XML8JUSsvkPf4k9P3pu+q0/yvjrjg997jS1CH/OJkQioZePWXAUXG3Jnn+PzwEwIQgAAEIACBUiSAIqMUcwWZIAABCEBgAhOYJCs2bJPgZo2t8vBn94/JZfDoM7Jy1nLZredWuk3I/atTJo8sZxg+Kl/auM3t2vd8Sn60w3cgxss/kx511X9Untrh8+u5laRKrr3bt11m9xqJHbbvbrXj6X+5XXwhiExJQ7kR6xaXbsIjc9WVK3wMO6Tr1eT+HHPWp8/UyJ3vneez4ycEIAABCEAAAqVIAEVGKeYKMkEAAhCAwMQmULFQ/qErJtU+CrGHrpA7H31Kjid1AEkXw6dk/xOPyNSLltvXjtbcd7VMT76VqW/5bdev+ONX/uVb0n38kDy68iLZENhnUSnJyb5RePhPwtz9kMw541I5Y9pF8pBPxyGxnbJ18yNyz6O77IgWr7xX/IsyVj28VY6bt4Pdz8idkVUB2WLPtwdWlLzxuq06cbn9ibyaXGThsjePk+bLg61eddCuH3Yl3Lz8/ecTz/oQbb5fFnl3n3jep/rxpue6WXXZJ79O5YF3EIAABCAAAQjkROAMy5icQsAzBCAAAQhAAAIFITB8fK88sHyJbAooGSJS23C3/MGlc0R+c1J+duAHsn3D1sRWica2I/LgMv/qgn754s3TZJVf6TCq5BFpavuKrLphvlROGpan7pks0a0hjiM1UmPWU2wLyChSu71Tttw+3/Z09Mn75aJbN4UEkLRSZYc/mJaOPrlrYaWcOrpLVl90fWDlRmNbh/zZdQukssIoWwKmX5565GqJJrQ01dKy7/NSPXm/rLrsDkmc9lHXKs9vXJnRAaTDg/3SP9AvL8Y+I0tWBdMVqWuRrzwQlVkzKkeRLSAsFhCAAAQgAAEIpEkARUaaoHAGAQhAAAIQGB8Cw9J94DvypS3Nsm5rKi2EUW40PiT3f/TDMn962KTeSH9qv9x/3RUBxYgqA5b/1xckEqJoqGnpkMfvWmi2kByS9dGIrHNm/2aNRV3TenngvhUyc/iwPHLTAkmcA2qiamjtkLUrjT+XOfzUelkQXeey0ccaie25Vb6wJGqvJFGb6ppaqb78Srn0XQvk9y+/TGZO7pCbp16WeK9uPCbaIn077hpFETEsB57YIJfd4Y83HkJ9yz5puGuxjELME03ih0nvPZMXSJheJ+Em8VAnR4Y2yryMIkh45gECEIAABCAAgRACKDJCoGAFAQhAAAIQKEUCugqgp6dLXjn+mvx6KH7oxeTJ58pbf+cCmTO7SuJHb44l+aB0H/qJvPLGkEw+6xy54OL5UpWeRzvg/lMnZEAmy4zp0wOTf/vd0GSZOmO6WcURLsdw/3Hp+NFRs/XiTDn73PNk7oJ5Mt2s+Og+3CnD0y6QWVXTJXRxRXhw6dsOnpBDB38qr/1mxMuZ58o7L12YUdrTjwyXEIAABCAAAQgUkgCKjELSJWwIQAACEIAABCAAAQhAAAIQgAAE8kqAwz7zipPAIAABCEAAAhCAAAQgAAEIQAACECgkARQZhaRL2BCAAAQgAAEIQAACEIAABCAAAQjklQCKjLziJDAIQAACEIAABCAAAQhAAAIQgAAECkkARUYh6RI2BCAAAQhAAAIQgAAEIAABCEAAAnklgCIjrzgJDAIQgAAEIAABCEAAAhCAAAQgAIFCEkCRUUi6hA0BCEAAAhCAAAQgAAEIQAACEIBAXgmgyMgrTgKDAAQgAAEIQAACEIAABCAAAQhAoJAEUGQUki5hQwACEIAABCAAAQhAAAIQgAAEIJBXAigy8oqTwCAAAQhAAAIQgAAEIAABCEAAAhAoJAEUGYWkS9gQgAAEIAABCEAAAhCAAAQgAAEI5JUAioy84iQwCEAAAhCAAAQgAAEIQAACEIAABApJAEVGIekSNgQgAAEIQAACEIAABCAAAQhAAAJ5JYAiI684CQwCEIAABCAAAQhAAAIQgAAEIACBQhJAkVFIuoQNAQhAAAIQgAAEIAABCEAAAhCAQF4JoMjIK04CgwAEIAABCEAAAhCAAAQgAAEIQKCQBCYVMvDTNezB4wfkux0n5Mwzz0ydxMmT5eyzz5Xz3nK+VM2qksqyo31Knnr0Ydn0/TdkWp/I8k/9tdxzzezUaTZv+w2f73W8Zvh4nf5GzpWrli6SSq81v4pAgDzJL+RTh5+Shx/+grxhgu2fe7M0bbhLZlfkN47TM7Ts2pTTk0UmqeqXQ7u+J78Sf6NqWtUFV8mi2bSqmdDELQQmBgHajVLJZ8YM458TJw7vlS9/6Wuy6yfHbGEqz79Ern9fVKI3LZbpY83Phk/I3h1flm2xXfJyT59Mm3WxLF1eI7d9+BqpGsuvK+nDp47Kjscfk/U7ZsjXnl4r88YYN57qPiBtsW/Kcz9+Sd7QAacx5124UK66Ybm8d+lC5lMKxMJkTOBIW5NVUxO1FF8m/2oaWqzOk0MZx1doD71dXVZfSCRHttf40hexdvaGOPRZdbY2+Pw5nKqtfWER+fzzM/8EyJM8Mh3qtGp8dT/SsCePEYQENdBrdfUOhLwoL6ts25TySmUBpB3otOqjkdB2NdK4rwARlmaQo/VVpSktUkEghEAx23LajZAMGAer8RgzjEMySzfKXqu1PtWcrcba2TP63KyvM2ZFXWO+qGf+F7VinWNPbPq62q3mevecKpp6PjTUY22vq/b0+TV1dR45RKJWa8fJ0sVeJMnYWqLanAzNvGWr5fHHd4g10CF1IX7rWzukp3OfNNVVe95uW7dKFsy4TJ44dMpjP54/ho8+IefPmSM/6Q9K8Ua/37JD/uPY2LLPX7nWKMiGJFYX8QU6TSb7bPhZHALkSR45D7whgZqx+wUZu2ZkK8OgPPnR82VO88FsAygZf9m2KSWTgPESpGK+fHrHQRnqiom/VZ1bMTFa1VR91XhlC/FCIDMCRW7LaTcyy55CuS76mKFQCSnHcAflqfvPl1s3xFIIv02un/WAHB4McXJqv9y5ICqO74adPWZFxQ7paWsYcRyTqHm/90SIX2N1/NAuWX/nUpk25zK5d8M2j6PRe+4TsvnGWXLHpt0j7qPS1jUgj2/cKDuGuqQxMbWMya2R6+SZ48OecCfaDxQZueR4xRy51Kjp/Gb2O+fIzPmLZfXGXdKxvdb3ukPuiDwsh8IqjM9l4X8el8/ecoeJJpq2guHt501NU6xJMvdS/5A7Ta84KxAB8iQvYMN6n4tnSro1I1MZTuz6jNxq+r/ouWERZxpa6blPv00pPdmLLdGk8+cGFBnFlmF84su8rxofOYkVAqMTGK+2fOK2G6PnRVHfhHXdBRwzFDVtJR7Z4KEvS3RTOkJukof/+ZDP4bA885nahBJDpF5uXzLTdjPzqhvNzMkxu2XJhqfErU4YPr5L7jzjDJkVuV7WbXMUEo771H+PPrlW1ri8RBpWyzJn7/Kk2fJnf9fsCqBDln/maU/crpcT4hFFRgGy+c2hZHFeePuDpuj7zVZ59GuH/ZZF/m0q6Poaeahj9GgXfLBe3Isqog0xee9YG7rcwb3p/sFzSRAgT3LPhoqI1Le412IZbf2D75UxtjpmFe/w8WfktuvXZeW3FD3l3KaUYqKKKtNQUWMrjcjG7qtKQ06kgMDoBMa3LZ+I7cboeVH0N0UcMxQ9bSUd4aD822OrbAmjDdvlSG+f9PV2SayxJlTqWFu7d7XtqT3y6AbXJCk6O3kextRz5Hx3KJvWyndcKyMmVc6U5S0x6ew5KT0drZJYROH2E/rcL3u3bfW86Tj5Xx5FReUll4snBQd/6ZXb4/v0/4Eio+B5XCWzk2q7RGz9/zlyakvCppgPw7J38ypZvs6l8gvRGE+qWiwbDw5J38mTcrJvSHasXcHBMsXMJuIqUQKTZPFdG2VooE9OmroxZO2QFfMKcNjiib2yatZySdTSKSGVtEQJjSYWbcpoZNK3929rSt9nObpMr68qx5Qh8wQiUAJt+cRqN0qtbBVpzFBqyR5vefoPynqjE4g27TPzl9tlXlWlVFbNlhUPPi4dLf7V8kbYvjc9CoOjO7+RHH9pWsylBwkzaZZc6ZnbdcjXv3sk8Voq58vtd62Q+TOny8yF75c/8rhNOgt7Cnxv3NQq7Z4KXP5jwbB0Z2uXwVmr2UYx0f0NSLezuWoMFIOnuuXgCwflRy8elhOvx4vyOVUL5Opl15tT6af7fA/K8e4eGUgu/rDfT5o6Q2abiqOme/8zEnvuh/LKa1NkyR/eJcsWVhnbfrMS406jxHAL1Sc/e7lb3jZN7PBmmBtWBnqPx8OeNEnihcQoM05OldmzZ478tqMY+a9fDu/dLc/+4KCo2FOq5snyD98ikyvPcjsa81n3kn2j7TtyosJoPeV1eXPa2+Xqa5bIonkqd7ZmWLoP7JHdz/+H/NxmOkXOufDtsviKy+Uds2Z40jJ5aqVU+GpExnly1OSJT9RJU40ya2aluc3lkHzr2d3S+fPXjYtz5FJzWvKKRbN9rt0/B6X78EE5eKBTDv/i5/KmXSTOkQVXXS3XL1k0xinLxc+TwVPHpedkIPUyY9Zsma7LFfq75ZmvxuSHL70iU96xRO6qWZbUbruTPcrzqaP7pe2bz8nRkbpx4aXXyU03+U+MNvUir3ngFcadxkmmbqhRRd/kGbNl5six14MnDIf+IIeqebONIlBPkf+W7P6PTruunHPh5RL90DLxXzoxePQpuemiqKcT7ev+qXQfnybDWulNPZ83Us8TEppTtfc//R157uBRsYvKlAvlug9F5Zp53rYjH/Il4tQHO96n5dl9L8nA1Kn2FpsLF1wnN773GjHFfsS42qu02pT43tJ024O8p8lInV55iydv+NRh2fGvT8mB7jdl6tQpcuGl18pN1e+Qnz7xefn1DX8my7JQdA0ePyzPPvusHLTbiyky76oVcsvlk71fgRy8o/zNJA2hQQyekKM9nhGUy9kkqZptyrSpBsP9J6T7hNedDhirfFd1ZdbGp9NXjbQtLqkyi8PlcazHtOpXYdsfFTHnsj7cL93dJzwDdg13UqXpp8xAf7j/uMlLf/sl9gTAn5/qT83Y5WxYTpjxSv+wb8AS9y5OH2lKknHXbdyNvNA/kyrNuKPK01fH25yx2zpXKGM/ppW/TjDDZsyzQ5767gHT1k6VKedcKFfeeJO8a+qL8vnYb2T16mWJFXrZtOWZjTscmeJ/89FuZFOH8tEGuvtXd6pmzJ5nxjuDcnj/s/LscyPjTMP8WjOGWuzq37oP7EqO9aZUyVXLPyhL7XGvOzTv89hlN7x9c4dSWWXGqCdPeMutKRez5pltCK5x0WhjBndY+qwyxb76rLz02oDpT8ymVZPW66pvlGsWmvBCTWZjxZzbkBAZxqvMhIiStKq8RLbt65A5ixcm7UaeFtbcL7WrtorRc7hMfN4VtxiWH39vl+vd2I9bn3tRmm6fn6j7SR+ZrYiakvQ48rRNrrj6HXKk3dxyov1t709lm9vNrMqCbW12R1Oyz0U6VPQ0jabPaok6N3Ik/za1u0+RDXdT3dSeZDLUZbXUpTpRV6xoQ5vlubNgoMN3eu1I/JEm427IitV7T7sVqbU6zSm4TdVJOU2htML+feq55wO3MsTdBW8dGejaOYrbsLCjVnvY4b4m/c214Sfya7yRmkYrm4N5B3r2WOa81dA0hqU71zwZ6GwJjyvSYMW214e+q24Mv+2ia09LeP4m8syclHzEUyIS5Wm88qSjObwMN3UYObtillla52FQs70zIXPqh15re6A8O2HVWOYQpIT3fOZBIlDXQ2eL+9RpRwZTRhM3R/RZ22uS9u5yVr+91WoILY9RcxtQ8sTsnj1NHk7uMJLPjZa7lelt3x7g67itadzpajtyl8+Fw/Kf5u3EGf8bsZr39MSdm/aqxpf/cTfBNsXKuD3Ib5osK/3yponr3decMr887Yob3qjPA9bOptqUYbo5R919SSLMzNKQ8OZ7GK28O/E3d8Qb9M7tQXmjzR3J0DLO0/T6qoZ9rlqQcRxJ8cZ6Srd+Fbr9scz9Yrm2L6PLqGMHyxotz8PLcZrlbNT6P9JWRlviN6cZd+Y7qa/s11jahTgm3bxw3KfzN7Mwe6zmUdr4eL1IjnMybstNGc54LJhIYB7ajSzrUL7awNHGEA2xnVbTKMzrY12GQNeo72tbXO1QgpU+pFl2jcuOlvCxjdMO1jaamwwD5VasFtM+jlafkmMGt1B9Vqxh9Lgitc3WSI+a8JT5WDH3NiQRuT6Mc5nxyJLRj4FAW1rdsNMVQo/VEPG1RdXNrhsew+Z2ddaR5FDOFVaY22Q74XJoP7Y3jVIGIvVWp2kLO5q949CWNG5N8cdxOv3m+tWccjOscIrlUWT0tlnmyEtfxxxv4OyozfVYZrf9yHsd+HcZNYRpYkMmJnWtR3zS9lrNfkVKbZPV2uQt5E7nuu9Ep9VYW2vVhlzjF62ts+rM1T61NXVmgqyD0wGrrcGvDPFVvJDBSU1TzGrf1xraqOtVQQFFhmkEPY1FpM5q10ldn7lu0NOI1NkV2Adg9J+9O30Tu4jValf2MCVPnH9ioJZLnpj0mBOFk/ntSYPL3pXnMd+1T52tdUn/Nc1WV5/hMaTXR/nzI6TRHOc8CQ5oIlZTLLw8hE/A/FlqJjSuMh6pa7UH210xt2LIXGPlms9ox5prHvilcP8e6GrzlS2jaPRNJnt2NibzMJHXYfk/YlfXZtd7jedIrNGqNfU00G5EolZdvdbTWquusc16Y0SoXo/iI2Jt157OOmLVu+KtbvJe0ZmLfCPRmiq63ZVGjbfPGvDYadoiVluifKfRpuTQHuQjTZYZJmZU3vraPQrHlnZzP/XQSWtPS7IO+8uGw2+0vx0BZVmtFWtvt1obwtr1YNnLOA2jCTJiH861OngV98k9CRZN+1z3dGeTp6YNTr+vMoJmE8cY6XZeZ1y/Ctz+qFzheZJe+2KnqzeZV85kTKLNCeVoWPjBcpxhXfFzGWmfwpT5+5yBvJHJVZKsjPPCycQUfzMN0zPZrmmxdLhy8oj5aJLo65PjnIza8lzGHSZ9Obcb2dahPLeB5jYIV7/iLdORav8YyPteImEfxNx9kFMQMiy7xlvfkeDHGK07cUWKcXAyOeZsjHUm+nONMZ0xg62krHWlp3a7mTT3Wa2+j3yR+uRkO5exYlgdT7QFrrFDws41RtE02aZEyowjTmZ/u3xzDLEcxbwdjq9c2xzGVGSMdqVq2Fwx2U745R4wH/4C4z9fnkRG2pvGnarIm9gGRUZO+R9WOLUyxD8fDJ3sCP0CG6lPTlp62twTMh2UOhOOgeBqj+qmxEDDEXs0ba9OIBINkF0Bkl81hgIrB8w71Z74jF/r51dE7PErOtyVvGdnYlCblCNYcfc1ejummpbOhBS9O70dmptbwlHow4DVWuPqEDT9ta2JjmXoiHsCpu4arK6BJIDc8iS8TERqzYDHyNrXEVy14flyab4suCegIjXWnpGR3EBH8MuvR2lmwh/3PAlRpCTz35sn3nSHZqTRPLs10xErlvgc0etRVkQa3Ctbcs2DcFkStiFp9A/yw/JK62SzPcEz8vnLp8nn9nizMRJNsP6H8vJ1thEz2HDMyT1uZYp34pmzfEOd3i+ndbF4/Ro64lLMxvPbrYAdq03JpT3IOU0GXKblrcutdDTtjH6Bc4yzSsFfNpz3oX8DClhVjCfD3Nnorg9xvv7wM01DqBwey+CXK63TbrnU+VBXa7zPqR0pCyNh5JKn6fZVucThSar/R1b1q8Dtj5Ex97IeIqO7/x7wKug0v/NRzoKKTlOGjbIiWcI1A8zHhrr4+KW1K9kvW1nlhT9Dfb8zDdPfvjkrSTRY0y/EV5P4xznpteU5jTvy0G5kW4fy3QaaK6ZDJ3ENRjmgxvsRIzmmqG/tsN/3evq9+Hv/OCnbNrLHNyaNj23q7VUSzlg8odiwpRn5L40xg9NfOOMlp+wf8fUxIs4HrNzGirm3IZZVKmXGjTrt5x7fR2bT/rm/h1mmDQyssnG3kabVanF9ZIvnW34UGZoGr4I1Wc41HkeJ0eAaG6Sd7tPQIYd9mlKRb/OVxxpk/f13mn3zEVm32xt6TWObPP/pZYn9nq+89BOPg9iax0auZq2Q37nMd87ttCkJf46nIfeWLscy0iBd1kHp62yTumi1UVJXS2PsL2XhyLUKAwFP/fJGcEusE1r43/4D8ve+xDV+6oPJw0BnLpV15tNmSmPC2PCQF9DVkVkJL1Pf6j0bo2PDQ/KdUe5qTnjSh8GfSMyzgcyoYBa9M8Fu0qyF3hN/ZZ0883ISQK554pHF/lEnX/mHu8y5H2af8cWX+eI2lm+69s/1vyLeErFNtj59yA6l4vyLU598XBJ54kqLLXX8v/q2LqM07ZO2pjqpNq1wdU2jrL89uG/R5cWcqXFAHr3XdZZL9d1yTWKL6FSpMme6OKZj3dYxrjTOIA+cQEf9G55Gt/MwF3WtX5N7FtulQK643nSRHtMvQx5PQ/FzLtxu3OVkxP7AExtdV4OJ3HHb4oSPSeeek3gWc9pGy9PJm5I8UY24ykS+ozu2ePaW1r/39+P1yxyA5b+S+o3fuMRI9Zhje5BrmrIpb6++esyTolWRabJ5b7dtN//29dJonmKDYZJ5vCV+HPj6Zs+5KFLdJLctShw0IktXr3Nd+ZbwlnzIa51xgq2QW/6yxfmR+Ltmy7fEfYv4kd3ftt+13H9joq1Vprm08Wn1VTnGkUhQyEO29SsYVD7bH5GwEpVJ/Q3KF7RJlrrgu2zqioZSMf8DYpS4XhO7V75x1FWSBjvlm5vMTQE12+X9s82G8BGTv7xwQhTJOMyB18VT42OrZNqdW6R72IRZsVDW72kwD8d8+ZNeW57LuCMf7Ua29TTfbWDYVbE1ze2ydsV8O+NmX3FDYBxktgTIp1fGxxNVly8PjrGSLVJO44qZSz8mZhW0z2yQmjvvlI+sMoPO2lZZt2K2773+DKuxLmfDR2XLHa7TGswY/vKRsj/rXZe6HMYf7dByGSuOIlFGbUgO7W6+y0wAUBoWh5/dLsn7SKqlbdvd4j1NLI1AAk7Ol7PydA5n1TWrzRyuNfS69Y4Rwddd9nHZfyogxISzQJFRgCzfvXWDrNukM2kzYauOSk1tvTTZ1/D0yeMPLktO9o2Lt8yZ65NgoVwwonCYPMU1U1NX7hNzfb7cP+s33i3alFbOXyYbd+ySgwd3yYMjnYDbnfs507p36ifPeyZQGlbF2eZQIpeZPCXlUEi6dz8ZCENcglTOebdv0N4h39oXnyS4oknv0TMJDHYq7itz854n0fkyKzEeC8btScDU88RfIt4x74IRJ5PFVyI8Xks2T0yn/LFldomUZas3yq6DB2XX4w/KwtTFQ/pf/qH3QCMJKvKSADrkp72uwXDyRfwpkzzw+83T7/nvVCVG3AR0icbaVfRtR8EDn0Y8J/70yw+/ou1M0lRMThS0QHgdB18KHPCX9CmSvnx6PZj3YvbZ5rCpuKmQm+qbXcHWSM0NYQM7l5ORx0K0B+mnyYxvsyhv/jzTpKxZMkduXv+knDCqy9VGmRy7wV+jg2mP25yS57/iUtyppVFee1tV066P5t3YZ5OGFMElXlXMj4o5X8lrtq6XZxPXzZmBuDk4TRUv0fkjHZhxXYg89TMvRBzxhOaxfhWh/cmkrHszMvNfmZcz50NBpUQ/1hSIsPGx7ybapu5nv2ArSZs+ttx1aF4e8yIRe57C3HavzJl8szx54JRUXVMnbS3rZa6v0o7dlucyFsy93cilDvnro+LNvg1U38Ex0tXvuVhfxM20c2WW8+xYVZ3rsgn63/XDlxPvMy+77nHFdPnjv21JhOU87N62zUyKa2Tf3650lVnn7dh/+zu/I54ede6FMmPEW8X8G8WcyZIw0aZbZL528zmMFROB+R4yaUNKq8z4EjLWz+HDslEVTyOmvq1Fls1Mjp0c+8z/vuH7IJV5CG4fJ46/6lK2uN84z1vlihmPyFFVpE5ggyKjAJnftO+kbtkx/8yEbdcOeXzLp2W1fQ1PcAg6e8UG2dfaJHW1tVLX0CwdPR+VvgNPyf1Lz5AlD/kGtWnJGpXo5YnP1mn5yMbRsR8FT/NNp7N2x/XqL71rD8y6Cbl8jovR5MmBQfvBrlfdQYQ/m37Me36+cZaBcHnPkzQVUHZiJs2TDT37pKm+Tmpr66Q51iF17+6TpzbfL2ecvySo+HERKNU8id79PsmmRHZ1PO9KnXncfa9Mu/RSuVT/nTFNVnmqR4f87BVnsOz1Zv/KJA9CvOfDyq0sy0d4Mtglz+/2hrTmsmlxPobR1Mi9npcdu7qC9cLlIm35Bl+WnR72Iid+laxxVYvvEctcTdvb2ysDQ4/LNVXpDRAK0R6knSbDIZvydvG1N7sIJh9j626V88+4U74/7QZzM1FSgZV0EfLUf0x2+fIzxFVKq2zSkDLAxMvpsvKv9Guz23TIpn/6gW1xau9X7YF4/YMrPV+1CpGnbgn0uWBx5LN+FaH9yaSs+xlm+jvzcpacDE5fvFLMuVge07HpUdljf1k8IV/ZpFO6Blm5eHrSTT7zwgk1mzArL5YPuyaVTlBm3ZXcetkMuXPzj+QGM9ZLs8lLejdPWY878tBu5FKH8toGeogkf4xZtsNWJie9m1WvyR+Zl13vuKJi/m3SGnJzp9TeKu4im4xx7Keu7/vGOsfMDSgJbzPlnsct6TP9aa+5FW7H6mvib3IYKyaC9j2MydnlvtTLjEvUwOOuDfclVpSaLevSYH9oCzjLwiKZa1l4dnnplycfWSoXXe+M4aqlobHe9d79uEE++tm9bosJ95zeCHPCYckxwWEq6lGDrJDFK1ebf2by3b1XNt03Qzw3o47qb3xfBFUMIs//ol/ucS2DHkvCsDDG8pNqRULCb+VcWW6+HsZck4K+13+deC0Dv5ae5C/zFJF3vM2lQDE69fHMk4qZi2X1p3WLgPny/cQmmTZtnUfa0X6E8SyZPBlN6FT2rsGH46zujrvlt3VB+x13yN0VFTI4GB8gv/nmObL8EtfA1/FwWv8dcg12RhIarZO7lxpCiujuu6XCPIwQknPMl51CEWp/8RWRpS51VUWlVJl/mZiw8juW/7Tag7ECcd5nUd4qKm+TWN1GiepS+IDZJtfP6pDWI/tl5bzkKoWAM8fC9BsBYrEDdh4H7B0//r9ZpMEfxGi/Zy65XerMNjz3l8PduqWr/nL56daHjLda+aMbXGXA2BQjTwsXR+nUr9HyZNzscypnM+X2taYk3eopSbI5dliWVB8Q3W1au/1Wn/K7EHmRTZiVcssnW0W23RqKftuaJdJxLCb7N67I4st8luOOPLQbudQhndjnrQ0MpZpny5zKrspSITc/YjT5W317TLZukl3rV8jSNPXWKVPV8X35uZkTJ68vN32DueLV3w9kO1ZMGXeaL8u1zJzav1mud7bFmxWE33Zt9U8z6Smc+XMohdMUrw5tuU9u3ZCcwNRs/7ysvX2e3HPtbDn/Cke5kQxg90Pb5LBRcLkWQyZfToAnFBmlkMnDx+WJdTVyR6Lgmv1aPU/Lxd9dIxe5982lJeslcp5vWWNa3vLg6OoL8lOJk6JkpBFKejPTtT/+XKvcuyA52NCKfshUdD0n5JA5QCPZRJjV0I2PBZeV5TVPXKKl+Xhi/xNy2xV3JOTUPaBP18+UNZMXJDTJ6QRVCnkyd8456YiahptauefB1TI/DZcTxYm/xtV8+GOy2nR4xTbHXn+tCFFm2x5kK1o65a1CVmz8rrRO/ZBn4JGMsUNuvWiNHBnaYt//nrRP8ym6KDB4TdPniLN00pBmiOYL4J+YAw42uZbkmhmdrP3zs+TYNrOervme+JLnNIOLOytGnmYfR6nUr4yQjovjzMrZvPf/iVmIv8mzdTC28WH5853HjPRRuecDwVa+EHmRTZgV81ZKX0erRCO3JvpnN/KOTVFZc9UR2bIyi3Y4X+OOnNsNd4r0OVUdKnAb6Bcl778zK7sa/aTZK2RPY9S3anq33L/JbOX+9NI8SNgnv9aFIP4CGhJyvsaKIUHnaFWCZWbwgKy+Ys1Iuuqk4+nV9tl1iYQOHpejvZUyb7YBX3GxXG10VduMziptU321zE0jz1KGZ7a9PHav6VATJiK3Xjfb/qWrXXvaTsis5f6Pm73yuu6oMvObiWjYWjLeuT7cLesvm+VSYkTMF7ynzcS6Qt7ofyNz6aKzs1rWmGlEQ28Gl1C9mdjlml5owTC8LcBw77Ex9oeNHk/FfDPYMPvTaxNLWLdK5KZ75NH190hE93KPmJomoyB4cGSpnmOZ7zxxwk3zb/cz643WNanEMFeOytNrl0rF8BvSmyKMIE9dUZnZ5rlgGLnnyfy52X2iCMqyVQ64D4VLwWJCvArZQrXtuRc8BzAWhENIvB3rNsuBYJOQUfTB/M697GUiQDD+dMrbsFn9YrZdfHqXdLT6t144sW+V/Ufi62Icm9C/IVxD3aWwzC4NKQL0vVoYrQ0ctBfbutW009Wy+oOLfK7NbvdAP5H/PC1YHCH5UZT6FaBYehZB5unUFVc6zMGYHzN3ZHtMR0y2bjMlqfEvJLCwsxB5kWWYw2aVW+XClbLrZIc0+D7KO+nZ+u39mbfD2Y47QtLhyJHu32B+ZlJP89gGpitwDu6Cac2w7KaIu2PD/fJU4tygFA4Dr/yd527Z/PUDAVd+i2zHiv5wsvkd5FjoMqPlbDDDEa07Zf3yxEcviytPI0aJ0bcxcQFC3NWwPFM/Sy5a842RujtZ3nK+2//Yz9XVl+S+6nXAP86PyAWVyTUHM5c9ELq1KZXaaGzJy9sFioxxzr/9n1sj69yrkmvXys0jy5Anh5zrkNm0NN3EGe1vhgFf8HvvCQZuOlS3CZPf/T4YRof84mRSkIFXfxlQZMydmf7X/cr5N0jNHSOaDD10dVqvPLP7ZYnW1EpDc6s5j8QcvrraKAjcQpnncc2TU/tljU/b+tDHbo7LOCn1Yr4gT5OYEssTH+qUP8PSc8djz4Z0ZIOya8tm2ZvVACKlCCX1sm/QtT1KJau8QN7jmwvI1lvl3+wj9L2iD3Y/I5u/uD+EndddWr/M1q2l/njNHvGNTxxKy/tojoL5nd/2YLR4Hftg/GZ7zhjlbfDQ52Tq1EfMwZ4iC1eulSFzvk1dQnnqhCzyn+lcC6X56ffb51dFph6uZJOGpJRpPE2/Uh6s9wtp/JnzfJaE6CuD8uSap8G+Kv9xjHAYr/qVRjYU3Inpa1KZIPOx64o/vMU1D5pNnX4Tkfs+cqXfsjBtXVb52y//tHiq3L/L1PjpC2XtjgHZ11IXlPflftEP6qOZQFtuHGY97ihIu5F+Pc1rGzgKsCmuQ6xHcZK2dT7Krm5PCD/DrkOin3k64372gsuDqzhi926UA6n03zmMFdOGlcJhkGPhykz33i2y9IzJpq+dKpPPuFQ2P3M0hWThrw4/8XG5Y2ShQ91Dt8jQy/tl79699r9du56RLY+slOVmt1t0+cKROUGFvPeeJm9g07w//buUlt34Tq+DbH6ZpterEvIruULkMvH4hvrZxFy2flBkFCTrktqz1MGfkh/t8K1bevln8fMb+o/KUzvcy4tMSCEn2AfCj3WLSxcQeB1usVteOBavLN17n5EDJ5LKhHD3IlXvvtZ3o4g5qfqxNtdXiH7Zt9Mnv1ZP1/io6soVZle123RI16vJ7t+c9ekzNXLne9NdrnlcNt882XQ2HRKp3S59eujqjh3m8NVdsuPxLbL2npWy0L0BMRFTAfLE1/glogp56D+2P3Cg59HuHtvl0e+0eZbiquWUycl9RKWaJ93HToakdGyrsPSIWba7wdeJHXqiXq6/d438fCBFuc0gD8aWLMRFiNIx6CrddiHoU212P/OT+JkYg0flmWcOmcFSldxwc/CT4K2rNnhPse4/JPVzlsuanUfH6OzSlW+63Pin3pqr8m27t0aeOHRKH0dMvzyzfqmcsXSLuG2dt/6/hWkP0k1TeJs2Vnkbsk8R3iBbdGJjzCRzvs3Ggz2eU+bVPtV9O/o+bqrk2rt9+bl7jcQOJ0ez/S+3B9oA0wg4AYS2y2OlIeE5rYdJcsPdDwVcNn+s2n3BYeJ9/vM02FflPw5H/DzWr0K3P7bI6Zd1de4fhLuvxDr69L8Ey5mDxfzNvG0OGWbPvE7W+puR6P3yXteVq8koM8+LFL3BSLCZh6mpmDJXZNP9X7SVl7qWe/FdG6V3T3DCkyo3gm15LuOOPLQbOYzF8tsGatYk27ORjJJsxxCOf/ffzMuuryQNHpKH7e0JDXLErMrxF2Ftb//V1Wa74/Y8u8YM0y+pDoZjauCq+ic9fWf/0afMhP4M2WxuyMllrOiRw/MjVan1OJRc2t2MyozZDrJmyb2ubVwd5mPfRbLlkH+C75XP/av/wBZZ4Nqmv+mOJXLZZVfIkiVL7H/XX79c7t0Qn4stffcFCa+Vi95nzoVyGfeHhUFz2Lpn+lYnH7osRJvv8p7Wo2lkvCnrk9eS0yI7iMln+TuUy+RCr/YjrahOG0fmdg1M1gQGrJaoWKYweP417juZZoh9lrmT2uM3HlYkxE7d1VhNTfVWbePORPj7Gqt9bqNW+0DidehDX0ezz49Yddvbra72Ftu+sT0uf2dLjc9dtbWz1wlyyGqrD8rZtKfHOBiwdjZGfX7j6WweCdsJ5UhrrcddtLnDeWV1NHvjjza3J96N9dCzsz4ZbnWD1d5z0lyk0Gf1mX8nT540/8zzQBioXPMkpExUN1mJEjHUYdX4yos7zX3twbzRMhGJhJUTsaL1TVZDbZ3V1qVpKYE8ObnHMh/rk+zNc7Qpmadj5Zv//c6QMqY8ahparD37dlrN9fFyFmlI1gktf4F6mUEe+GUI/A7Jw+qGPR5nA53xuuRuG9ztQrBu+ettWDmsM+W4y9peq3ybrD6NsbfNivh4x+OssVra9lh7Ys2WmRob9xGrrWcoIWPO8g0Ey7GT1pqGZqt1e7NVWx0vB3WtRxLxBtPtblMsK5f2IOc0GSkzLW/JtjQ6UgfjSR3oaHLVgai1z86sBIbRH3pC8jPaZNmtalfbSF5665fUtCTbFxNypmkYXZjR3vR561ek0Up0CyFecsnTJN9kmsP6qlziCBE5aZVV/Spw+2Oky72sm76izt9/V1vb27usjlijq+wmubv7KQWUj3Lmz9/GPSlKUlZ5kczK0KeMw0yW/agZhyVHEANW80h7p+1gdZN7rJJOWx7mRtn788jJD99YMA/tRrZ1KJmH+WkDh45sD5Q/zxiib1+gHfSUzZM7g2MQ17gyt7LbYzWNjNlbOuKN+pHWuoC8Zn+Ut01MY8zQERhvj+R1pNZq3t5qNTc4Y+U6q9MUvOzHim/YVSH3NiT7/jqTMtPX7u5LnfJvxsSeMV9o7Y5b9u4JlBdnrBL86x2PaABdba65hKmPMe2M1fTEPGOvWtc4J+7A/b+p3672IR5vtbUndFwwYMV8bbN/7uOfG9W3OUK545w4z3pNKCZDAkNmAtx3stdqjzUEGzCdNETqrJ2dPdbJvgEztUxlhqyYPSlJVs5ExYrUWDWjTF5rt3fagZ48sjMwKVb/jW0dZpKeKuYuq96e3ITEG222B8V9PR1WU02wEzVnSlgnnbAHOi2jrQxnkMq+Znt8Emanos+KeSar1VbLviNGqbLd0xmZcyJcflIxjb9rbwpXpCT4JuSLWDV1Tda+HmdIkkueDFk9nW2W0dAHmDTt6TJlYcAy++gD77S87OmKt2hDXa3B9yPh1dR6FTvJtNRZI32qjnDHL0+GTlo7m0JkjDZaHb0nraFURXK0LB3qssxVfaMysRlEGqyuRNi558Footj2Q31WR1uTpwOL50ONtfNIr13fh/p6rLYmZ9Dhkr2m2erqM6Wgt8Mye6sDaapt2WOZ1wnT4+lAve7dCsGutpAy5SuD9W1diXDzJd/JEcVnshx6ZVT7SF0sMdhPq00xtTyb9iBfabIyLG/JAVk87Q3bd1qdnXusBtegxT8ISWTEKA+hA2NffoYpr5yBdaZpGEWMlNa9e5KT3bpYsmyFe8ouT+Nhjd1Xxd3lEke41I5tZvWrwO2PESpfZd1fdlPVY7su1zRZnb2ukXeGdcXh6f3bazUm2vd6a6ySlFleeGMa7VdmYfoUDtEGa2dHp7Vnu3uyU2O1uzBpvGO35bmMO+Ipy7ndyLLt9ZejnNrA0cYQWvZOmjGa6X/DxxgNZoxhxtvGf1tDcOwXMX1vTmV3aMDqObLP1W9HrNZOHdMMWb0d20PGA0aZVd9q9WiHnsaYIZ6DJ62W0eYDifbfTKSPxMequYwV89WGGHVKVv11RmVmNGWj++NUHGDw/75Mx8P11hHXGCweoH4gTH4w1rLU0dVhNdcm50eR+uQ4xy3E0IB+OO2x9rSEKLvs8VGL1Wk+sgbma30dgXlEY6zdzL1OWu2+OYQqVAMiu4WYAM8oMrLI5M7tIZOUREPjHsybr6y+Di0QnSmw7kGvauDrmmKW/fHUTErrXQNiHUw0tHbEgxhoT61ljLaknPgP9e6z6qPJiqhhR+taLPvDfiZhm4YibFIWbYyZyZyrQ4lUW7V1DVZLa8zaZ5Q8XjNktW8ffTJW37Iv44qaviLDyS+jiXW+WGeZJwOdwS8JycFhxGpsHj2NZmdeYiVNp6+hikTrrFh7nFlnq3vAZAeC2loAAEAASURBVGQ3AynfIhfTt4xPnnQ0u/I7pD40J7Qt3twf89dQj9VSl+xIkkx1RcpImR0JJF95MJpMY6fxhLW9xilTIX9rG63GFO89X5ZMqW/3DJA1vKjVbJRiftOzr8Wj+EsyilotHvcDeZTP6M26dlrmQN2AUkbbsYbt+xJKDCuTNsVO9+h1Jdge5DdNVgblzTJfB1WpUF1TEzqYrWlsSzLwZ1qK352hSvIaK7Yn5mn3q2tqrYamFiu2c1980OyEmUkaHD8Z/XUUDDVWh6MDTuk/+zY+ZV/liTP7ODzBhPxIt34Vuv3R1Wb5a18sqz1sgK2K5652y5z1ElKvffmdh3LW0xYf5Ne0dIaQD1qlmxdBn6PbZBLmvkYdN1VbNb7xk93mmq/nbSMTTW9sabTlWY473PHk3G5k3Paa2PPYBqbsX2tarJ0tqcbetVZTY8iHlMRYJPuyG1xJGK8bDSnHdMaNGYf/IKNxkVHUNIenMVLT4PrgFs/17MaK+W1DdCVwxuP3jMqMrvAOyVfz0XWs6dVo+ZYcH/naOM9HVnfNGrD2NIcrI3Q8EtoFDnUGlBGjxit1QQWKaVtbG8PLgh1Oda3Vus8/l3LLPHGez9CkGiiYcSbQf+qEORxqssyYPj2w19h+N2QOupkxXVyH1+ZF4v5Tp2RgaEgmT50h07MOfFiOH+6Qo7/6tZx55tly3oVzZd7M6SKnuuVQ77BcMGuWCdt/pGaI+IMn5NDBn8prvxl5d+a58s5LF0pVGl79oQ0f3yUrZ10fOG/C78792ywHlV2rkyfvj1ee2DIN9suJPlMiwvLFeWfOx5g+fbSNcaWXJ27W2Tz3Hz8sPzp8XOTss+XMyWfJ2+ZeLLOnZ1E4sol8PP0M98upkwMyZA6NCWsfEqINn5LDHS/KcXMm6NlnnilnnXOhXDx/ZuAw24T7vD24y5rG+zaZc9Hs3NuqPLYH2SQ1rfKmzDtPykUL58kkUy+7u7rkldfNbVOmfF548QKZmXWbKjLcf1w6fnRUTKsqZ597nsxdME+mTxqW7sOdMjztAplVNV0qxtjSnFYasoFj/Jw6ekBeeuNtsnjhzPRDyCFP0+6rcogjZULGrX6llCrnl4MnuuUnx14x5+dMlnPeNlfmzzZ9d4Ymp3JmuB74wUvytssXi7msLT1TiLxIM8z+7sNyYupFMq9qkvQbdl2/eEXeMPvazzrvQlkwb2Zg/OZJUBptea7jjny0G5JJHVJuBWoDPewK9COnslsgmYZPmbb/JdP2/+ZMOfNsM9a5YI7MrhplrOeMB7MeK+YpEQUuM4M6VzH93QubPiTXr9st/vF6nlKROpj+E3L45WP2VaeTzzpHLrh4flbzk9SR+N4OnpKjL78kx83EyAzr5DemTMyc9474HMvndKL+RJExUXP+dE+3OSz10WkXSfBYuhQJr22VgS0rizDxSyEDryAAAQhAAAIQgAAEIAABF4FT8uilM8Sc4S9mha/cs3AU5Y7LB4+nPwFuLTn983gCprBbHkkoMSLSvOeIvepkYGBIt1KJ2dcoAwN9crL3iGyvS94jWT3vQpQYE7C0kGQIQAACEIAABCAAgdIlsH/LaluJITXb5XaUGKWbUUWWDEVGkYETXREI9L8iP0lEE5H3XDnPLMGeJBUj67An2c+VMr1qntzwgSsSLq/4/QsTzzxAAAIQgAAEIAABCEAAAuNIwGxbeWr9zXLFvdvM8TSNcqTldmEtxjjmR4lFjSKjxDIEcfJAoPJCuSwRzDaJrLxfntx7SI6f6pfBwUHp7z9l9pkfkCc33y/nX7/BdmluRZH6pRns9U6EzwMEIAABCEAAAhCAAAQgkF8C/fLFm86X6LpjYg4Ql75dD8q8Mc6Gym/8hFbqBDgjo9RzCPmyI3DqsGxpeFju3RRL7T8Slca162T1ykVsK0lNircQgAAEIAABCEAAAhAoHgFzoGn/pMrcDxAvnsTEVEQCKDKKCJuoxoGAOSX8eE+PvPLKr+S1Xw+ZE3/NlSjm6N/pb50pF54/S2aOdhL0OIhKlBCAAAQgAAEIQAACEIAABCAwNgEUGWMzwgUEIAABCEAAAhCAAAQgAAEIQAACJUKAMzJKJCMQAwIQgAAEIAABCEAAAhCAAAQgAIGxCaDIGJsRLiBQcAKf+uSnCh4HEUCg1AlQD0o9h5CvFAhQT0ohF5ChlAhQJ0opN5AFAsUjgCKjeKyJCQIQgAAEIAABCEAAAhCAAAQgAIEcCaDIyBEg3iEAAQhAAAIQgAAEIAABCEAAAhAoHgEUGcVjTUwQgAAEIAABCEAAAhCAAAQgAAEI5EgARUaOAPEOAQhAAAIQgAAEIAABCEAAAhCAQPEIoMgoHmtiggAEIAABCEAAAhCAAAQgAAEIQCBHAigycgSIdwhAAAIQgAAEIAABCEAAAhCAAASKRwBFRvFYExMEIAABCEAAAhCAAAQgAAEIQAACORJAkZEjQLxDAAIQgAAEIAABCEAAAhCAAAQgUDwCKDKKx5qYIAABCEAAAhCAAAQgAAEIQAACEMiRAIqMHAHiHQIQgAAEIAABCEAAAhCAAAQgAIHiEUCRUTzWxAQBCEAAAhCAAAQgAAEIQAACEIBAjgRQZOQIEO8QgAAEIAABCEAAAhCAAAQgAAEIFI8AiozisSYmCEAAAhCAAAQgAAEIQAACEIAABHIkgCIjR4B4hwAEIAABCEAAAhCAAAQgAAEIQKB4BFBkFI81MUEAAhCAAAQgAAEIQAACEIAABCCQIwEUGTkCxDsEIAABCEAAAhCAAAQgAAEIQAACxSOAIqN4rIkJAhCAAAQgAAEIQAACEIAABCAAgRwJoMjIESDeIQABCEAAAhCAAAQgAAEIQAACECgeARQZxWNNTBCAAAQgAAEIQAACEIAABCAAAQjkSABFRo4A8Q4BCEAAAhCAAAQgAAEIQAACEIBA8QigyCgea2KCAAQgAAEIQAACEIAABCAAAQhAIEcCKDJyBIh3CEAAAhCAAAQgAAEIQAACEIAABIpHAEVG8VgTEwQgAAEIQAACEIAABCAAAQhAAAI5EkCRkSNAvEMAAhCAAAQgAAEIQAACEIAABCBQPAIoMorHmpggAAEIQAACEIAABCAAAQhAAAIQyJEAiowcAeIdAhCAAAQgAAEIQAACEIAABCAAgeIRQJFRPNbEBAEIQAACEIAABCAAAQhAAAIQgECOBFBk5AgQ7xCAAAQgAAEIQAACEIAABCAAAQgUjwCKjOKxJiYIQAACEIAABCAAAQhAAAIQgAAEciSAIiNHgHiHAAQgAAEIQAACEIAABCAAAQhAoHgEUGQUjzUxQQACEIAABCAAAQhAAAIQgAAEIJAjARQZOQLEOwQgAAEIQAACEIAABCAAAQhAAALFI4Aio3isiQkCEIAABCAAAQhAAAIQgAAEIACBHAmgyMgRIN4hAAEIQAACEIAABCAAAQhAAAIQKB4BFBnFY01MEIAABCAAAQhAAAIQgAAEIAABCORIAEVGjgDxDgEIQAACEIAABCAAAQhAAAIQgEDxCKDIKB5rYoIABCAAAQhAAAIQgAAEIAABCEAgRwIoMnIEiHcIQAACEIAABCAAAQhAAAIQgAAEikcARUbxWBMTBCAAAQhAAAIQgAAEIAABCEAAAjkSQJGRI0C8QwACEIAABCAAAQhAAAIQgAAEIFA8AigyiseamCAAAQhAAAIQgAAEIAABCEAAAhDIkQCKjBwB4h0CEIAABCAAAQhAAAIQgAAEIACB4hFAkVE81sQEAQhAAAIQgAAEIAABCEAAAhCAQI4EUGTkCBDvEIAABCAAAQhAAAIQgAAEIAABCBSPAIqM4rEmJghAAAIQgAAEIAABCEAAAhCAAARyJIAiI0eAeIcABCAAAQhAAAIQgAAEIAABCECgeARQZBSPNTFBAAIQgAAEIAABCEAAAhCAAAQgkCMBFBk5AsQ7BCAAAQhAAAIQgAAEIAABCEAAAsUjgCKjeKyJCQIQgAAEIAABCEAAAhCAAAQgAIEcCaDIyBEg3iEAAQhAAAIQgAAEIAABCEAAAhAoHgEUGcVjTUwQgAAEIAABCEAAAhCAAAQgAAEI5EgARUaOAPEOAQhAAAIQgAAEIAABCEAAAhCAQPEIoMgoHmtiggAEIAABCJQ8gZ6eHtm1a1fJy4mAEBgvAuVQR8pBxvHKP+ItHAHKXeHYEnKQAIqMIBNsIACBEiIwNDQknZ2dcuDAgRKSqriiMDAoLu90YtPy+JGPfEQWLFggv/M7vyPvfe975Qtf+IL813/9l7S1tUlzc3M6wZSMm//8z/+UtWvXyty5c+WCCy6Qv/qrvyoZ2RCkPAlQR4qfb9Tj4jPPJkbqRjbU8AOBIAEUGUEm2EAAAmMQ+PnPfy6PPvqo3HTTTfLud79bfu/3fk9uvPFG+fjHPy7bt2+Xjo4Ouf3228cIJfXrPXv2yN133y2VlZVyySWXyLPPPpvaw2n2lgFp6WboP/3TP8n/+B//Q06ePCkNDQ3ywgsv2H+feuopmTZtWqJelG4KgpKdd955sn79ern33nvtl+973/uCjrCBQJoEqCNpgsqzM+pxnoEWIDjqRgGgEuSEJTBpwqachEMAAhkT6O/vl4997GPy5JNPyp/+6Z/K3/7t39pKhkmTJsnAwIDoRO6BBx4QVXTcdtttGYfv9rBkyRLRfz/96U/le9/7nixfvtz9+rR/dgak//2//3d5+OGHhYllaWT50aNH5X/+z/8p06dPl1gsJmeddZYt2Fve8hbZsWOHRKNR+fa3vy2XXXZZaQicoRSqlFGjSkoMBLIhQB3Jhlp+/VCP88szX6FRN/JFMr1w3njjjUQfnZ4PXJUbARQZ5ZZjyAuBcSKwb98+ueOOO+S3fuu35Pvf/75ceumlHkmmTp1qL7XXFRo6ibv66qs977P5MTw8LC+++KLMnDkzEF824ZWjHwakpZVr3/rWt2yl3Z133hk6QPqLv/gLee2112Ty5MmlJXga0vzf//t/RdOn9U1XWWEgkA0B6kg21PLnh3qcP5b5Dom6kW+io4fX19cnf/iHfyjf/OY3R3fEm7InwNaSss9CEgCBwhN4+umn5ZprrpFf//rX9iGAfiWGW4J3vvOdcv3119vu3fbZPKvy5PXXX5dly5Zl473s/TAgLb0sfPXVV22htGyGmXnz5slVV10V9qrk7TRNqoRhNUbJZ1VJC0gdGd/soR6PL/9UsVM3UtHJ3zvLsuSee+6R3/3d381foIRUkgRQZJRktiAUBEqHgHa8elaFro748pe/LBdeeOGYwunhh+9617vGdDeWA0eTPtG2lThcGJA6JErnb3V1tS2MngOjW6z8Rrea3HrrrX5rz+//9//+n+e3/4cOwvwmzM7vRn/7wx7Ln/v9M888Ywc5liLDH0eYHGrnDjvs92j+MnXrDieXOFVxiMmdAHUkWA9Ho5pLeXWH6Q4n3/VY67u7zusB3JjsCFA3Cl839HB0XTGp49XRxo7u+qI56f/tz113+fe/09/uOuF+DnOLXX4JoMjIL09Cg8BpR0AP/3vllVfkhhtukOuuuy6t9N1///32FpRUjsfqGNSvrgTR8zf+4A/+IBFUOv4Sjs3DWO79HZj/t4aVrp07XufZH39YWI5b/et+n+8BqTtsf1xuGXgencAVV1whuupIzR//8R/Ld7/7XfvZ+U/PzgjblnHs2DFZs2aN3HXXXVJTU2Nvv/q7v/s725sugf3c5z5nH7T5nve8x3O+ht6EojeJnH/++bJ3714nGs/fN998UxobG2XRokX2Ulo9dFfluuiii+R//a//5XHr/FBFzAc/+EH7n66g+sd//EfR8nbmmWd66pvjXs/H+fu//3t7pZUu11WZNB2/+tWvHCf26qkNGzbYg8jf//3ft+VxXurhwOecc4589rOfdaxC/2o8yvXcc8+VLVu2BNw88sgjcu2118r/+T//x36nhwJ/4hOfsNOhq2F08KrmF7/4hW139tln21vebMuQ/1RZqIqnD3zgA3a4+gWvtbU1xCVW6RKgjlxj18NC1RF3PhSiHjvha5ulE8GlS5fatzJpe/GhD31INm3a5Djhb4YEqBuFrRvaP7z97W+3D53XrNHbt3RLtK7szaRvUqX2v/zLv9h9x3333SfaL69YsUL0jBO3eeyxx2ThwoV2fV+8eLGsXr3aPjfOP+5z++E5zwTMwBYDAQiMM4FPfuKT4yxBePRf//rX9dOw/W/37t3hjjKwNRM2y0zeLHN+hvXhD3/YmjNnjmU6GevEiROBUMyBoXa8ZkuLZTohyywTtMxKD2vKlCmW2WpimYlMwI9amJUj1hNPPGGH/2d/9meW6VwsM0mxjhw5Yrs3kzXLTO4sc12mHZ66VfPyyy9bprOyqqqqrN7eXusf/uEf7DivvPJKy0xMbTf6nzlx3Jb7rW99q2UmUQl798Pg4KBlDkK1/Wk6zbkJlvIzEy2rrq7O7TTxfPDgQevmm2+2zGGRlhk4Wp///OctMxm0zMTSMpO7hDvnIR2WZpuA9elPf9oyE07LnFtimfNLHO+Wmfha5kYYy0xOE3bj/VCq9cDP5fDhw5Y5jNUun2aibD333HN+J57fZkJuzZ4929q1a1fC3hyWa5nzZiwzWbB+85vfWOYGFMscpGuHaRQetjtzyKtlvixZK1eutO3NICnh33kwK6bsMm4GW5a5+tW23rp1qxWJRGw/RhnoOE38VTujGLF+9KMfJewuv/xy64wzzrCMUiNh5zwcP37cMkoRy6zMsszhaba1lkmtK1qmzBco284M/iyjVLHLnLYbTllft26dNWPGDFserf+jGXNgsGVuTrGMIiM0vRq2UYZY5gwPywwU7WBOnTplM9R6ojzNbT/2bzNhsP7mb/7GLuMqi/L1G6NcscP793//98QrrRfq3qy2SdiV2kM51BPqiGW32/muI+6yWKh6rHFo/dI2xCguElE644HvfOc7CbtSeSiHOuGwom4Urm7o+O8//uM/7DbcrCy0x4PaL2XSN2l/p/3Hn/zJn1hmO7WdbUYxboepdo756le/atsZZaJtpeMtc0C9Pb513PC38AT06x8GAhAYZwKl2gm///3vtxtqo3HOmVC6kyEnIp2M6YRi1apVlvmKbf3bv/2bZW4vsZUYaq9KB79JpwPSyZIqRnQi+t/+23+zdCLY1dVlT8g0XJ0oqRsmln66hf9dqvUgLOU6WDJXrdplVBVCP/jBD8Kc2ZNpVb61t7d73mud0vJnVjsl7B1Fhrlq2Fak6URbzebNm+14zJfQhFt90HJsVhBYZkVBYmKv9ocOHbLdmwN4E4oHtVejcppVIwHli7mJxfZjVkzEHY78r0rGBQsWWKpQVIWL23z0ox+1/ZgVDG5r68EHH7TtdcKjCkFVCjz//PN2HdO6NpoxX8DsyZ9Z0WX7/9KXvuRxam5Fsu1VCeQ2ZlWIba9tgtZb8+XM0oGnGlWgaHr95n//7/9t8zfb1zyvnAGrci1VUy71hDpiWfmuI06ZLHQ9PmYUrNof6scAt1HFZZhS0O1mPJ7LpU44bKgbhasb+vFGy65Z5ejgTvwdq2/S/thsn7b71IQn86B9mIb553/+5wlrVbir8t/dh6uyz/kQkXDIQ0EJoMgoKF4Ch0B6BEqxE9Yvr/qVUxvv22+/fdSE6FdmbbzD/ukXVDXZTIZ0ZYLGbQ4WTXzx1bB0oqGdh77TVRuOyaQD0q/J+vVWV4boJEi17GqnKyL++q//2gky8YV8ok4sEyCK9FCK9SBV0s32DauiosIuizpZ1sG/22jd0HJmlrS6ra2Wlhbbj1kG67E3W1Ysc92uZW4F8qyU0VUZWt5Vkec2Wm5VmaIriNxGlX7qXr9Iuc2Pf/xje2JvtmK4re1nVVSoH3PdceKdTlj0q6zZ3hW6AkpXGqkfXXHhNhqWyrV//357ZZL7XTrP5nwdO1yz19nj/CMf+Yht/7Wvfc1jrwoQlUPrrq62cgaWZhmwbW+2pnncm200dhuiq7z8RtsBDUuVTH7Fjd/teP0up3pCHcl/HSlGPdYv0ebmJfuf2X6VKOq6uqwUTTnVCYcfdSP/dUPZ6rhO2/AwpXmqvklXbeiKRF2tqKsrHKOr/HRFq66uchTk+u4v//Iv7Xh0rOqsENQ4zc00jlf+FoEAiowiQCYKCIxFoBQ7YZ3QaGeg/8ImPk6adFmdTgx0ubfjXpeUO8vts5kMqQJEJ3SqsPBP3jRe/UKscTlL4zPtgHbu3Gn71+0f+hU8bGuLxsPEUikUz5RiPRgr9boawSn3uoLJbfSrvioDddWPGp0kq/JBlR/+LRbuSbeuQNIyrUYHSDqAUkWJLpt1jCpJNF7diuE3aqfvdNWBY7RO6fYWc/aEZ5Cm73Wbkjmk1N765LjXv2vXrrXDMWdiuK0Tz7ryQePR7RiO0fquig8d3GndcsvsuEn111kR4d4Gpe51gKjhhm21chQ9Gp97K43Zv2zL594+pQNUp23RJd5+c+DAAduP8ihVU271hDqSvzpSrHqsZV+3smn9ftvb3mZ1d3eXanWw5Sq3OuHApG7kr24oU91qqErosBV1Y/VN//qv/2qXd3PGlJM91re//W17bKvbfP2KEf1woSt4tY74P0okAuCh4ARQZBQcMRFAYGwCpdgJqwJBG2j951/iHZai2267zXbr//qZzWRIOw+NV8/PCDOO0kSX1qvJtAPSr7Ya/qc+9Smrra0tLAqLiWUoloJalmI9cBKcqg7o+RRannQrh56PokbPYlE7PXtCFQq6/UP3z+qAx1kx4IStf9WNun/LW95ivfjii4lXen6D2utqBLdRJYKu9nB/IdL3qvjQc2HUj5Zhx6j8aqdfkfxGZdJ37jM4VJGiChS1H23bjDlUzX4fi8USQeqZM+rHHDxq6UAvU6NKUfXvHxjqkl61N4cOe4JUOfW8GmWhy/jdRlekqJ/Ozs6EtcNZz8gJMw4n97k4Ye7G065U6wl1JFgq8l1HnPJZ6HqsKdG2TFdEah1SxaKzwjKYyvG3KdU64ZChbjgkkn/zXTc05K985St2edUtJH4zVt+k52JoWdetKarM0LPKtJ/VFY7Oigt/mM5qQPWncWOKTwBFRvGZEyMEAgRKsRPWL5c6OdAG2v1lNyD8iMUll1xiuzW3LCScZDsZ0hUdGq/uifcbVV6oXO5zOzLtgN7xjnfYhwC6t5H443EmPBN9YunnUsjfpVgPnPT+0R/9kfMY+OscLqZlVs+nUOPsxdXVDLo6abRVP05geoCt+vdPUFTZpvb//M//7Di1FSFaB8LOiXEmOlrG3UYHZRqOX3Gnh+bqgaX6zr0k9mc/+5ltp8vLncM83eE5q5q0fjjKG32v29A0LD1oMxvjHGzqXomlA1Ddd6zh+s/w0GXvaq8rVtyM9ZwbVSyZmyM8Ymg+qnvlGmacLTb+FTNhbsfLrlTrCXXEWyIKUUeKVY+dlOg2Fq1HWmc+85nPONYl97dU64QDirrhkIj/LUTd0JCdg6J1247fpOqbdCuVrgDW86x066KW+3S3Fjp9ip7H5O4L/fHzuzAEUGQUhiuhQiAjAqXaCetXSR3AOLcPjJYo3cuu7rQjcO/Xz3YypJMw7VCcWxjc8eqETuPSw0DVZNoBvfTSS7Z/7XR0Sf1ohonlaGQKZ1+q9UC3R+hEebQvkrp1RMukngvhTPr1tH+185+PEUZPy7BuN9F/uh/XbXR1hb9e6SGaGrYehOs2quS74IIL7Hf+OuusrnCfK6OymuuVLa1vqsxwD8KcFVm6vSrMOAcBuyf8DiddbuveYxzmP8xOv3o5h3M6W1J0Sbuu6tItOZpm9xkeGoaez6H2DzzwgCdIVdiovftwNnWgK8bUXr+k+Y2jkNItOM52IL+bUvhdivXEyXvqSLKEFKKOFLoeqwLQ/2XZ2aJ11VVXJRNXYk+lWCccRNQNh0TybyHqhvYfer6F9j9OP+zE6OTBaH2Tc0C2bjscS4Hx+OOPe7ZM6jhSFebar+hqYkxxCfyWAY+BAAQgEErguuuus+3NQZ5iOoJQN2ppvuTa78wyejEDrYS7X/7yl/az3utt9rcn7J2HjRs32o/19fViFBf2s1kOL0bZINdee62YyZXjNPHXKDDE7H8Usy/etjPKElXIivlyLKZztO/w1ufRjFkmaL/S+77NbROhzsxBp2I0+mImlmJuUPC4MXvwxUwsxSg6EvZmK4CYTlTMpC9hpw+mgxOzRN62M8vcPe/UjxpzsGHCXhmbZY0ya9YsO+3KwDHZsDQrYsRM6MR03mImdE5Q/M2QgBnkiNl7K9/4xjdCfZqtF7a9+VqaKOe//du/bdsZxVvAj5YVc5uHmCuB7XfmvAsxSgQx27PErHBIuDd7euWHP/yhmIPG7Hr1xS9+0X5ntqbYf7V8OcYo/cScEWG7Vbsbb7xRzC0+Ys58sJ049VfT4Rij7BCzdNaub1rXtQ5u27bNfm2uW7X/htUlrQPmtg8xygMxB346wYlRfticzDYYu8wlXqT5oHVC06yymH3OYhQzYs7nEXMNrZgDd8VcvyxG6SLmBPlEiCqHWZ0i5naFhJ0+mK099u/ly5eL+bomRklh/x4tXWbga9d1zTejKBKjULHd8196BKgjXk6FqiOFrsdaB50+0kmR2Tpn12d3e+O84+/YBKgbXkaFqhtmC6GYD2lilNV2P2xW8olRqNuRj9U3mXNgbHfaj5prVb0Cm19GgW732friy1/+shgFe8KNjiPNrV/2b+pIAkvxHoqrNyE2CEAgjECpfk0wk2f7C6lpkRIrIMLk1/3/6sa/XFtXZ6i93kLgN3rtoX5p9n9JbWpqsv34r5pU/6YDsZe5qvbcMc7VixpP2FdWPdBPvyg5prq6OvRsAee9/jUTVlsGPXTRbfQrrS7p14Of1OjtE2rM5M92r1/hHaMHO+ohhM7tK6bztnTlinMNp355VpmdO8jVn349Vndq/773vc8OSrX/arJhqVsaNKza2lo7jFL/r1TrgV7jphz1a4/exOE2mqd6+KyuXHCvdjAKCLt8qz8tR3qIpJZV3S6lZzm4VxboFYfqTpfbuo1z3aj617rl3B7g3Nyjqyj0fBj9p1+4zCTEPpNDw9KlsbodQ7+wqnGWv+rNPLqFRLdwqD+nvOnKjIaGBltOR4YPfvCDtlxG4eJYWVqf9KuW/1pGdaB1WePO9quUc8Wd7ktW2XRVlPLV7S8arq6m0K/FTp3Qs0a0DdHtIH6jZ3Son927d9uHjurXOjVa//QwuJqaGo8XTb9/G5nHQQn9KMV6Qh0pTh0pdD3WlY66+kwPTXSMtjd60K5zHbRjX0p/S7FOOHyoG8WpG844TMup3qLnLq/p9E3OKpE5c+bY411dVXjw4EG77zUf3RLnZJgPTYGxrvaHau+uN07+87ewBNhaUli+hA6BtAiUcieskyu96UD3yoddvaYTdn2vkwadvPlNppMh8wXVDss90dMwdc/jvHnzQg8eTLcD0o5J0zHWElkmlv5cLM7vUq0Hqkgwq4YsPdRTtx2Y1Q62kkD33Jov+PYBlO4tVQ4tnRTodhGtG/rPrAawDxHTq43dRsNU5YB/Sav5MmT70+XkekuJ2+hWC53E66RcJ/zOoZ96dozaaz1yD6r27t1r30yicuh5NqpIVKMHdaqdbi/RSb/bqOLlAx/4gKWHsumgUOuFbjczq0kSgzq3e1Xo6JYwf/rcblI9a53X9Kg8ZjVSQjH08ssv23Yatio6HaOKRHXrHrA67xwOemCwe8uMvleFpzLVA1Q1PL2uT88ycR8K6oRTin9LsZ5QR4pTRwpdj7WN07ZAFbPa5jU3N1tXXnmlZVZFhdb5UqkfpVgnHDbUjeLUjR07dtj9gY5H/R/V0umbzArGxNWt2q/ozVXa17v7RT2HSe31VhQ9MNqskrTMagz7A8ILL7zgZDl/i0gARUYRYRMVBEYjUMqdsMqsEwmdEOikTLXVt9xyiz2p00Zevwrrl1Jt0J2vnu50ZjoZ0psOdCWDHuCpBwbqpElvKtABln6dDTPpdEDqzznRWvfVpzJMLFPRKdy7Uq0HbgWdlnH9qq8rBlS55qx4GI2KWWpqK9+0XGdqnLj8Cg4nHD3vxX+mhq5S0PoaZnSFlXNlsfNe49CvTmF113GjKyJ0MKcrM/QA30IajSvsWlRdheVWzIwlg3Jw39rid6/KFj0TQ1e5OLcf+d2U6u9SrCfUkeLVkULWY10hqHVc2wNVLKripJTPi3HqaCnWCUc26kbx6kam/YSTR85fLffab+gZUX4FuLrRj2HHRvpy7du1fqgC3Gz5coLgb5EJnKHxGc0TBgIQGEcCn/rkp+QTn/zEOEqQXtS6Z133Ieree3Oom5iDBWX+/Plirj8cMwCz7F70/IsLL7xQzMFI9r72VJ7MBFF0v67uf9c4ws7LcPvXpsx0MKLnB+iZAs6ZG243uT5rHEbrLuZrr30mhz88M4G099a7zznQPZtm1Yo4e/PdflRWfW+uuEtYaxy6p1bjMF/WE/buh0xZuv2W8nO51INSZohspz8B6snpn8ekMDMC1InMeOEaAqcLgeDpe6dLykgHBCCQdwJ6aKRZKZFVuKrA0H/pGnPlm+jhoekanfTroaL6r1BG4zB770cN/uKLLw68M+cqiP4LM3rAlHPIlPNe44hEIs7P0L+ZsgwNBEsIQAACEIAABCAAAQiUKYHfKlO5ERsCEIAABCAAAQhAAAIQgAAEIACBCUgARcYEzHSSDAEIQAACEIAABCAAAQhAAAIQKFcCKDLKNeeQGwIQgAAEIAABCEAAAhCAAAQgMAEJoMiYgJlOkiEAAQhAAAIQgAAEIAABCEAAAuVKAEVGueYcckMAAhCAAAQgAAEIQAACEIAABCYgARQZEzDTSTIEIAABCEAAAhCAAAQgAAEIQKBcCaDIKNecQ24IQAACEIAABCAAAQhAAAIQgMAEJIAiYwJmOkmGAAQgAAEIQAACEIAABCAAAQiUKwEUGeWac8gNAQhAAAIQgAAEIAABCEAAAhCYgARQZEzATCfJEIAABCAAAQhAAAIQgAAEIACBciWAIqNccw65IQABCEAAAhCAAAQgAAEIQAACE5AAiowJmOkkGQIQgAAEIAABCEAAAhCAAAQgUK4EUGSUa84hNwQgAAEIQAACEIAABCAAAQhAYAISQJExATOdJEMAAhCAAAQgAAEIQAACEIAABMqVwBmWMeUqfCHk/tQnP1WIYAkTAhCAAAQgAAEIQAACEIAABCBQdAKf+OQnih5noSNEkVFowoQPgTQIqALtdGxg0kg6TiCQIEA9SKDgAQKjEqCejIqGFxOUAHVigmY8yZ7wBNhaMuGLAAAg8P/ZOwswOYrtbxeuwV1DcAnuGiA4QYIHd4egCfzhJkHuJRCcIMGC+8Wd4A5Bg7s7wSFYfectbvXX0zu6O5vd6fmd59mdnurq6u63+0x3nTp1jgiIgAiIgAiIgAiIgAiIgAiIQOMQkCGjca6VjlQEREAEREAEREAEREAEREAEREAEmp6ADBlNfwsIgAiIgAiIgAiIgAiIgAiIgAiIgAg0DgEZMhrnWulIRUAEREAEREAEREAEREAEREAERKDpCciQ0fS3gACIgAiIgAiIgAiIgAiIgAiIgAiIQOMQkCGjca6VjlQEREAEREAEREAEREAEREAEREAEmp6ADBlNfwsIgAiIgAiIgAiIgAiIgAiIgAiIgAg0DgEZMhrnWulIRUAEREAEREAEREAEREAEREAERKDpCciQ0fS3gACIgAiIgAiIgAiIgAiIgAiIgAiIQOMQkCGjca6VjlQEREAEREAEREAEREAEREAEREAEmp6ADBlNfwsIgAiIgAiIgAiIgAiIgAiIgAiIgAg0DgEZMhrnWulIRUAEREAEREAEREAEREAEREAERKDpCciQ0YluAe+9e/fdd92TTz7ZiY5KhyICIiACIiACIiACIiACIiAC5Qn8/fff7p577nGjR48uX1FrRaAOBMavQxtqogiBL7/80l1wwQXumWeece+//74bf/zxXbdu3dyyyy7rVl55ZffKK6+4H374wfXt29e9+OKL7sILL3SXXHJJKNt7773d8ssvX6RVFYlAYxC444473IgRIwoOdv/993ddu3YtKCv15fvvv3fHHHNMsnqcccZxK664ouvdu3dSpgURaCQC0olGulo61rFNQPoxtolrf81AgL7G1Vdf7X755ZeC0+WdaoUVVnCbbbZZQXlbvnzxxRehLzNs2DD3wQcfuOeee85NPfXUbWlS24pAZQLmBSCpI4HPP//c77jjjn6KKabw++67rx81apT//fffwx6++uor369fP29XJfxZR69gz9tss00ov/XWWwvKS315/PHHvRlG/JVXXlmqisobhMDAAQMb5EirP0zu97XWWiu53/faa6+qNx48eHCynRn+gh5VvbEqNiyBPOpB+mJIJ9I0tNxaAnnVE+lHa+8IbZdXnajHlaUPctpppyXvVD169PCvv/56PZouaOPRRx/1l156qR933HHDvsyQUbBeX0SgPQhoakllW0/VNUyJ3ZJLLunuvPNOx/JZZ53lFl54YTfBBBOENqabbjp3wgknuN12282NN954brnllitoG8+MiSee2K2xxhoF5aW+MILx9NNPB2trqToqF4GOIsD9vv322ye7Hz58uMNTqZLYQ9edfvrpSbU+ffoEPUoKmnBhvvnmc/YAaMIzz9cpSyfqdz2lE/Vj2Vlakn7U70pIP+rHstFbog+yyy67JKex7bbbuvnnnz/5Xq+FlVZaKbzzzTnnnPVqUu2IQEUCMmRURFRdhVtuucWtvvrq7q+//nIPPPCA6969e8kN6ZgttthibrLJJkvqfPjhh+7VV191q622mpt00kmT8nILBx10kDv11FPDX7l6WicCHUVgjjnmcDzUpplmGvfbb7+5M844o+KhmIeRm3766YOxj8pdunSpuE3eK/D7IMkHAelEfa6jdKI+HDtbK9KP+lwR6Ud9OOallXS/wjzG2/W0JplkknZtX42LQJqADBlpGq1cJgaGTSdxf/75pzvnnHPcQgstVLaleeaZx2G5TAteHMj666+fLi67TOeQGBvE3pCIQGckYC6GwWBn06zC4Z199tnup59+KnmoeB0MGTLEHXrooY45nBIRyBsB6UTerqjOp54EpB/1pKm2ROAfAun3qfRye/DB41wiAmOLgAwZdSC99dZbu++++y54ZGy66aYVW8R9co899iioxzQRJGvIqOROXmk9bRJBOC2ltsmWZ7dLt5FdztbNthXrUy9d948//oir9JljAvvtt1+YNkUUawJBlZK77rorBLxFp6oRjCIWUyZ4JT300EMljSTcc+gY7SMEosLo+PHHHxfshvuWAL3nnnuuO+WUU9z9999fdEoH25100kku3r+fffaZO++888KxZINqxR38+uuv7oYbbgjbEdyXqWQYPyXNSUA64Zx0ojnv/WrOWvoh/ajmPlGd+hBozTsNe8bTlqn0DECR4ICAn+Wk2nesTz75JCRAiG2NHDkyvJMx6Bvfu+I6fTY5AbupJG0gYB2dJIDOE0880aqW7IfA2zQTP++88ybbWzwBP9dcc3lzsfePPPJIUv7CCy/4//u///NmMPE2x83bwz5Zl16gTYvH4ZdYYgm/5ZZb+kMOOcTblBc/99xze/PiCFW//fZbf9RRR/nNN9/cL7roon6RRRYJ5dddd53v1auXN1c0b/MsfanzqmYf8Zgsraxfd911vU2d8T179vSbbLKJtwwU/sQTT4xVmvozr4GqHn74YW8eSuHaEuzTfm79bLPNlgTAzV50m57lzYAQii3TT6h/2WWXZat5M0z4Pffc0xMI1Awj3mJqePN08ual5O+9996kPvf4cccd5216S2jr4IMP9jfeeKO3EYPw3aZ4JXXtAezNkOjXXHPN0N4666wT6ljMGs86hLY32mijZPuff/7ZDxo0yNsIR6jL+VGf40uLGVn8TDPN5M1A46+//nq/8847e87PMrF4M3ykqxZdnmiiiVq0WbRigxfmVQ/Sl0U68Q8N6UT6rqhtOc96Iv2QftSmDf/UzrNOtIZHdhub9p68o1x77bXJ6ta+09CATYcP/RTLtOhJUnDkkUeGPstUU00V9pUN9lnNO5YZKkL/gHc0m2bmbZDYr7LKKsmx847Fe1N8J0tORAtNS4DRRkkbCFjqoqBgKFxrhR8SlDMaGI444ghvwXiCsYJyi4WRNE2nZ8yYMZ6ow6y76aabknVx4ZtvvvEWSNTvs88+3kasQzGdPYwVbGMj06GMzhY/bvz4UH7AAQcEg4fFMfAfffSRNwtrKKetrFS7D7ZjP+wbVlHoTLLP++67LxY19WdeH8Lpl9K33noriWaNoS4rzz77rOcBaGmJw6pyhozDDz88GC54yEUh4j16yAMQYwHCffrSSy95DCTcbxjQeOhirFt66aX9rrvuGuqZZ0Qw5JmXRfjOP+5b6rMdxj7EUpl5S2UWyijHkHjyyScHfeEBHA0ml19+eajPPyKGTzvttOEvZjCi3AKhhnYwOFYSGTIqEWqc9dIJ6URb79a8Pi/gIv2QfrRGP/KsE63hkd2mlCGjNe80tE1GRt7X+vfvX7CroUOHJu9HaUNGte9YTz75pP/Xv/4V2uB9jr4Q73vmzRret3jv4o9BIYkIQECGjDbcB+be5C0acFCqUp4R1TSPoQLFvOeeezw/AhdddFHY7MwzzwzljDZnBe8J9h07fXH9999/7y1Tit9iiy0KRnBffvnl0JYF4WkxAkzHjv0vtdRS/sEHH4xNBSOHTYMJ6/CoiFLrPt57773QBvtJy+KLL+4ZMZd4n9eHcPqllOscDX/co1mvha222qrgoVjKkHHNNdeE+4l0YlmJOoPXR9rTAa8J7nG8nH788cfsZkHvJp988mD9T6+0IL5hO7Z95513wir0nu/8MaqcFrw/KOfBG4WUzJShX2nB84RyPEsQvDvwECn2h8dHsXLKaD8vklc9SF8f6YQP96x0In1X1LacZz2Rfkg/atOGf2rnWSdawyO7TSlDBvVqfadhm/XWWy8YMugPpIX3Lsu+GN5t0oYM+jbVvmM9//zzYXsGcGw6cLr5ZOCVd6J0+wWV9KWpCIxvLxOSVhIgKnScq7XAAgu0shUX0rWSwYQ/M0w486QIbTFXHyGla1o+/fRTZ9ZQZ14ZLTI6kMnEvCnC3P50QB9iAiBkVslGFB4xYkRYZ52ikDUlfLF/BN0ioOjXX3/trLPkrBMYVtW6jxlmmCGkoGX+HEFRY9pZM2y4qaeeOu5On01A4LDDDgtxImwUwN1+++1uww03DGdNwFxiXbz99tsVKZg3T6iz4IILtqhrHhauX79+IfaFeSu5bbbZJtSZcMIJwycxbOxh2mI786AI2YLSKcqoROybKBwzgXXNwBIyqtiLgTOvjrg6fNoIQvhEB6PMOOOMjmOJ+kM5sQFiVHnmmCKkXr7kkkvCcvbfsssu6y6++OKgk9l16KikcQlIJ/65dtKJxr2H2/PIpR/Sj/a8v9S2q/mdxrwmQr+F/kQ2Awr9C5sm72zwtABtLe9YMaMj7042xbegHX4PzCjizIDiHnvsMWfT5wvW60vzEZAhow3X3LwUkq1nmWWWZLmWBfNWcK+//rqzefkhWKB5Y4TNzZzmzEPDmeuWW3755QuajBlOLOZEQbnFwHBsf+yxxzqMB2kxC2f4albUdLGzUWb35ptvhk7UwIEDC9aZG3xYTwRijBxIa/ZB2ieMFqTeNFd999RTTzk6fNmApwU715dcEsCIteqqqzobdXODBw9ODBmkEcboMPPMM1c8b4J6ImnDQNyIh2jXrl1DKmMMD1EwypUTm/bizEPIkfq1lJCLPQo6gSEjKxgjkGiciOs33njjsIi+mSdJ0Hl0G0HXEY4x6lkoSP3DKMnxpY2TqdVabGAC0gnpRAPfvu1+6NIP6Ue732TaQTI4k0VR7J3G4uaFarxrVSu1vGOVe8/hvWmZZZZxNi099F2q3b/q5ZdA+bf7/J53Xc4sKjiNtTb7QDRKmIuUs4Cc4ceE9jA84AWx9tprB2spZVEYyUayRgk6SHSGLJBgrBo+6SjddtttYTmbFSXun/SYs88+e8F2ZFWgs9a9e/cwWs3K1uyD7SyoZ+ikcU506jCSSJqTgE27CCdOpOvHH3/c2fSi4G1AytVKQiRrMoQgFv+iaHWLUxHKGeGtRqiH1xFeIebKWPKvkjGk3L74fSAK/1prreUsyK2zuDgt9Lfc9lqXbwLSCelEvu/wtp2d9EP60bY7SFvXk4AF+QzNRY/0Sm3X+x0rGlDKGTwqHZPW54eADBltuJaWJSEZIY2KXWtzMe0qLu0WEDPZPJZnDQ/8cGCJxAMkXd8i+AZjBd4bs846a9IOC7h04QVhGUiCa3x6ZdzP/vvvny4Oy0wFQSxLSvhs7T7YmA4io92MmFvmleCdERrVv6YjwD1tmUzCeWPgIg0qLorVTM/C04ipHUh6+kYo+N8/PIAQi2z9v5LyH9yTTHHCkBGnYGW3QO9KGU6ydbPfbc6os0wnQT9xyeRcJSKQJiCdkE6k7wctFxKQfkg/Cu8IfetIArwzIaXel7LHVu93rLj/at4Zs8ei7/kjIENGG66ppVN0PXr0CC3g8WDBCyu2xtSPL7/8MtTD/ZypGnTymfeVFjwlsDZmvS4sFauzYIUt5o0RM4P9W0rWdDMh5oZlJQllWaMIVlL2b4EXXRzFjhtbBgh3xRVXhCkvlrEhFNe6D87P0jzFJkPn1bJChO/EDJA0JwHu63i/WzBNZ1k/ku+ViDC9Aw8hJHoZZbfB6wex1KzZVSW/ozd4TRx99NFF61iWFZeeSla0UonCq666KswnRY+yU77YJE4tKbG5ipuAgHSi8CJLJwp5NPs36UfhHSD9KOShb2OXQDQg4ElOX6GUpKfftuYdK719eh/RgFJqKm66rpbzT0CGjDZeYzrmzNmy1JHurLPOKtsaHRoeQLEzw1x/RmstW4MjqE0UAgziQcE8MOrSiYoSPSgIgMMIMW0isfNGsNAolno1uLNbtoRQxDQVAoXy44NgxMDYkDVwsG733XcPcTMIqhOl1n1g+Mh2NglkOuWUUwYDS2xXn/klwBSiYtOI+vTpE7yK0AcecFmjA0a5+BDLbm/piQMwS8cVpqWk6aFPxMaw7CgFOhVf/LKxK+K23O/IZZdd5ghmm54qZpl8HN5JMbAnxxWPLbYb24nf09sTBwd54403YrXwGR/G8fzQV0n+CUgnnJNO5P8+b+0ZSj+kH629d7RdaQJjxoxJVqbfTyis9Z0GD1M8Xy3TmjvmmGOSduNCHNRlfZRa3rHiNgT0jG3FMgZg8WwlrmDa65Zzuv/++9W3iKCa6FOGjDZebIwEMSgnHSD+6ExFwSWdyLrEoMCIQFaFKNEoYalSY1H4JHYAPyxkZcCbIj2FhJgCCN4gllLS9erVK3zHM4RRC0tV5K677rrwR/BEMjiwXwSvC1z5o1t/3H/6x4AfDUbLiTjMvtIeHrXugzgfGDLSmR84Fn7ctt9++3BM+pdvAngxENMi/RDljMki0rdv33Dy0TsjTYKOTjQKZD0h8GzYcsstw33EZ/qhzP3NlK9LL7003VwyaoBxrZgQVybqAXFgMCwSTJegtDwwCUaKfiEErYqGDOJ7pCWOTnz88cdJMTExEHTT8qMH7wx08+mnnw7lGC0JfJo1+oWV//tHRpe4/3S5lhuPgHTChTgxXDnpROPdv+19xNIP6Ud732PN2H40HnPu6WW+1/pOY+ntE+9VBnCJ/0UgczKxHXDAAWGZdocNGxamlPMuV8s7FtsiDO6cfvrp/3z5339LWx+MFdlyvGl5V8tmOSnYWF/yScBuMEkdCFiqVG+jyiH3sbm/+0UWWcSvttpq3tIIeZsT7y3FaYu9WIqisN4sjAXrbNpFaMe8MbwZEwrWmeEkrKNtm6JSsM7ibHjr7HjLqOCtE+atMxXWmyt+KCfv8+jRo5NtLOuDN6uqNzexkJv5hBNO8GYY8dbJ8hYPI6mXXqhlH+Z94S0uhzdjiLdRdH/uuef6FVZYwffv39+bwSTdbNMv5y0HusVx8Wag8xbPItyv3ANHHXWUt45+cq3JP25eDt6MAkmZZdDx9iAM+cntFzdsa0YPb8YAbx4YST3uH+4jmyvpzUDnzdrvLbVqqGfGsqQey3vttVfQs9gebZmXRVInLpiBzdvDNuwz1kUHzVAZq3gzEnpL95XUsZg03rLxeDPWheMxA2OyDl2xgLlh2wMPPDDkUKdd9N6miHkz8AT94xyGDBmS7KOZF/KmB+lrKZ1wXjqRviNav5xHPZF+SD9arxHe51En2sIjbmuDN94MDQXvVDadPfwWX3/99a1+p6F9MyZ43s/i+9L0008f3pfoc9C3sIFbP3LkyHgovpp3LCqbYSW0aanl/RprrOHpu9ggVeib0KewQdKkzbjA+yXHQT9M0lwExuF07eJL6kQAiyQu5GRBwGuC0eFsNpBKu+KS4M2AN0TMpxy3wbuBKR5xjlosj59YVk353bTTThuLHEE6iavBsUQh5SseH7jgEwyU/XXp0iXEy6g08lvtPvDqIP4G7bENsUHwBuH4JIUEBg0c5AYMHFBYqG8VCeDxRHYdPD5I0xcDgVbcsEwFM/Y5e/iGAKDE48B7pB6CDuKx0a1bt6Q59sUxo3sS56QHbb8LpBNtZ9jZW5CetP4KST9az64zbymd6Jirg4e1DeSGvgop4oljRkICpuLGFPPZI6v0jvX22287G/AJHrEEYSeZAp8kLEgnWUi3izc5aWFtoCnJspher+X8Evgn/H9+z2+snxmu6Py1Rej4L7nkkkWb4Ieh1I8DG6D8WcFNPh2Dg/VxWgnBREkja54S2c1Kfq92HzEoIw3xA8SfRATqSYCHZoxdUa92yWDSs2fPejWXtIOxImuwYF8SEagnAelEPWmqrbwRkH7k7YrqfDqSAIOtMelBPI5K70+1vGPRH2JAlL9yMu6447qVVlqpXBWtyykBxcjI6YWtdFq33357qKL5ZJVIab0IiIAIiIAIiIAIiIAIiEB7E9BEgfYmnK/2ZcjI1/Ws6myYakLGFFzcCdojEQEREAEREAEREAEREAEREIGOJBCzy5GhRCIClQjIkFGJUI7Wk92BuWu77bZbyLrAjwSZSUjjKhEBERABERABERABERABERCBsU2AOBdklhs6dGjYNTHFzjvvPBdT1Y/t49H+GoOAYmQ0xnWqy1H+8MMPIQjptttu6/hDCE7KHLd0cNC67EyNiIAIiIAIiIAIiIAIiIAIiEAFAgTixZBBzA3+opAswLLTxa/6FIECAjJkFODI9xeyhWy99db5PkmdnQiIgAiIgAiIgAiIgAiIQMMQsLSw6qM0zNXqPAeqqSWd51roSERABERABERABERABERABERABERABCoQkCGjAiCtFgEREAEREAEREAEREAEREAEREAER6DwEZMjoPNdCRyICIiACIiACIiACIiACIiACIiACIlCBgAwZFQBptQiIgAiIgAiIgAiIgAiIgAiIgAiIQOchIENG57kWOhIREAEREAEREAEREAEREAEREAEREIEKBGTIqABIq0VABERABERABERABERABERABERABDoPARkyOs+10JGIgAiIgAiIgAiIgAiIgAiIgAiIgAhUICBDRgVAWi0CIiACIiACIiACIiACIiACIiACItB5CIzjTTrP4XT8kQwaOKjjD0JHIAIiIAIiIAIiIAIiIAIiIAIiIAJ1IDBg4IA6tNK5mpAho3NdDx1NkxLAgJbHH5gmvZw67VYSkB60Epw2ayoC0pOmutw62SoISCeqgKQqIpBDApp0y5LpAABAAElEQVRaksOLqlMSAREQAREQAREQAREQAREQAREQgbwSkCEjr1dW5yUCIiACIiACIiACIiACIiACIiACOSQgQ0YOL6pOSQREQAREQAREQAREQAREQAREQATySkCGjLxeWZ2XCIiACIiACIiACIiACIiACIiACOSQgAwZObyoOiUREAEREAEREAEREAEREAEREAERyCsBGTLyemV1XiIgAiIgAiIgAiIgAiIgAiIgAiKQQwIyZOTwouqUREAEREAEREAEREAEREAEREAERCCvBGTIyOuV1XmJgAiIgAiIgAiIgAiIgAiIgAiIQA4JyJCRw4uqUxIBERABERABERABERABERABERCBvBKQISOvV1bnJQIiIAIiIAIiIAIiIAIiIAIiIAI5JCBDRg4vqk5JBERABERABERABERABERABERABPJKQIaMvF5ZnZcIiIAIiIAIiIAIiIAIiIAIiIAI5JCADBkNclE/+eQTd//99zfI0eowRUAEREAEREAEREAEREAEREAERKB9CIzfPs2q1S+//NJdcMEF7plnnnHvv/++G3/88V23bt3csssu61ZeeWX3yiuvuB9++MH17du3JKyvv/7anX766e7yyy8Pbaywwgru8ccfD/U/+OADd9ZZZ7m///47fJ9wwgndf/7zn5JtpVd89dVX7oQTTkiKunTp4g477DA32WSTJWVaEIG2ELjjjjvciBEjCprYf//9XdeuXQvKSn35/vvv3THHHJOsHmeccdyKK67oevfunZRpQQQaiYB0opGulo51bBOQfoxt4tpfsxDgXeyee+5xf/75Z8EpjzvuuI73/+mnn94ts8wybqmllnK8a5WTMWPGuA033DC0V67uueee6956662kqWmmmcYdccQRjn0WkwcffNDdeeedBcfIse29995uxhlnLLaJykTgHwJeUlcCn3/+ud9xxx39FFNM4ffdd18/atQo//vvv4d9mAHB9+vXzxv58Gc/LlXt24wOof5xxx1XUP+nn37y9sOQtMf3asR+hMI2M800k3/xxRer2UR12pnAwAED23kPY7957ve11loruT/32muvqg9i8ODByXZm+At6VPXGqtiwBPKoB+mLIZ1I09ByawnkVU+kH629I7RdXnWiXleWvkmfPn2S96qtt97a06fYYYcd/CyzzBLK11lnHf/ZZ5+V3eXw4cND3XvvvbdsPVa+/fbbfuONN072eeSRR5bd5osvvvDbbbddqD9s2DD/22+/la2vlSIAAScM9SPwyCOPhB+EGWaYwb/00kslG95tt938eOON56s1PGy11VZBsZ977rkWbZ555pnJj8Rrr73WYn22IF3/1FNPza7W9w4ikNeH8KWXXprcnxNPPLHnQVVJzOKfPFgx+p199tmVNsn9+nnnndeb91XuzzOvepC+cNKJNI3WLzeLThQjlGc9kX4Uu+K1lzWbfuRZJ2q/+sW3uPvuu5P3sffeey+p9O233/qFF144rDPvDP/yyy8n67IL5rUR6m2yySbZVUW///HHH3711VdP9nv11VcXrRcLOUbzwIhfy3422z1eFkYTryzu4yN3lZoJ3HLLLc6U1f3111/ugQcecN27dy/ZhllF3WKLLVbVVA7aM8V2ZjF1SyyxRIs2b7/99qSdjz76qMX6dIH9OLlBgwaFIlzCttxyy/RqLYtA3QnMMcccbs4553S4FZp13Z1xxhkV93HllVcGV0cz9oW6uBc2u3z44YfNjiA35y+dqM+llE7Uh2Nna0X6UZ8rIv2oD8c8tWKe4kVPZ+qpp3ZmYAjrzCvK9e/fv2g9prY///zzYd2tt97qqrnHmFaf7g/tsssuSRvFdsIxVvvOV83+i+1DZfkiIENGHa4nMTBsOkmY23XOOee4hRZaqGyr88wzj1tppZXK1okrn3zySffdd9+59ddfPxYln7/88kuYg7bqqquGsnJK/euvv4ZjNCtqqLvkkksG40jSmBZEoB0IMB+S2Cs2zSq0bt4VzjyRSu7JjMpuyJAh7tBDD604V7NkI1ohAp2YgHSiE18cHVqHE5B+dPgl0AHklEC5mBaLLLKIm3baacOZP/roo0UJmEe3O/jgg8NAE4Os5513XtF6xQrpIxGLg34L/RDiCBaTcsdYrL7KRECGjDrcAzbXLBgb8MjYdNNNK7Y43XTTuT322KNkPTpzUe66666wWMyQQRaTHj16OEYwkHIeGYcccojjOLG2IhtssEH4zP5L7zuuiwFF43d9ikCtBPbbbz9nU0vc6NGjnc19LLk59ztBcLlXqxGMIowM2DQp99BDD5U0knAPE0wu6hPBcjE6fvzxxwW74f4nQC+Bqk455ZSQKaiYTrDdSSed5MxtMmxv80rDQ51j4UFdTDAm3nDDDWG7Cy+80Fl8moLAVsW2UVl+CUgnnJNO5Pf+buuZST+kH229h7R9bQRmn332sEExY8Knn37q8Dw/6KCDnE2PD/VIaGAxAKvaCYHeef+ZYIIJgifH5ptvnrw/VdWAKolACQIyZJQAU20x00ieeuqpUP3f//53VZtNMskkDutnViyuRjCEYAxZc801Q9YTOl5kJLGgidnqjmklGDjij08pQ8bNN9/s3nzzTXfAAQckmSTShhGynViQn+ChQXnsuPF57LHHhhH1zTbbrMX+VSAC1RKwuDFup512CtUxOkQDQHZ7jAM8KHFHLCfcmxY81K233nrOglg5pqHwcGUay3333ZdsiuHk+OOPDxmDMN5ZgCp30003ubnnntvts88+Ifp2rMwIAdG4iazNw5ko3+hhz549k9ED2rbgVY6H8uGHHx7Og+wqs846aziejTbayPXq1SvRodj2ww8/HI7h+uuvD5+PPfaYW3rppd1qq60WOnOxnj6bh4B0QjrRPHd77Wcq/ZB+1H7XaIvWEuCdJ2YZYep7Vhjc4f2Gae68e/HOxTvTddddl61a8vsqq6wSsi1SwWIKOjLZSUSgzQSsQyBpAwHr4IcgNuYV0YZWvLfR4hDg5oUXXkjasXRI3iyj3jpTSVl6wTpj3tJU+hgciwwRWfnkk0/8/PPP7/kkS4rdMJ5gPuYWVlD1nXfe8ZYaNqy3H6awzgwfnvOzqSvefnAK6utLfQnkNVCVdeC9TbUKsOwh6c1tONxjRL7OyrPPPuunmmoqbx4ZYZUZM0Ldyy67LFvVmxHB2xQtb9OuknVEvEcPCaRrBoNQ/s0334TAuzHYFAGqLJ2X5x43Q4LfddddQz1LS+bNuOjNkJK0R3BN6qMzNnoQyi1tsidYFWX82aihP/nkk70ZEb2lDvNmSAnlljI5aYesReayGf5YjrL99tuHumQlqiQTTTSRgn1WgtQg66UTPmTykk60/obN6/MCItIP6UdrNCPPOtEaHsW2sanqybtLOtgndQcMGBDW0efIZlQkADsBOC1GRtJsfDdaYYUVkrJSC/QlaD8KGR3jO1Q2mDvHyLtdNdIs70XVsGjmOspa0oarTzRec5MKCkmHprXyxBNPeAu24801vqAJjAcou7m4F5TzhawodM4Q8woJ9TBYpAVjxRprrOFvvPHGUGxxB0I90i0Vk/gjZ0FAPR0xMpxIxg6BvD6E0y+lkIyGPyJkZ7NwkJ3HgkwlwEsZMq655ppwH5922mlJ3bgQs/LMNtts3qZ4xGJvQW7DNnPNNZf/8ccfk/K4MHToUD/55JMXGEZYZ66UYTv0EGMfgt7Hh3BWZ0lnxjoMLVFIe0YZ0b7Tgl5Tvueee4bin3/+2dtISNE/Xi5KraP9vEhe9SB9faQT3ksn0ndE7ct51hPph/Sjdo3wPs860RoexbaJ7/i8dzBoQ9+BARgGdChjIIm0p1lhsJSB1bSQfpVt+Bs5cmR6VYvlrCGDd6g4uEQf6sEHH0y2yRoy9F6UoNFCCQLl/bftDpWUJkBwzegiv8ACC5SuWGbNq6++GuJVMO0jBu2M1c07IywWi2fBfP84PSTGyMjO9z/xxBOdpScKgXVoyH6wQntxu/Al9c88MkIwHrKkTDrppO7iiy9OrdWiCLSdwGGHHRbmSZpnQ5gaxVQOhIC5xJewvOMVd2KGuVBnwQUXbFHXHsiuX79+IfYFU0i22WabUIfpWQjTtsxgEZbT/8xwF+55ImqnhUC7UTjmbt26hWkvuFUS7IrpIWmJupie5mUjGWE6ixlRkqrEBojBecnmghBD5JJLLknqpBfQTfSRQHhZISOMpHEJSCf+uXbSica9h9vzyKUf0o/2vL+atW3eg8hCQtw8G/hxvAOtvfbaoQ+QZUKQT/ooaWHKLf2e119/3RHEnXgZ1QpTh5mSYsYRZ54hbosttgixyZganBW9F2WJ6HuWgAwZWSI1fH/33XeT2swbq1WYk4ZRgUCExAVIi40aO7Nyhrn88803X3pVWCY+BsEKEebnE5zHLJfO8kGHVJcELLzqqqucWTdDHTpWdMT4ASEeRjGhDQKWXnvttS7boStWX2UiUCuB5ZZbLhjsbNTNDR48OIlRQdwMjA4zzzxzxSYJ6omkDQNxI+LPEL8CAyH3e5RiBoC4jk/mhi6++OKO1K+lhCBVUaIhI36Pnzx0kWiciOXE1UDMq8OZJ0l4+NvoRygzI3P45BiLzU1lJbrJ8fEpyRcB6YR0Il93dH3PRvoh/ajvHaXWILDuuuuGd6VKNIgBSF+EgVICoKcFAwiGDN6biG9GGtdqhQwpBA+1qSnBmMI7EoaVrOi9KEtE37MEWg7vZWvoe0kCsdNCBZtjX7JeqRXmIu/InkBqyimnnLKgms2bD9kPinljEMCQCMLmnh+2sXlijsBYCAYLjCA777yzM3cwR8cOid4YK664oosdqLAi8y+2Gb1BMqv1VQTaTIAgmQgpvnhwYXzD24CUq5XEYr04MoQgFv+iaPVo1WeEtxqh3tdffx28QtClUn+VjCHl9sXvA1H4Cdrbu3fvEHSUQKUSEYCAdEI6IU0oTUD6If0ofXdoTXsSOOOMM0KA8zh4gydq/ON9hn4Q71AXXXRRzYdB0gOLgRYGaMjitpMFhI8DOzU3pg2aloA8Mtpw6S0gTVBAFI8R4FrFAh6GTVZeeeWCTTFGnH766aGsmCGDbArZLCa4tH/xxRfBXR2rKS726dHdmHayWHtx56SNjKPdiigcqeiz3gTwQrIAoEFnmP6EeyGeQNVMz8Jgh1cRhgH0ZPnll29xeEyLQjDaVSMY+xhJeN+mt2BYjIaQ9LZMISMtbMyznl5XaRm9ItUYvxFPP/10YnSstJ3WNw8B6cQ/hvjmueI601oISD+kH7XcL6pbHwJkhItZD0t5nb/22muOvgwe4gcffHDNXqMWNNSR+e3oo48O002y3qz1ORO1kmcC8show9WdaaaZXI8ePUILt912W5giUqk5rJakLEJGjRoVPtOpWOmgkcaV6SKTTTZZSM8YKqX+xbSrqaIkBStGDAwaffv2TVZbxOEwAkwBLwSlBFd/C3oYvEMwZEhEoD0IMD2Cec8IroWW9SP5Xml/TO/o3r17qIbOFRMevkjWQFisbiyzQLnBOMLDtJjwoE5PJStWp1QZU7zwiMKYET2n0nU1ApGm0ZzL0onC6y6dKOTR7N+kH4V3gPSjkIe+tQ+BdMrVUnvAoxxh2mwcMC1Vt1T5UUcdFeJksJ5YaRIRqIWADBm10CpSl3lhTNWw1JFJfuQi1UIRHRoeQLEzE6ejMFUkCgYIcjW/+eabwUiCmztBeKIwMkwwzmhAieUxyCBxAeh0pefS33fffe6nn34KsTPSRpO4LZ+WOSW4iDEqzkg2nUGOAYneIeGL/olADQSIA8NfVvr06RPykaMPGBGyRgfixuC+iGS3P+KII0L5DTfcEKalhC//+4f3Azpg2VEcQTajxBe/Utb+3XffPVTFzZF4NVE3KbSI2iGQVQzsGd0qWRfbZRmJ39PbE8wKeeONN8Jn/If3BxLPDx2V5J+AdMKFAG9caelE/u/3Ws9Q+iH9qPWeUf3qCMR3DWozwFlOeB8hyKdlOSxXLQQ8j/HK8LAtJuy30v7otxAHTCICtRKQIaNWYpn6llLRMdUDYwYdIP7oTEXB8PDYY4+FOBjEtWDKR5SYseFf//pXaIPIvauttlpcHbwsjj322CQWBiswhiDZzAuzzz57KCfWAJ4iUegQRkNEupz1RBm23M4hWjBRh2OMAtz8kfPPP98Rq4NIxhIRaA0BvBiIaZF9iJFFJHoNRe+MdPt0/qNRIOsJgWeDpQgOwW35TBsNeJAy5Yv4MGkhMjcSvaDS61gmpkycikIwTowgBMPCQLjmmms6gpFG4yCBQaORhfgeaYn7SWcQIiYGwmgFuo53BoFNmWaCEEwLb6hSHibUYZQi7p/vksYlIJ1wIU4MV1A60bj3cXsdufRD+tFe91azt5vOCocHRTmxlPVhoKga4wL9IIRBn//+978tmkWnmbpbTpgSzDSWONBbrm5cp/eiSKLJP62zIKkDAcsS4m1UmfQDnrzI5vngzSjhbXpIyJc8YsSIFnux6RvelDdsYzEDvE0ZCXVMmUOZZSsJeZ4ptJHi0J4FHAzrLMKvv+KKK5I2LZWRt2CCyXebvuLNTT5swzHFP5ta4s2AEeqtscYaoZzjNq+QZFv7wfGWPSIcu3WuknIttB+BvOVANy8gb4Y5b/Eswj1mXhfe3Ae9dfQTiN9//703LwdvRoGkzLyAPDnHzTCY3LNm9PBmDPDmgZHUMwOd79+/v7f4Ft5iWnjzqPCWWjXUM4NhUo/lvfbaK9zLUQdoyx64SZ24QL5yM2gk+6W+PVS9GSpjFY+eLbHEEkkdi9HhLRiWtzSt4XjMWJiss8w/3gJYhW0PPPBAb8bHsM5SInt03ww8Qf85hyFDhiT7aOaFvOlB+lpKJ5yXTqTviNYv51FPpB/Sj9ZrhPd51Im28Ehvi27ZoI+3gJ3J+4klGPB77rmnt4HWdFVvWUi8Dd54GzgJdS2GmbcBzYI68Qt9he22286b53jSLvuwwU9vhhJvg0LJ+xJ9F8qHDRsWNy/6ybsR/SGJCFRLYBwq2gu7pE4EPvzww+AuSxYEPCAYHY7eEsV2wRQOYlqkA3NySV5++eUQC6A9R2GJNIxVtth0k5gRojXBDYudp8rKExg0cJAbMHBA+Upa24IAHk9Eu8bjgzR9BAJtqzDVi3RjBAAlHgfeI/UQsgnhsdGtW7ekOfbFMXfp0iUpa+YF6UHbr750ou0MO3sL0pPWXyHpR+vZdeYtpROd+erUdmx4vdqAT20bqXbTEmj7W3/Toit+4riix3gVxWsUlmLsyE75wHix6KKLFlZsh29kayhmxGBXMmC0A3A1WXcCBP+MsSvq1TgGjJ49e9aruaQdjBVZg0UtedeThrQgAmUISCfKwNGqpicg/Wj6W0AAOjkBGTE6+QXqZIenGBmd7ILocERABERABERABERABERABERABERABEoTkCGjNButEQEREAEREAEREAEREAEREAEREAER6GQEZMjoZBdEhyMCIiACIiACIiACIiACIiACIiACIlCagAwZpdlojQiIgAiIgAiIgAiIgAiIgAiIgAiIQCcjIENGJ7sgOhwREAEREAEREAEREAEREAEREAEREIHSBGTIKM1Ga0RABERABERABERABERABERABERABDoZARkyOtkF0eGIgAiIgAiIgAiIgAiIgAiIgAiIgAiUJiBDRmk2WiMCIiACIiACIiACIiACIiACIiACItDJCMiQ0ckuiA5HBERABERABERABERABERABERABESgNAEZMkqz0RoREAEREAEREAEREAEREAEREAEREIFORkCGjE52QXQ4IiACIiACIiACIiACIiACIiACIiACpQnIkFGajdaIgAiIgAiIgAiIgAiIgAiIgAiIgAh0MgIyZHSyC6LDEQEREAEREAEREAEREAEREAEREAERKE1AhozSbLRGBERABERABERABERABERABERABESgkxEYx5t0smPq0MMZNHBQh+5fOxcBERABERABERABERABERABERCBehEYMHBAvZrqNO3IkNFpLoUOpJkJYEDL4w9MM19TnXvtBKQHtTPTFs1HQHrSfNdcZ1yegHSiPB+tFYG8EtDUkrxeWZ2XCIiACIiACIiACIiACIiACIiACOSQgAwZObyoOiUREAEREAEREAEREAEREAEREAERyCsBGTLyemV1XiIgAiIgAiIgAiIgAiIgAiIgAiKQQwIyZOTwouqUREAEREAEREAEREAEREAEREAERCCvBGTIyOuV1XmJgAiIgAiIgAiIgAiIgAiIgAiIQA4JyJCRw4uqUxIBERABERABERABERABERABERCBvBKQISOvV1bnJQIiIAIiIAIiIAIiIAIiIAIiIAI5JCBDRg4vqk5JBERABERABERABERABERABERABPJKQIaMvF5ZnZcIiIAIiIAIiIAIiIAIiIAIiIAI5JCADBk5vKg6JREQAREQAREQAREQAREQAREQARHIKwEZMvJ6ZXVeIiACIiACIiACIiACIiACIiACIpBDAjJk5PCi6pREQAREQAREQAREQAREQAREQAREIK8EZMjI65XVeYmACIiACIiACIiACIiACIiACIhADgmMn8Nz6hSn9NFHH7mrrrrKPfjgg+7TTz9144wzjpt++undoosu6pZYYgnXvXt3d8IJJ7grr7yyUxyvDkIEOguBESNGuHvuucf9+eefBYc07rjjui5dugQ9WmaZZdxSSy0V9KqgUubLmDFj3IYbbhjaQwdLybnnnuveeuutZPU000zjjjjiCMc+iwl6feeddxYcI8e29957uxlnnLHYJioTgVYTkE60Gp02bAIC0o8muMhNfop33HGH4z5Py/777++6du2aLiq5/P3337tjjjkmWc/70Iorruh69+6dlGlBBBqSgJfUlcAPP/zgd9hhBz/ppJP6Aw44wL/44ov+jz/+CPv45Zdf/NVXX+1nn312bzeL33rrreu6bzXWuAQGDhjYuAffDkf++eef+z59+gQ9ibpy3HHHBd2aZZZZQvk666zjP/vss7J7Hz58eKh77733lq3HyrfffttvvPHGyT6PPPLIstt88cUXfrvttgv1hw0b5n/77bey9bWyMgHpQWlG0onSbJptjfSk5RWXfrRk0kwlzaATX331lV9rrbWSd5S99tqr6ks8ePDgZLuVV17Zjxo1quptVVEEOjMB15kPrtGO7YknnvDdunXz88wzj3/hhRdKHv7rr7/uJ5tsMn/WWWcVrfP33397jB6S5iHQDA/hWq/m3XffnTx433vvvWTzb7/91i+88MJhnXk5+ZdffjlZl10wr41Qb5NNNsmuKvodo+Pqq6+e7BfDYznhGM0Do1yVZN28887r0W1JaQLSg9JsWCOdKM+nWdZKT4pfaelHcS7NUNosOnHppZcm7ycTTzyxZ0Clkphnqo8DQAwMnX322ZU2yf16vY/l5xIX95tuSN+Sjj1o3L5WWWUV9/PPP7v777/fLbbYYiUPaP7553drrrlmqF+s0hlnnOFuv/32YqtUJgJNQ2CKKaYoeq5TTz21MwNDWGcjFK5///5F6z3++OPu+eefD+tuvfVW9+GHHxatly4cf/zxw7SvWLbLLrskbcSy9CfHyJSSaqSa/VfTjuo0LwHpRPNee515ZQLSj8qMVKOxCcwxxxxuzjnndEx/NS9QR3+hkjCFnant4403Xqha7TtLpXYbeb3exxr56hUeuwwZhTxa9e2bb75xu+66a5gvTwfLpo5UbIcfo0UWWaRFveeee84dffTRztzHWqxTgQg0E4FyMS3QnWmnnTbgePTRR4tiOfPMM93BBx8cHuB//fWXO++884rWK1a44447hu3MM8qZN4f78ssvi1WrGKOj6EYqFIFWEpBOtBKcNmsKAtKPprjMTX2SxO0yj2637777Bg7mXeF++umnkkxs3N0NGTLEHXrooXpfKUlJKxqZgAwZdbh6Nk/N2fxM17NnT9ejR4+qWjzooIMKAgnyY3PDDTc4m/cfgoFOOeWUZdsxF/Wy67VSBPJOIBoMi728EmD3lltucejZbrvtFlBccMEF7vfff68KCwG00McJJpggeHJsvvnmzqadVLWtKolARxGQTnQUee23EQhIPxrhKukYqyGw3377OZta4kaPHu0sRlfJTe666y5nsfucxeQrWSe9AqMIHqynnnqqe+ihh0oaSeiD4IlO+8gHH3zgzjnnHPfxxx+nmyN8gXvmmWccAdVPOeWU4LFOWVbY7qSTTkresyz+WRh84lgYUComv/76a3hPY7sLL7zQWUzCggDsxbZRWf4IyJDRxmt60003ueuvvz608n//939Vt2axNJK6r776anBnp7P09ddfOws66FZbbTV33333JXVY+PHHH93JJ58cpqRss802bq655nIWbNDhXi8RgWYigEEiZhkpNo2Lh+ZGG23kbF6ow9CISyVeFdddd13VmJgqZnFsQv1HHnnEESFcIgKdlYB0orNeGR1XZyAg/egMV0HHUC8CM8wwg9tpp51CcxgdSg200MlnQIdps+UE4wLvSuutt14YmOWdiUEgprGk+yIYTo4//nhHH2aDDTZwFkjd0Q+ae+653T777BOyxMX98M5F1jgywKF/ZKNjWj2DvtHLlbYtyHrIvnL44YeH8yC7yqyzzhqOh/e4Xr16BYNIbJfPhx9+OBwD/S+O5bHHHnNLL7106Dth4JA0DwEZMtp4rbECIqRTrdYbI7vLBRdcMFgSUVjkxhtvDFZLlD0K1skll1zSvfbaa+HH4JprrnEW5DD8iKy99tqyQkZQ+mwKAv/+979DPBq8Mf71r38VnDMPTEYoLGtQKGcaFw9CZOjQoeGz2n977LFH4sLJ1BRGHCQi0BkJSCc641XRMXUWAtKPznIldBz1InDIIYcEz268GYiDkZWRI0eGGF/RKzW7Pv2dWGOkd73tttvc7rvvHt6fLIGBm3zyyd26664bPB+oj8GDvkocjH333XdDn4Rp9RgS+EOYzovRwoKnB0MI72OkrGeqLnEE49QYBpssQ12oz3b9+vUL+ySGBfUxpFA/fX4YbUgby6cFP3WbbbaZu+iiixwDvMRGqyZuCPuS5INAeRNdPs6x3c4Cqx8WRgRDRil54IEHHDmci8n666/vJpxwwqDEKKtlQHDLLLNMwVw2PC74QZh55plDRwp3d4QfGCyZ559/frCI4tEhEYE8EsDqzgOS4FYsY0Ccaqqp3IknnujWWGONglPGyIfxYoUVVkjKeWgyasCDmTg0GAWrldNOO83hNYUeH3jggW6hhRYKVv9i2+MCSW72YoKBZYkllii2ylm0/aD7RVeqUASKEJBOFIGiIhH4HwHph26FvBOwDIlu0003TaZX7LDDDgV9B7wx8LKoFNzz2muvDe9SvOukp7VPN9107rDDDgveqH379nX0Vwgyyh8Dt7wTMZ3jsssuC/2RdB+EgZ/3338/GEXidWDgiQDq0ZMdIwjvU/PNN1+s4rbYYgu36qqrhu+zzTZb2P6oo45yL730ktt2221DuWWuc8QmtKx0Yfpv3Jj3K47FstyFIr2PRTL5/pQhow3X96OPPkrm3Fsqn5It8WOAwjJyzNx9hB8FfoAwYiC4rjM3jR+C9Jx/3LjwzMCNns5ONGKEjexfjNKNd0b6RySu16cI5IEARjss7Rj1eLhdfvnlDk8kInFnhSCf0RsjrkOHFlhgAWepjx3BsYiXUa3gksmUFAyMPCB50DLnk5GCrDBn9ZJLLskWh+/LLrusu/jiiwti48SKvBhIRKAWAtKJWmipbrMRkH402xVvzvPF0EA8r1deeSVkO2QqB4IRgfgSTFWvJHiBI3iHZ4VEBnhJ4PWBAQKvByT2XejHoGtZ4R1t0kknDYaL9Lrvvvsu+cox49nBOxZTWfDiiB4dsRKDUgj9rSgM+HIsTK+PwsByzETCgBei97FIJ9+fMmS04foSzyIK88NKCd4a/DEXDPcrMpIwpy0tBM1BmHOWFuphieTHIwaqSq+PcQKIYiwRgbwSwLWxqwXgrCRPPfWUw52Shy6BpdKCAQRDBi6KjFSQxrVaIUMKwUPx8sCYgicUhpWsEFG8WMwO6mGgXHzxxQsMldnt9V0EqiUgnaiWlOo1IwHpRzNe9eY75+WWWy54MBAzYvDgwUmMCvoO9Bvw5K4kBPVE0oaBuM0kk0wS3r3wSsXwEIV3nXJC34T3nfSUkGz99MBsNGRk62CMQKJxIq7nHQx55513HJ4kvNvhpYvEYKJ6Hws4cv+v/J2Y+9Nv2wkuvPDCyehqqakj6T1gkECiRTO9jrlgKHU67SpRgWPKyOwIc9x21KhRYZHRZokINDsB5kbygIsPRSz88Q/d4qGI5Z75lLUKKV9xW8QggTslgbbiA7PWtlRfBMYWAenE2CKt/TQiAelHI141HXOaAEEyEVLRM8DC1Au8P0m5Wkk++eQTRww+hOkaxSR6n1YbRJN6DPTiFTLRRBOV/KtkDCl2LLHszz//dGRu4b2OeBkEHSVQqaT5CMgjow3XnLlkjL4+//zzwSpYrimmlGDRpBOU9bpA2QniyZyz9Pw00hkR2RcDR9bdin0RU4MpK4wWk7ZVIgLNTIAUyDfffLN78803Q7aSYizQs+HDh4dYMwcffHDN3hEEqiKi9tFHHx2mm2RHCYrtU2Ui0FEEpBMdRV77bQQC0o9GuEo6xkoEiF1BrAn6GMQNYxosQTarGeAk+wlTOzAMMH1j+eWXb7E7poggpeJ/ZTfAiwOPV/o29GOiISRdj0CdpIWl/1KrEPuCqfSc79NPP+04B0nzEpBHRhuvPcYHhDlm/BCUEuJbIPzAZJWu1LSSaCWNc8iybcfpKaQ2wuopEYFmJpBOuVqKQ4yUjTtizH9eqm6pcgJPEScDYQ6qRAQ6KwHpRGe9MjquzkBA+tEZroKOoa0EGCAlVgbCFNiTTz45+V6pbQZKY7ICMpYUEwx+yMorr1xsddGy+eefP/SJGPQpJgwoMRDbGrnqqqtCRhOMGdn+FO3JU7Y1VBt3Gxky2njtcOkiUB9WR1y5SglTR5CsNwZlDz74IB/BLQoLJe7rCBGJkfQ8slBg/zB+3H777eHHihRMEhHIGwGyfEQZM2ZMXCz6SaBcgnwStbuc4NkU54EyclFM2G+l/fEQZv6nRATGJgHpxNikrX01GgHpR6NdMR1vrQS4x9P3edyeFKakMqUTjxEha3RgqjrTbJHs9gyGIgQNZVpKWvB+IDYGKU4JshklGgtKeaWSwhWhP3PQQQcVDPTS5yHgevQ0j9N/qR/bZRmJ39MDxTEryRtvvPFPpf/9px+GxPPjvVCSfwIyZLTxGs8000zBxZwgM4z2Dhs2rEWLKBPztxBcwLLC1BSCdfIjRDYTsjEgWBqJCEwcDEaQo6C8/GiRVqlUZyzW1acINCqBdLTt9P1f7HwGDRoUHsDVGBdI2YXwMP3vf//bojlGCXCJLCe4WjKNpdhoQKnt8N5g5EQiAq0lIJ1oLTlt1wwEpB/NcJWb+xx5P8FbOzvYQhYR+g9I9M5Ik6LzH40CWU8IPBu23HJL9/PPP4fPtNGAPgaDqpdeemm6uRD0nIIYp69gpX3Zeeedk6koBOPECEIAXrKQrLnmmiHhQXwfIjBoNLJkDSkEV0cI4B6FmBgIXrVkg2SgmNiDTDNBCPpO4NNSHibU0fsYFHIidmNL6kDAFNFbjmNvwQR9165dvSma32effbwZJbwZKbwFpPE2iuvNKtpib9b58nY7eZt24u1BXLDelNj36tXL2/QSbz8ofu+99/aWK9kPHTq0aFsFG+tLwxAYOGBgwxxrex+oZffx9lD1FrAz6AW6YbFj/J577ukfe+yxgt1bpGpvD0VvD8REh0444YSCOvGLGSf8dttt520aVtIu+0BHzVDi7WEbdIv9WRCqUG6Gybh50U9Lm+xtbmrRdSqsnYD0oDgz6URxLs1aKj0pvPLSj0Iezfgt7zrBPW5TWr3FswjvL+Z14W2aq6ePEMWSDnjzcvBmFIhF3mKGeUsW4G2wNXnvMaNH6KOYB0ZSj75J//79vcW38BbTwptHhbeB1FDPYvwl9Vi2QdTQr+FdiT/6OzYwlNSJC2YY8WbQSPZLXRv88ffcc0+s4i21ffLexXqL0eEtAK+3NK3heGywONl+l1128RZoPWx74IEHekv7GtbNO++8nncxM/B4G2QK5zBkyJBkH1rIN4FxOD27eSR1IkD2EgIKEtwTiykpHwm4M/3005fcw48//hjmipVK28iGBOFhVJoUrLjGtyXab8kD0YoOIzBo4CA3YOCADtu/dtx6Aowm2IO09Q1oy4SA9CBB0dAL0on2vXzSk/bl296tSz/qT1g6UR+mBOEkKxv9F1K7Egi0rTJ69Gg3cuTIEACUeBx4j9RD6DvhsUEcwSjsi2Pu0qVLLNJnzgm0/Q7NOaBaT4+sI8Wi/pZrB4UrZ8RgWwwY/ElEQAQ6FwEZMTrX9dDRdDwB6UTHXwMdQeclIP3ovNem2Y+sVJbEtnAhg0nPnj3b0kTRbek7ZQ0W7EvSXAQUI6O5rrfOVgREQAREQAREQAREQAREQAREQAQamoAMGQ19+XTwIiACIiACIiACIiACIiACIiACItBcBGTIaK7rrbMVAREQAREQAREQAREQAREQAREQgYYmIENGQ18+HbwIiIAIiIAIiIAIiIAIiIAIiIAINBcBGTKa63rrbEVABERABERABERABERABERABESgoQnIkNHQl08HLwIiIAIiIAIiIAIiIAIiIAIiIALNRUCGjOa63jpbERABERABERABERABERABERABEWhoAjJkNPTl08GLgAiIgAiIgAiIgAiIgAiIgAiIQHMRkCGjua63zlYEREAEREAEREAEREAEREAEREAEGpqADBkNffl08CIgAiIgAiIgAiIgAiIgAiIgAiLQXARkyGiu662zFQEREAEREAEREAEREAEREAEREIGGJiBDRkNfPh28CIiACIiACIiACIiACIiACIiACDQXARkymut662xFQAREQAREQAREQAREQAREQAREoKEJyJDR0JdPBy8CIiACIiACIiACIiACIiACIiACzUVgHG/SXKdc/mwHDRxUvoLWioAIiIAIiIAIiIAIiIAIiIAIiECDEBgwcECDHGn1hylDRvWsVFME2o0ABrQ8/sC0GzA1nEsC0oNcXladVJ0JSE/qDFTNNTwB6UTDX0KdgAi0ioCmlrQKmzYSAREQAREQAREQAREQAREQAREQARHoCAIyZHQEde1TBERABERABERABERABERABERABESgVQRkyGgVNm0kAiIgAiIgAiIgAiIgAiIgAiIgAiLQEQRkyOgI6tqnCIiACIiACIiACIiACIiACIiACIhAqwjIkNEqbNpIBERABERABERABERABERABERABESgIwjIkNER1LVPERABERABERABERABERABERABERCBVhGQIaNV2LSRCIiACIiACIiACIiACIiACIiACIhARxCQIaMjqGufIiACIiACIiACIiACIiACIiACIiACrSIgQ0arsGkjERABERABERABERABERABERABERCBjiAgQ0ZHUNc+RUAEREAEREAEREAEREAEREAEREAEWkVAhoxWYdNGIiACIiACIiACIiACIiACIiACIiACHUFAhoyOoK59ioAIiIAIiIAIiIAIiIAIiIAIiIAItIqADBmtwtYxG3344Yfu4Ycf7pida68iIAIiIAJNQ+Dvv/9299xzjxs9enTTnLNOVAREQAREQAREoHEIjN84h9o4R/qf//zHff311y0OeLXVVnMbbbRRi/JyBR9//LEbOnSou/TSS92nn37qNtlkE7fqqquW20TrRKBpCNxxxx1uxIgRBee7//77u65duxaUlfry/fffu2OOOSZZPc4447gVV1zR9e7dOymLC7/++qu78sor3S233OLeffdd9+OPP7oZZ5zRrbDCCm6nnXZyiy++uOvbt687+uij3bTTThs306cItJnAK6+84q6++mr3yy+/FLTF/cr9t9lmmxWUt+XLF1984S688EI3bNgw98EHH7jnnnvOTT311G1pUtuKQIcR4PmAQe7PP/8sOIZxxx3XdenSxU0//fRumWWWcUsttZRDn8rJmDFj3IYbbhjaK1f33HPPdW+99VbS1DTTTOOOOOIIxz6LyYMPPujuvPPOgmPk2Pbee+/wjCm2jcpEoD0ItEZffvvtN3fyySe7b7/9tsUhTTjhhG6yySZz0003nVtsscXC86pFpf8VZPUm1kMX9tprLzfTTDPFIn2KwP8n4CXtQsBeBL1RDn/rr7++txfRNu3nX//6V2jrvPPOa9HOHnvs4ddZZx1vL7kt1qmgMQgMHDCwMQ60Ex7lV1995ddaa61E3+yBV/VRDh48ONlu5ZVX9qNGjSq67TXXXOOtM+cXXnhhf/nll/svv/wy1Pvss8/8dddd5xdaaCE/xxxzhLbefPPNom2osDIB6UFpRr///rs/7bTTkvu1R48e/vXXXy+9QSvXPProo94M5946XWFfZshoZUvarL0ISE9qI/v555/7Pn36JLqz9dZb++OOO87vsMMOfpZZZgnlvEPxe15Ohg8fHuree++95aqFdW+//bbfeOONk30eeeSRZbcxA6LfbrvtQn0zInrrHJatr5WFBKQThTza8q01+mIefN6MIH7SSScN9/B8883nBwwY4M8++2zfr18/P9tss4Vy3tXMQF7y8Fi3wAILJHpz8cUXSxdK0tIKCDhhaB8Cb7zxRqKI77zzTpt3ssEGG4T2bHpJQVs///yzN4tnWKcXzgI0DfVFD+G2XS46XtFwOPHEE3teCiuJja4lL7FsywO3mBx11FGhbV50f/rpp2JV/B9//BGMibTz1FNPFa2jwsoEpAflGf3www/JfX7++eeXr9zGtXPNNZeeK21k2F6bS09qJ3v33XcnuvPee+8lDdgocjBQ89tt3hn+5ZdfTtZlF8xrI7RhnrHZVUW/81xYffXVk/2aV1XRerGQYzQvv/hVnzUQkE7UAKuKqq3VF/M8D/c7Rrm08Owy78GwzjwsvHkspVcXLB988MGh3qyzzlpQri8iUIxAcT83+0WXtI3AAw88EBpYfvnlXbdu3drUGO6MuB4ussgibvbZZy9oy6yf7tZbb3WXXHKJW2KJJQrW6YsINAsB84Zwc845p8OFFzfHM844o+KpM00Et+Lxxhsv1MV9MSv//e9/nY3chakiV111VXCRzNbh+/jjj++uvfbacAzF3CuLbaMyEaiVAL/3UaaYYoq42C6fk0wySbu0q0ZFoCMIlNIXpk0xbQsx7z7Xv3//oof3+OOPu+effz6s452LmGWVhOdC9+7dk2q77LJL0kZSmFrgGIs9h1JVtCgCY4VAa/Wl1Hbc1zZYFI6dablMwS8l8TlXqq1S26m8OQnIkNFO1/2uu+4KLdcaE6PY4Tz00EPOPC+cTVEpttqtvfbazlwki65ToQg0AwHmHjMPc9999w2nywPTvCdKnrpZdd2QIUPcoYceWnJetI0guN133z20cdhhh1WME8BDd7/99lNwxJLUtaKtBNLz8tPLbW232PbRwFdsncpEoNEIlNMXBoliXCObWlX01M4880xnI8XB+P3XX385m+ZbtF6xwh133DFsR4wb4pzZ1MRi1Uo+i4pWVqEItCOB1upLue0WXXRRFw3kL730Usmjj23Ez5IVtUIEjIAMGe1wG9hcZnffffeFlksZH+JuiQyfFjpYWSGgIbLeeutlVyXfi23HSnNtTOqkl5PCzALtlGorU9Vljz27Xt9FYGwTwJBgU0uCMYFghaUEQyOGCpsrXaqKs7gYSfAqm+tcsl56xa677hq8QtJlWhaBsUWA4NAnnXRS8rtvc/5Dh4sR5Gyg0PQx4cVEBw7j3gUXXOAI+FlOeEY888wzjuBsp5xyirv//vuLPjc++eST4C0Y2xo5cmSoT2DDap5HcTt9ikB7E4jersU6TwRaJ8jzQQcd5HbbbbdwKOgJ73rVCMGnb7jhBjfBBBMET47NN99c93814FSn0xIopy+lDppnEB7mCIHSJSJQDwIyZNSDYqYNUqQyGmxBpEKU3szqoMgWZNAtueSSbptttgmjwkwdmWeeeYLFP1sfQwajvSuttFKy6qyzznJ77rmnW2WVVYKl34LzJOtYYD0ujbS/3HLLuQMOOMBZQMKixgdeKC+66CK36aabhqwLgwYNCiPLuH9lhTKiE7Nf2rZ51M7mwgWXzGxdfReBsU1ghhlmCBlE2O+pp55a8mWRzh4vpbj+lpLLLrssrCJStgWfKlWtoBw3ZYulUVCmLyLQ3gQwnGNso8N0+OGHh/uebDw2xzhEe8czsFevXkWNDa+99lp4NjDVivvc4geEZ8dHH31U9LAZTSZzA1kY6MiREWLNNdd0PXv2TEaaMRTyPGG6lwWqdmQHItvW0ksv7Q455JDgXWjBSpP6RXekQhEYSwS4j2OWETIrZAWDHTrEOx3ZE/BWQg8s0HO2asnvvDPxXoY88sgjjuxaEhFoRAKV9KXUOV1//fVJH2SrrbYqVU3lIlATARkyasJVXeVyHhTMnycNK/MreZgx6jv//PO7Aw880FlQ0DBNJL0Xi3wdHrAW6TdY8+M6XBX5IWAUzaIBu5lnnjmucszr5yHJiyk/HLxovvjiiyF1UTb9Fy+YpO9j+gr1Tz/9dGfRtcN3Ht5pYXQP4wsvvrTJsVtgLGcRvMNxZ9ObpbfVsgiMLQJ0lLjPGZ3mns4Ko8LMdY4ja9n18furr74aFnl5lYhAZybAPWpZGRwu74hFiXeTTz55eM7g/YBBAa+JrD6Q1pV0wzxLmI6FgeL44493AwcOdN99912LU6Z9jBYWwDB4HWIgp33c5Wk/Tu3CoIcbcTweynnOMCqN1xRCzAGeexIR6GgC//73v8P0XbwxMLylhU4b3n3c6wjxmDAKIkOHDg2f1f6zDHOJjjA15Zxzzql2U9UTgU5DoJy+lDpI+iXxt593r+23375UVZWLQE0EZMioCVd1laMhIzutBFd2RqV4EGKZZ04/wgse88WYO8YoVVpiW9lpJQTOGT16dKi67rrrpjcJLpA8kBmdRqaccsow+kye9LTgNUK7tIWbZJy7xsPZ0lC6GHCHbQiCxQssBhMevrEuL8uMBL7wwgvupptuSjevZRHoEAJ4NjEajOB5kZ0qRRmjauWCquEC+c0334Q2yH8uEYHOTABvu8022yw5xC222CJ492Hk5vkQY71k5yUT+wXBuyItO++8c5iilS5jmc7X+++/n7RHGc8aghgiGM7ffffd4AUYdZBpKry04oXYu3dvR6wBjOUIxvAYQDEU6J8IjAUC3Kd4weI5RKcKL9Spppoq3N9rrLFGwRFwj/LOxntalGiwe+KJJ5xli4vFVX1aCuVgCKQyhjwGkSQi0JkJ1KIv8TwYPOV3Ho9tYtAwjRevvZtvvtlZxq1YTZ8i0GYCpf2q29x0czbAS5ylXg3eEyhtWnBlx12Xkav0PEzLmxyqMcoVDQRxu1KGDNbjFYFkDRm8vNJ5Y+rJjTfeGPZFRpO0YYI50bhK4mXBCDVzN6NgmGB7XmYRDCacC66XlpKpoC7rY2RhvDOY+ykRgY4mQAeN0V9GnG+//fYw0swx0QkjXgCeTuUE12G8OogDgwFSIgKdnQDTpLhv8YJgCkda6Igh6ekiTz75ZPCm4LkTf8PjNjyH5p133uBxF8v4vPzyy8NzJBou4rq09wY6R6auaKhnLnR2uhX6icEcj8DHHntMGbciSH2OFQIMwOARxAAN70vc1wRNJ4tVVjC8RW+MuI73IaZhvf7668GTiYGgagU9ZUrKMsssE6ZxYXQk3gxeUxIR6IwEatGXePwMpOJ9jsHwiiuucBNOOKEbMGCAfusjIH3WjYAMGXVD+U9D0fBAPIv0yyHpWIlDceyxxyaeEnHXcUQq63XBqDDWeuZsFnNvZ1/sA9fgtDDCgMcHls+jjjoquArzkEw/KAnQxjExlYSUlWnhJZTo3FGINcBIHjExYoCfuI7POLc0vrim12lZBDqCAHFh8H4iXg0jwbjMI9zL3MfpqVjFjm+iiSYKo3AYPjDQYdDITssqtp3KRKAjCURDRvYYCICLYMCOwmgy0tXialQr/NYvvvjiLaaopLePRvG0sT69nmVGv+nIEdvjzTffzK7WdxFoVwIM/lRz3z/11FNhoIdpirwzpQUDCIYMpmvh5cd0qmqFDCkED8XLA2MKg0cYViQi0BkJVKsv6WPnHQsDNgZCvJYYeGX6IwOn6UHV9DZaFoHWENDUktZQK7NNTLvKgyktuBPSEYpeDnEdng+33XZb+JqdioKhgRfPbDmVMSzwcGW6R3xxjG3ygI7xLZjLdu2118ZV4ZMRO+ZDMzJQaZ4aHbiYZiw7KhEbZRoKUm1AxLidPkWgPQkQ9BAhjgwvicSnufjii0Nw3Wr2O99884VqpD4mfo1EBPJEIMaAqTZ7yK+//uq+/vrr4NWEoa/UX7UGv9iRLGfwyBNvnUvjETjjjDOCkSEaCHl3in/ELcNAiF4wSFWr4G5PQGnuf9zwd9pppxbTIGttU/VFoLMR4P6+5JJLwgAuhr++fft2tkPU8TQ4AXlk1PEC4l47YsSI8GBKz1dmjjDGiuWXXz5EkU/vEpdGrP50mvCESEv07sh6alAnrstOK4nbMx+NIGyXXnqp23vvvcPDmBdPhE4ZafHYX6VRBKa9EJ0bY0nWXZm2mCbDdBpGGLLuw6yXiEBHEcAASOwAOmwnnnhiGAHGjb5agxtGxzh9C68pXO2rEYLelsuGUk0bqiMC7U0gTmOMUxsr7Y/6PC/eNy8ltkl7+MVtMYowFYvnQSWJ+69WHyu1p/UiUE8CZILDqxWPoWIeseyLwOfDhw8PccPwYq3VKEeQXLILHX300WG6Sdpjqp7norZEoCMJkPkNPdlggw1CfAz6Cuk+Ukcem/bd+ATkkdGKa4jBAg8LDBBpwcWQBxFu7OkpGHgs4NlAdpK08MIXg54V87rAWIELbjrIVNy+mCEDowijBVGYXkJ6VEaiyZAShRdRJDulJBRm/hFDA8HoUaxzhqs+QrC4aCgJBfonAh1MgJfKGMwQN17SBsfv1RzalltuGYJUUZcXTfSokhAfJ+pEpbpaLwIdSSAaEHD7xb29lKSfKTzDMNShD8WEl1UM22lJb58ujwaUYuku0/W0LAIdQSCdcrXU/mPQTwaHojduqbqlypn+S5wMhPhNEhHIIwEGZKM3BsGnydwoEYF6EJAhoxUUDz300JAFZNddd022Jp4Fxg0yHDBfMi1Y9pF00EAyhpCKKGYSYR7Zp59+mkTAxgULgwNTRzAgpOdnYkjBVZ4XUYK44bZF21dffXUYKYv7JitDzFWe3jfB1xBeYNlnVkiTFKejkAECyU5foQxjCoEU6RyS8lIiAh1FgBR5/GWFOZmMpjGFi07YyiuvXFAFA2PsaGW3x0Wel1mMiYzKkYUhWyfdGLpEMCullExT0XI9CYwZMyZpLpvumvs43svc72mJ39PbEOyZucpMnWJUOCvoBsL6KDH7CS7xBK9Ot0dQN4IeZj33COgZ24rt4I5PsFGeb+kYT7SHl1/6eRW30acItIVA+rc7rUfF2uT9jCCfO+ywQ7HVSRn3OoNFCF5/xYT9VtofBkBiz0hEoLMQqEVf0scctyvmXXTCCSeEYJ8kEMAjo1gd2or6kn6+pPehZRFIE5AhI02jyuUYoT1m6MCdlgwhTMEgq0fW84KUqowOY7EnWjV/BBzs169fYkjATZcHIa7wCC+FyKyzzuqOO+64MPUkFNi/p59+OrywUveqq64K8zQJ+kkKVLwy0kJwNtpIu0qCbgAAQABJREFUpxRbeOGF3YILLhheLokjEOf/MwWGjhjtMBqNEHmYDhxeJbEe5Yw800kkjWWpBzj1JCIwNggwCoz3UHwAxn0SKTuOAhTzxnjvvfeSecnZkWTaIGgvQRHnnnvuEDiUh282hSV6gzfWHnvsEQyO7FMiAu1BgPs1SnqZMn7royEj6z0UPS6IqxSFYIXRswLvPQzr/MYzUkY8pPh7P2zYsHB/YwxhulU0PGC4xyjO9EYM6hgl8EbKutfTKSSodFowzGOsyJZzPLSjaYppWlquB4F0pqp4b5dql3Ss6FA1xoU4GMU7G4NAWeG5Er1gs+vidwyKTGPhfUsiAp2BQC36Eo+X5098j4qfcR2fvBvRZyExwLPPPhsyJ2afVdSLzzYGgUsZO6gnEYFAwF5OJDUSsKi73iLyejNkeLMwenON9fbA8+YlUbIlS1fn7QXPW9Aoby9+3l4oQ93u3buHcnO78malTLY/55xzGFLzU045pbcczkk5C+Z+GNbZfGVvgTjDOjOieHsYejNSeHsJ9Gbh9+aN4S0yvLf5/QXb88U6Y6Eu++C4zPjiLaWYNw+LFnXtJdj36tXL2/QSb0YLbzE3vKVz9ZY+z9tIW4v6KqidwMABA2vfSFt4y3rgzS3Xm9dS0AnuY3PV9dyzUWxE2NvImbeHbCzy5mHhrbPmzdsibIce2EPW9+7d21va1qReXLAgh96CsQUdQF9sFM5bvI2gN5ayz9sUMW8dtlhdn60kID0oDs4Myd4MDQX3q03l8zxXeD6YcTz8JnMf82fxmLwFKvRmdPf9+/f3Nkc5uc/ZxoILJjsyY0K49+O23M8WG8bzbOKZYp6HnmdeFPPQ8GbQSNpjO+uAhW1iHT7NsBLq2BRGb4Z0zzOO54cZ8b3FhCr6XEJ3ac88p9JNaTlDQHqSAVLmK88IG5gJ717xHue9ygafvKX+LdjSPGG9GdLCOxF1eX/iHa+YmHHCb7fddh49jO3yfmfetd4MJd4MfYlOmndfKDejYLGmkjKbAuxtgCr5roXqCUgnqmdVrmYt+hLbMQ87P3DgwPBeFHWBz2WXXdYff/zxBe9ebGOee4nOmLe3t8C53gwb3pIQeBs8StbRBn0rG2D1NlAVd6dPESggMA7f7GaR1EgAbKQRYvSKIID20lexBUbMiEuRDoTGaO6PP/7o4hSO2AjtE2AQ74lisSeIck2A0BgwDfdd3LW6WsYS2mM901w4NiJuFxOspxwTFlFGFYrtJ73dRx99FEbpiP+BO2W10enTbWi5OIFBAwe5AQMHFF+p0k5F4JtvvnHPPPNMGCnAkwrPqEq606lOoBMfjPSgYy4O00e4pxkpYxSaqYSkRsV1nqlVxYTnDc9AAoDy/Mt6IjGix/MHbw1GpAm6yyfPLZ53Wc8N9sEUFDygzFCuFH3FoP+vTHpSBk6Dr+KdrNrA0g1+qnU9fOlEXXGqMRFoGALKWtLKS8VLGC95/FUrxR5OuObGmBXpdmh/ySWXTBcVLGcDpNkIg+MPITZGNhZAwcb/+4KBIwZ8K7Y+W4YBIx3ENLte30WgGQhgiCyVLagZzl/nmD8CGDCYApkW89BLf22xjAGjUp24Ec8zjPL8lROM40znkohAsxIo9p7YrCx03iIgAiJQiYBiZFQipPUiIAIiIAIiIAI1EZCzZ024VFkEREAEREAERKBGAjJk1AhM1UVABERABERABMoTiEHayFAiEQEREAEREAEREIF6E5Aho95E1Z4IiIAIiIAINCkB4lyQ5cqCQQcCZEyxoNQFqcGbFI1OWwREQAREQAREoI4EFCOjjjDVlAiIgAiIgAg0MwHSkWPIIOYGf1EIYkhwXIkIiIAIiIAIiIAI1IOADBn1oKg2REAEREAEREAEQgafrbfeWiREQAREQAREQAREoF0JaGpJu+JV4yIgAiIgAiIgAiIgAiIgAiIgAiIgAvUkIENGPWmqLREQAREQAREQAREQAREQAREQAREQgXYlIENGu+JV4yIgAiIgAiIgAiIgAiIgAiIgAiIgAvUkIENGPWmqLREQAREQAREQAREQAREQAREQAREQgXYlIENGu+JV4yIgAiIgAiIgAiIgAiIgAiIgAiIgAvUkIENGPWmqLREQAREQAREQAREQAREQAREQAREQgXYlIENGu+JV4yIgAiIgAiIgAiIgAiIgAiIgAiIgAvUkIENGPWmqLREQAREQAREQAREQAREQAREQAREQgXYlMI43adc9NFjjgwYOarAj1uGKgAiIgAiIgAiIgAiIgAiIgAiIQHECAwYOKL6igUtlyGjgi6dDzw8BDGh5/IHJzxXSmYwNAtKDsUFZ+2h0AtKTRr+COv56E5BO1Juo2hOBxiCgqSWNcZ10lCIgAiIgAiIgAiIgAiIgAiIgAiIgAkZAhgzdBiIgAiIgAiIgAiIgAiIgAiIgAiIgAg1DQIaMhrlUOlAREAEREAEREAEREAEREAEREAEREAEZMnQPiIAIiIAIiIAIiIAIiIAIiIAIiIAINAwBGTIa5lLpQEVABERABERABERABERABERABERABGTI0D0gAiIgAiIgAiIgAiIgAiIgAiIgAiLQMARkyGiYS6UDFQEREAEREAEREAEREAEREAEREAERkCFD94AIiIAIiIAIiIAIiIAIiIAIiIAIiEDDEJAho2EulQ5UBERABERABERABERABERABERABERAhgzdAyIgAiIgAiIgAiIgAiIgAiIgAiIgAg1DQIaMhrlUOlAREAEREAEREAEREAEREAEREAEREAEZMnQPiIAIiIAIiIAIiIAIiIAIiIAIiIAINAwBGTIa5lJ1zIH+8ssvbuTIke6DDz7omAPQXkVABERABERABERABERABERABEQgRWD81LIWW0mATv5ZZ53l/v7779DChBNO6P7zn/9U1dpXX33lTjjhhKRuly5d3GGHHeYmm2yypKwjFq688kp37bXXultuucV5790LL7zg5pxzzo44FO2zAQnccccdbsSIEQVHvv/++7uuXbsWlJX68v3337tjjjkmWT3OOOO4FVdc0fXu3Tsp04IINBIB6UQjXS0d69gmIP0Y28S1PxFoSYD3tnvuucf9+eefBSvHHXdcR/9k+umnd8sss4xbaqmlHO9lyG+//eZOPvlk9+233xZswxf6Q/RnpptuOrfYYou5FVZYoUWdWHDuuee6t956K35NPtnvXnvt5WaaaaakTAsikBCwTqqkDgR++uknf8QRR3gDG/74Xo1suOGGob4pqH/xxRer2WSs1fn999/9eOON52eZZZaxts9m3dHAAQNzd+pmpPNrrbVWohP2IKr6HAcPHpxst/LKK/tRo0ZVva0qNi6BPOpB+mpIJ9I0tNxaAnnVE+lHa+8IbZdXneiIK/v555/7Pn36JO9gW2+9tT/uuOP8DjvsEPoD9HPWWWcd/9lnnyWHZwO53owgftJJJw3bzTfffH7AgAH+7LPP9v369fOzzTZbKOed0AZ/k+2yC6xbYIEFkn1ffPHF3gwl2Wr6LgIJAU0tSUw6bVvA4mgd/qSRjz76KFkutYAXx2233RZWm6K7RRddtFTVDik3w4r766+/3Hrrrdch+9dOG5sAFvjtt98+OYnhw4e7L7/8MvleasEMaO70009PVtsD1S288MLJ92ZcsJeC4BnVjOeep3OWTtTvakon6seys7Qk/ajflZB+1I9ls7U044wzuh133DE5bTzM/+///s9dcsklzgaVwvvY3XffHfosfEfwzlhjjTWCtwbfl112WTdw4EC39957B6/zV199NXhj3HvvvW6RRRZxb7/9NtVayBxzzOHWX3/9UD7rrLO6nXbayU000UQt6qlABCIBGTIiiTp83n777cmUkEqGjJdfftkNGjQo7JUfgC233LIOR1DfJu66667QoAwZ9eXaTK3xUGJK0jTTTBPcD88444yKp8+0JtwXzRso1MWtsNnlww8/bHYEuTl/6UR9LqV0oj4cO1sr0o/6XBHpR304NmsrU0wxRdFTn3rqqd3VV18d1jE1vn///gX1Sm3He5x5Z4S6P/74Y9np9+bVEeqVaqtgh/rS9ARkyKjTLUBQTOZ2rbrqqqHFcg+RX3/9NVg7N9lkk1B3ySWXLPDmqNMhtbkZ5qxOMMEEzlzB2tyWGmhOAsyrxFtp3333DQB4kNm0q5IwzFfMDRkyxB166KHJ/MuSlbVCBBqQgHSiAS+aDnmsEZB+jDXU2pEIlCQQ418Uq4BHxbTTThtWPfroowVVym2H1/kkk0wS6r/00ksF26W/xDbiZ3qdlkUgS0CGjCyRVn6///77XY8ePRyjCUg5j4xDDjnE2ZwzhzUT2WCDDcJnuX9M8ahG6AimJfs9vY7lGKA0W/7NN9+4p556KgRYrGQVLdVGtk3qpev+8ccf2Sr6nlMC++23n5t44ond6NGj3bBhw0qeJV5AP/zwQ9CPkpVSKzCK3Hrrre7UU091Dz30UEkjCfcdhrnoZUSA3nPOOcd9/PHHqdZs4qfpzzPPPOMIOnXKKac49LqYDrHdSSed5OI9bHNF3XnnnReOBaNmMcGAecMNN4TtLrzwQsfUrWxArWLbqSyfBKQTzkkn8nlv1+OspB/Sj3rcR2qjfQjMPvvsoeFajA28G40ZMyZsx/QViQjUg4AMGfWgaG0wrYR5XVG5Sxkybr75Zvfmm2+6Aw44IMnqEOeDZQ/lySefdFtssYXr1auXW2211cK8tOuuu66gGvPUMIysu+66wYU/unwx/2yllVYKUX6JKBwFg8hVV13lttpqK7fPPvsEQ8VGG23k3nnnnVglfNIunb9Sx4ZrGFGKV1llFbfNNtu4ueaay2233XaJcSbd2HvvvRfibDB/zgIEuU033dRtttlm7rTTTktX03KOCcwwwwxhriOniNEhGgCyp4xx4KCDDnLjj18+oRLGBaJYM+3JAlOFaSi77bZb0IH77rsvaRbDyfHHH++6desWDIbMz7zpppvc3HPPHe5/C7ab1CV+B98taK8jTgeRu9dcc03Xs2fPJLYHbW+88cauq2VfOfzww8N5kF2FuZwcD7qEvmaNHw8//HA4huuvvz58PvbYY27ppZcOek1nTtJ8BKQT0onmu+urP2Pph/Sj+rtFNccmAd6PYnYRMpFUK7z/xMFM+iASEagLAXvhltSBgHWMvKWM9JdeemkSmTfb7CeffOLnn39+zyfRfe0CeosF4M24kK3qTzzxRD/llFP6p59+OlkXMznYj0FSZp2gsF8LkhUyjJgnhX///ff94osvHtqnDRv1DfU//fRTv/zyy/tddtnF//zzz6HMRpZDPcrSsu2224Zyi+WRLg7LtDPPPPP4XXfd1ZuFNZSZYcPbi0fYr3VSk23sR8ubO5k3w0VSduONN4a2rVOYlDX7Ql4jblsH3i+00ELh8tqDz5vbcLj2FvizxSV/9tln/VRTTeXNIyOsM2NGqHvZZZe1qGtGhHAPfvfdd8k6It6bR1TQg6gj6IO5MPrVV189tGXTubwFn/JmEPRmSAj3MA2gI+Yu6c2QkrTHvUt99HTzzTcP5a+88oo3Y2Eoo9xGDb0Z9LwZLv2dd97pLR5IWHf55Zcn7ZD9x9wwwx/LUSwQaqhr6ZdjUclPC3blOZ68S171IH3dpBPeSyfSd0Tty3nWE+mH9KN2jfA+zzrRGh5t3cYGUpP3HBuMLGiObCS8/5g3RujLpFfaYE5YZwOb6WJv3qjephmHdTboVLAu++Xoo48O9eK7Y3a9votAmgAjh5I2EogdJZp54IEHggJisEgLxgrzSPB04hGLARDqkc4oK2eeeWbojJmXR8GqaHSwDA4F5RgR6CCSppLOHEYJyuiEkTIJIZ2SeYt48/Ao2JYOHz9IFsMgKedYMYxQPys2au0XXHBBb54Y4WU0vX733XcPbdFJjMIPIO3TeUwLhhbLOZ0uaurlvD6E0y+lXGAMWtwP3MPZjrlZ6L0Fjkrug1KGjGuuuSa0YR49Sd24gO7QPqm+opGNdRZYN5Sb51DQjVg/fg4dOtRPPvnkPm0YYd0tt9wStqNN81oK1THU8Z0/m84Smwif6BvlGFqioHuUWd71WBQ+bepKKN9zzz3Dd4yLNrpR9I8XhlLraD8vklc9SF8f6cQ/zyPpRPquqG05z3oi/ZB+1KYN/9TOs060hkdbt0kbMhjgoW/DYA0DmPx2M+hk04Rb7CYaMrp37+7Nu9UzKMr7nsXb8+bN6s0rvcU22QIZMrJE9L0cgfL+23a3SioTYO59nIIRY2Rk596bh4Wbd955XQzwaT8IoeG4XdwLc+eZdrLHHnskbcZ15l0RFl9//fXg0k4gTsS8NoK7Fm7xZEKxEV5nnTJnRpOw3jqMzn5Mgrv8+eefH8r4RxwM0irhwok7fRTa+/rrr8MxxDI+cdPHzR6XMqaexP3HOjGWBhlZbAQ7FNM29S644IIQ4HS55ZYL5aRkIvqxpLkIHHbYYSFOhHk2hOlYcWqHeRGF+BKlUnKlKcX72gxq6eKwbA9ZRypj9I8pJEx7QiaccMLwybQmdCMr5kHhiJRtRsCCVWbYSL5zzExRYdoLGVWYpsX0kLRE/U9PLWMuKMfC9KsoTCeJAYHj1C9iiJDerJiQyszyqTsC4WWFjDCSxiUgnfjn2kknGvcebs8jl35IP9rz/lLblQnwzvT444+HqeM2SOR4X1p77bVDdrlSW/Puz5T4Bx980F1xxRXhHcw8OdwSSyxRahOVi0CrCMiQ0SpshRsRH4PAgQhz5Ql+Y6OrzjwOQtpJggcSl4KYFwidHDpFdIiIGRHFpqa4vn37hq/ECchKnJNGTuW0EYH9IwTRIXAoqSvTQoBBm8oSMkFEYwhz/ckTPcssswRDCMcdJRpZsmlXiW1ApGE6hzEWSNyGz3h8ZKmIQucQowVpNzHiEECUzh6GGknzEcCQRWYfG3VzNlUqxKSAAvcW99XMM89cEQpBPZG0YSBuRERs4leQsxwdi1LMABDX8cm9a15CjtSvpSStc9GQka2LMQKJxom4nrgaCLFoiA2DMdJGNEKZWZrDJ8dYar4pvykcH5+SfBGQTkgn8nVH1/dspB/Sj/reUWqtVgLE4OO9qhbhXY7+DQaP5557LsQc69Onjxs5cmQYNKqlLdUVgXIEWg7vlautdS0I4KVgMSNCIE5WYmTAEolgsCAo5s477+wsdkaSdigaClZcccWkM0N9iwUQsi6g+DY1haICGTVqVPieXXfbbbc5cjTTueIHJytkX0AYuWV0gwCG5oIfskfgfWHz+gs2wcOEEWy8L6Lg1UFWBgSPkWISj2+BBRYoWI03Ch00gjLSoSNQkKR5CRAkEyFtF1Z+DH54G5BytZJYfBlHhhAEj6JiEu/naoNoUg8PJLxC0N9Sf5WMIcWOJZaRnYQo/KQy7t27tyPoaNZQGOvqs/kISCekE81311d/xtIP6Uf1d4tqdiYCDL7gaUq/iAGcOFjbmY5Rx9LYBGTIaOP1I7MBnZO0RPdyXMfpvODunh5pjSkgs2lX8dxAMHAUkzgthGkiURhJJgsKo8XFDAykO8ILgs4ZBgaMKuyf7CnsPzvC+8UXXwSLqcXbKHDBJ10lWR3YT9adnmMhTeW7774bckunvUxYx74Z6Wa0/IUXXgjeGZRLmpMA06ksiFM4eYxceDNZMM5wf1YiwsMQTyYkPX0jvR1eQEgpPUrXZZn7kmlO75shg/u8mJBlpZThpFj9dBk6SDYTDI54ZXGuEhFIE5BOSCfS94OWCwlIP6QfhXeEvjUSgZlmmskNHz489Dfox+AlLhGBehGQIaONJGPa1XQzcdoFnhAYBtIWSKZ/MBqLZONjxJHm+eabL91cWMYd65FHHgneExgjotA5QjBi4JWRFYwLuK5jgCAeAR3ItIt8tj5GDuqXOrYYIyC7HVMDEGJtYLjAtf7aa69NqrFfUmsixAuQNC8BjGd4BiEWTDOk8Y3fK1Hh3rUgUqFavPez2+D5g2CMq1bwcsJrwoJMFd2EhzC61BphWhleWMSNid5a6Xbi1JJ0mZabi4B0ovB6SycKeTT7N+lH4R0g/SjkoW+dnwAeqLEvZIkBkhhhnf/IdYSdnYAMGW24QozSEvSyR48eBa1Ejwzm6NMBSns9EJvip59+CtM8LN1jwXaW0jR8zxoa2A8xM5hzxvbp4H63/j/2zgPejqL64xMkQMAEQaSISO+QUKT33iEinYSmkIBIE4EgkIQeQIUIGPirCb2EIkEgtIAEFJAiCZKgoSoBohAgQIJE539+k8xm775b37uv3Lvf+Xzeu7uzs7Oz392zO3vmzDn33hscAFo4o4K64oo0oUo6ZjEt6KuvvuosYkMsHj64tCKrikmTJiXrpdqmspqKIoWOPkZ//OMfK8tpmkn2Q/O4445z8tFh4TVDGf41PwFNIyo2lUhzJeWfRR0yKRGySgdNZZIzTaXs/tExre5nTUtJJ1k/SO4sOoqTk82YYscv67sibteLVUnTuyRrUmrEJGdVclYbLZHUrti2WG8sG9fT+1vknrBZspZO0fojnp9klNT8BJAJ55CJ5r/PW3uGyAfy0dp7h/3qRyD2S1SjBmCrTXG/Yn0tBSKQs09NyVcfrViZ9PHS/ahqj0+5/BFAkdGGa66RVqVsFIRokaF5/1GRoHL6OLviiiu0WJAfMuyflBHyc5G1WJC1hZwXypIjKhS0j5yDys/AZpttFpyMxnrSvxZGNXGoqA9AmXVpPzntPPfcc4OiQgqGmPTRJl8AesAookn0k6GRZEV8kIJCDgtj0seZPkoHDhzoNE0gphdffDEoMtJRH+RLRE5Q+/fvH4vx2+QEZMUgS6Psi1A+WKJ2vpg1hj50olIgawkhy4YDDjgg3Ev6Tb/sdA9KRuSTJp0sLHFYjX5c0tu0LCunOBVFzjilBJG/GSkl5VNGFkdRIanpXFGRkVWkxOOkoxbJJ4aSrJ3OOeecIHNybCr/NEqa+iXHp1nFX9g4958UlvH46XyWG48AMuGCnxhdOWSi8e7f9m4x8oF8tPc9Rv2VCaQjyKX7/OX2VL8o9tfib7q8+n36blJAgOeeey5Muc32oVQ+KrplXVtK2ZGul+WcE7CPBVKNBGzU1ltYIW8f/CGesmIjW3ihpJbRo0d7842RrJtvCa+4yNrHbrfkz6ZveBvpTcppwYTcm9LAH3jggd6UHt5Gqr199Hizjigop5Xbbrst1GUfRy22pTNMgRDqicc2HwLeHIqGuNDpcqZo8aZ4CXWqbaaESG/29pHm99prL2/TS7x9MHqLRuJNu+rNosNr33Qy5Yi3KTLeRttDLOkRI0Z4U7j4M844o0XZ9H55XW62GOhmOeT3339/b/4swv2k++Css84K91C8xqZQ82bl4O3lF7O8+XvxprgLMcrj/WovP2/KAG8WGEk53W+6l8y/hTfnnt4sKrwp2kI53e8xadmUbN5enIncqS5T2MUiya8p2bwpNJJyOr5k0fzgJGUk27rnY9s23XRTbxF5gqyoPVF+tN1CufqXXnop7HviiSd6U3iG/SwMs7dpYt4UPF6yqHO47LLLkmPkeaHZ5CB9LZEJZCJ9P7RluRnlBPlAPpCJthCoz76SQxsg8jaomvRzzJLaDxgwwD/11FNFD2IO0/2QIUO8RZJL9lEfyMLG+wsuuKCgj6cK9N0T+1Bmge7Nz6A3xYa/+uqr/RZbbJFsUxmL1uYtbGvoLxU9OJm5J9BNBOxmIXUhAoqiIAsMjTSvueaarlevXm1unS6ztJzScG644YbBj0WxSuXTQ5FW0pYf2XJysigNrSxPFAKzWDSHiRMnhkguGkXWCLYchcpPRnpaTLbePK8PHTLUDR4yOM8IWnXumnZlyoJg8aEwfdERaKsqm7uTzB7lk0YOQOWPQ6MI9UiSK1lsyM9MTDqW2lzMv00sk6df5KDtVxuZaDvDrl4DctL6K4R8tJ5dV94TmejKV4e2QaD9CMxx/99+9VNzKwgoioKUDfVMUijoAyr9EVWsfpnUp30LFCsjBUacPlNsu/KiQ0Yty3lpMQem2kaCQFsIyJ9M9F3RlnrS+0qBEadUpfPbuixlRVZhoWORIFBPAshEPWlSV7MRQD6a7YpyPhCAQJ4J4CMjz1efc4cABCAAAQhAAAIQgAAEIAABCDQYARQZDXbBaC4EIAABCEAAAhCAAAQgAAEIQCDPBFBk5Pnqc+4QgAAEIAABCEAAAhCAAAQgAIEGI4Aio8EuGM2FAAQgAAEIQAACEIAABCAAAQjkmQCKjDxffc4dAhCAAAQgAAEIQAACEIAABCDQYARQZDTYBaO5EIAABCAAAQhAAAIQgAAEIACBPBNAkZHnq8+5QwACEIAABCAAAQhAAAIQgAAEGowAiowGu2A0FwIQgAAEIAABCEAAAhCAAAQgkGcCKDLyfPU5dwhAAAIQgAAEIAABCEAAAhCAQIMRQJHRYBeM5kIAAhCAAAQgAAEIQAACEIAABPJMAEVGnq8+5w4BCEAAAhCAAAQgAAEIQAACEGgwAigyGuyC0VwIQAACEIAABCAAAQhAAAIQgECeCaDIyPPV59whAAEIQAACEIAABCAAAQhAAAINRgBFRoNdMJoLAQhAAAIQgAAEIAABCEAAAhDIM4Fu3lKeAWTPfeiQodks1iEAAQhAAAIQgAAEIAABCEAAAg1JYPCQwQ3Z7nKNRpFRjg7bINBBBKRAa8YHTAfh4zBNQgA5aJILyWm0KwHkpF3xUnkDEkAmGvCi0WQI1IEAU0vqAJEqIAABCEAAAhCAAAQgAAEIQAACEOgYAigyOoYzR4EABCAAAQhAAAIQgAAEIAABCECgDgRQZNQBIlVAAAIQgAAEIAABCEAAAhCAAAQg0DEEUGR0DGeOAgEIQAACEIAABCAAAQhAAAIQgEAdCKDIqANEqoAABCAAAQhAAAIQgAAEIAABCECgYwigyOgYzhwFAhCAAAQgAAEIQAACEIAABCAAgToQQJFRB4hUAQEIQAACEIAABCAAAQhAAAIQgEDHEECR0TGcOQoEIAABCEAAAhCAAAQgAAEIQAACdSCAIqMOEKkCAhCAAAQgAAEIQAACEIAABCAAgY4hgCKjYzhzFAhAAAIQgAAEIAABCEAAAhCAAATqQABFRh0gUgUEIAABCEAAAhCAAAQgAAEIQAACHUMARUbHcOYoEIAABCAAAQhAAAIQgAAEIAABCNSBAIqMOkDs6lV8+eWXbtKkSe6FF16ouqmff/65e/75591bb71V9T4UhAAEIAABCEAAAhCAAAQgAAEItDeB+dv7AHmo/4MPPnCXXXaZ+89//tPidLt37+6WW245t+qqq7odd9zRzTdfx+mOnnjiCXfddde5m266yX3xxRfuoosuchtssEGLNqYzbr75Znf77be7MWPGOO+9+8tf/uKWX375dBGWIdCuBB599FH30EMPudmzZxccR7LTs2dP941vfMNttNFGbsMNN3TdunUrKJNd0X2/5557hvrKlR0xYoT7+9//nuy++OKLu0GDBpWU18cff9w98MADBW1U24499li31FJLJfWwAIFI4P7773e6t9PpRz/6kVthhRXSWSWXP/74Y3fuuecm23U/b7755m7fffdN8liAQKMSQD4a9crR7q5OgD5VV79CtK9NBOxjlVQHAmb14L///e97uxjh79RTT/W//OUvvXU8vX1whby11lrLP/vss3U4Wm1VbLHFFuH4ppSoakdTyPivfOUr/pvf/GZV5SnUdgJDBg9peyVNVMN7773nDznkkESeDjroIH/++ef7ww47LNyXkrNddtnFv/vuu2XPetSoUaGOhx9+uGw5bZwyZYrfZ599kmOeeeaZZfd5//33fb9+/UL5a6+91s+aNatseTZWJtDscvCvf/3L77TTTsk9NnDgwMpQ5pYYNmxYst+WW27pX3755ar3pWBzEWhWOUE+mus+7cizaVaZqBdD+lT1Ikk9XY2ARt1JdSIwfPjw0NFcZ511WtT4s5/9LGxbZpllvF7WHZWkYFl00UVrUkr8+c9/Dm2VYobUMQR4Cbfk/OCDDyYfbm+88UZS4MMPP/Rrr7122GbWGX7ixInJtuxCVCL27ds3u6nouuRlu+22S4576623Fi0XM9VGs8CIq2V/zSrL/+9//ytbJu8b8yAH119/fXJ/LbTQQl4KsUrJLIsSBZ6UeFdffXWlXZp+e57lqZnlBPmoj+jmTT6aWSbqc0d4T5+qXiSppysR6Lh5Dm2yG2mMnf/0pz+Fhu6+++4tGnz44Ye7BRZYwNkIcjBJb1GgnTKefvppJ5PkXXfdteojjB07NpTdbbfdqt6HghCoN4FevXoVrXKxxRZzpmAI20wp6M4444yi5f74xz+6F198MWy799573dtvv120XDpz/vnnd+uuu26SddRRRyV1JJmpBbVRU0qqSdUcv5p6KNPYBL797W+H6XqavmRWPM4U4BVPSFP+NKXKLOVC2WrvuYoVN3AB5KmBL16ZpiMfZeDUsAn5qAFWTorSp8rJhc7ZaaLIqNMFN+1UMv+5mCLDrCLcggsuGI72z3/+s05HrVzNfffdFwrVopTQXFX59jAT6MoHoAQE2olAOZ8WZvXkvv71r4cjP/nkk0VbYFO73CmnnBI+AP/73/+6a665pmi5YplSPOrDUU5vzZrDTZs2rVixij46iu5EZq4JyNfLIoss4n74wx8GDmZd4T799NOSTPRukQ8mm67I/VaSEhuahQDy0SxXkvPoagToU3W1K0J76kEARUY9KFodzz33XPjYkcLCfFK0qFWWETNmzAj5WYeb6qi2JZm5esndpZTQKHNaKVGuvByXPvPMM8GJXCntbTxYtp62nkesl18IVENATnSVir2cp06dGhzWnnzyye4HP/hBKPfrX/+6qEPesDHzTw4Y77zzzqDQ08jWfvvt5xT9hwSBehE4/vjjnU0tcdOnT3fmY6VktbKQ++STT5z5iSlZJr1BShFZIP3iF79wf/jDH0oqSfT81vshWuApQtWvfvUrl1W067lu0w2dHOL+/Oc/d+PGjQuOoNPH1LL2u/TSSxM5kfWhlIdqixSCxdLMmTODnGm/3/zmN+6ll14qcKBbbB/y8kEA+XAO+cjHvd5VzpI+VVe5ErSjFgIoMmqhVaasOoRKUhhIcZBOGg2+4oorQtZmm23mdt5557B89913u969e4eIJoqukE5/+9vf3DbbbFPgpT693XwGuBNPPNEdccQRzhwOhggOGrVLJ3UsJ0yY4HRMfeyZY7lg0rzwwgs7WWj84x//SBcPyzaHzqmDW8yqRAXUTnM6F6KfHHzwwWGUUBEcVllllTD63aJCMiDQDgQUIShGGenTp0+LI+ija++993bmsDbc9zLJl1XF6NGjW5QtlbHVVlu5K6+8MmweP368U4QJEgTqRWDJJZcMz2/VJ6VDKUWZPvKlkMu+V7LtkMJBz3g9282xW5iGIiWeok498sgjSXEpTi644AK30koruT322MOZI1z3u9/9zq288sruuOOOC1F+YmHJjKL+KIKPZE7RhHbYYYcQgStaKaluc5LrpPw77bTTwnkousqyyy4b2iM53GuvvVooPxRVS2244447wu9TTz3lvvOd74T3nj7gSPkmgHwgH/mWgI49e/pUHcubo9WRgHV+SHUgsPHGGwcHbr/97W8LalMEkAMOOCBs06+NloXtiqJgH0neTIzDNjkwTKeLL7445NuIVjo7LCvPOqfeRsaSbdZh9WaS6dNOERVJwW4Vf+SRR3pTePjf//733jqL3vxlhHwL3ZfsHxcOPfTQsK2YA0Wz1vCbbLKJt85uch46hiljwj6mzInV8FsjARxVtQRmVkzhvtI9nL6vVXLw4MFhmynovIUWK9hZjhHlgNN8ZCT5cvapekypl+SVWjjhhBNC/XG7TQFI2pF1sqg2mhIvFi37a1PLcPZZlpD3eZAD+4D3imClZMq48NzWvakIO9lkln7+a1/7mjeLjLDJlBnhXrzhhhuyRb0pEcK9+NFHHyXb5FjafA6EKFSmMAj5eo6bgjtxaivZsLDB3pR83hQJIfqWClr4Yy/H1aZISeozJbePsmRWSiH/r3/9q5dTXJ2D/mwk3cu5tSnKvYUoDu8q5d94441JPXov2tSw8KflmPr37x/q0PuvUsqzPDWznCAf3iMflaS/5fZmlomWZ9u6HPpUrePGXl2bAFFL6nB95HVeH1TqrNm0kRAiUp3KHXfc0S+xxBJeSg4bcUuOZCNiodMo5YWUDzYqlWyLC6pH9akzmE42kubVgXv++efT2d4cFIbOqkIsxRRDSdqItVc0hpjMUiNpb7p+sxwJ7TXzslg0+TWHoSFSxP7771/wMSaFh9rZo0cPb+bDSXkWaiPAS7glr/RLVx9Tjz32WPgwimGO9YEnRVo2yev9RhttVJAtxaHuU/1lZaegoK1kFRnpSCbmO8abBVKyS1aR8dlnn3nJW7E/PSOK5SsvLbdJ5TlcyIMcpD/UdIm/973vhftSkXikKEinAw880Jsz2ySrlCLjtttuC3VcfvnlSdm4oDDguu+/9a1vFTyjhw4dGvJXXHFFb9MeY/Hk96qrrvJf/epXfVoxoo1jxowJ+6nO1157LZSXjET5suksSR1aUNhkbdM7MSbd78pTVKF0sqkrIX/AgAEhG3lK05m33Mxygnz48D5APubd79UsNbNMVHP+1ZShT1UNJco0GoHCORD25CTVTkBzjO3CO/sgcfagcG+++aabMmWK23fffd16662XOPmMNdsHWJhzrzn4msZhCo+4KfxOnjzZvfDCC2HaiXU+k232IefOPvvsYBac9rNhI3nOFAruzDPPdDYSHcqbRj84H9WUEjmTS5sly+R3jTXWcJMmTXLyiRGP8eyzz7p///vf7phjjkmOGRdk2qypKJofrTpj0rxqJQtZ6UyZEbP5hUBdCdgHlVMUEkUp0f1qo7thipYccmaTnHyaMqIgWzKme16yJXmQv4xqk2RHU1JMOeLMMsSZMi/4DJDJfjbJ58F1112XzQ7rptB0I0eOdHJml02KYEHKJ4Gf/OQnwU+EWTY4OWfWVA4lvUfkX0LvkkpJ0xSV1lxzzRZFTfHnTj/99ODDQlNINCVQSVG0lL773e86yVc2ScY0DVGRe9LJFBvJqtqs6SGSEU3f0jRKTQ9JJ0WhUNL7Iya9p9QWU6LErOAPIEZaUDQXJeQpwZPbBeRjzqXXdCvkI7diUPcTp09Vd6RU2EkEUGTUAXz0j6H5xor2YfG7w1+lqqOTtaw/CjlUU1J96aQ5+uowRkWDnLrJT4ZC88k/xo9//OOkuI1qBCdvNlUkOO5MNsxdUEhWpXRH0syAQ142wokUKDZlxp133nlO81bTKYa3zO6TLsMyBNpKQOGDNQe/UpKjWrO4CB9tUY7iPlKASJEheZHfAYVxrTYpQoqNRAd/M1KmyCeAFCvZJCWFFJrFkhSAUmymFYHFypGXLwI2Xc9tvfXWTs9s+R+Kigz5zZDSYZlllqkIRE49ldLP87iTFMySnVdeecVJ8RBTMYVa3KZf+aDR/Sp5KZX0vospKjLievyVMkIpKidivmRIyaw6nFmSBNmUkl9JAwNKyFPAkOt/yAfykWsBaKeTp0/VTmCptsMJtBwa7PAmNPYBNQIlB5lKWYVEpTPTfhoVk/O0mKQYiAqFtCJDZdUJ1UeSOpbmbyMoOpZeeukwcpdWYqiuGHbVTJNj1cmvPODLGZxNR3HpyCRSyKg9WQsRdTLVoTRfG0kdWlBn0/xuhLxaz72gIlYgUCcCw4cPD0qG+FEl+Yx/csSrjyqNbEkxV2tSyFfzTRAUEYquYH5nkg+uWuuiPATSBOQkU0mhhKUgs2mHwXpHIVcrpXfeeccpQoiSLOyKpWg9VK0TTZWTdZ6sQhQ2vNRfJWVIsbbEPPPB4RSZQnIp60U5HUUhHunwmyaAfCAf6fuB5Y4jQJ+q41hzpNYRwCKjddySvdTplKmtTMM33XTTJL/SgpQSMrVVJy6a9SoiiM3vdxqVUri6dH2a0qGk6CCKdCIFRTGz+nhcKSXU+dx+++1jVvIrk15NaUlHYTA/H2EkW1NEYnu0g/KlrFBbNCUlnWR6rBHw1VZbLZgXp7exDIGOJiDl3D333OMU8UfRSoolTafSVCyFmTzllFNqto4wR4chkpCmeGm6SXaUudgxyYNAJQJSBJsD0GA1cckll4RpTHoWazpUpSQrOVnqSTGgd0r6vRH31RQRJXPwHLPK/sqKQxZLUmRo+mBUhKR3UpQVKcVlrVRr0vtNIY1lJaIpjVlLv1rro3xzE0A+Ci1hm/tqc3ZdhQB9qq5yJWhHOQJYZJSjU8W2aPmgkKoaBa42xXB46RGoiy66KIxMvfzyy26XXXYpqE/mt0pSYsgMuZwSQ2Vj+FaLitKiSeYg0ZljOWce4pNt0c9H1rJCbZHSY/XVV0/KakEdWPnkUMruEzL5B4EOJpAOuVrq0BaBJGySjMSpXaXKlso/66yzgp8MbZcPAxIE2kpA043kC0BJU5gs6keyXqluTe+QdZ1StJDL7qMOqdKWW26Z3VRyXc98KUektCuWpBB8/fXXi22qmHfLLbcEy0MpM4opMeLUkooVUSAXBJCPwsuMfBTyYK19CNCnah+u1FpfAigy2sjz9ttvDzWkp4dUU6XmQyvF/dQpVMdRCgglWWpMmzYtzJvWepwnXcyRoBQN5mE+cQoXlSvFFAzm3T44ErVwecHMXnUrxeksUqBo1Dquxw6wFBcxyTeHTILN43zIkhJn6tSpod5Yhl8ItJWAHNbGJGulckn3pJx8HnbYYeWKBUeE0Y+ARr6LJR230vEkr/IfQIJArQR0f6Xv7bj/IYccEiyJ9JGid0FW6aDnvKZJKWX3HzRoUMiXA2lNS0knWT/IAtCioyTOoLU9fgyVsio6+uijQzWaTiVnz1JqxGSRe4LD3OjYM07f0vZYbywb19P7y2mu0quvvhqLhd/oPDqen+SalC8CyIcLTqV11ZGPfN377X228bmq41Tq49Cnau+rQf31IoAiow0kpTCIHbJiprflqo4KC41oyb+F5jnLsVt0ICiv7uecc07iAf7www8PZvByVihfFfKloTnMGhEeOHBgUHxo2olSHGlOW3soXw7hfvrTn4bII5rvn07qmGq+szq1sgyJfjK23XbbcFzVKVN6/amd8oIv5YWSzl0fhTKNJkGgXgTS0RqiRVKpui2UZPiAq0a5EBVwuufvuuuuFlVKJmVSXy7JVF/TWIqNJpfaT7KKo89SdPKTr/tLPi2yHUn5JzrppJMCiGidkaaid01UCmQtIWTZIL9JFq40/KaVBno2692gaYvpJKe1SrK6K5b0nolTUeQnSe8kOYhTFBIp4OWMNN7PcgwalSxZRUo8joX9Tg4jnxhKeq/oPSfFud4rmmaipCmLcnxaysJEZZAnUWi+hHy4YJmrK4t8NN/93ZlnRJ+qM+lz7HYjYB0jUo0EzCmZN4/rvmfPniHmvV0cb3OZvU218KbxrKo2m9YR9rUPIn/NNdck+1iUkZBvH1velBtJvhZsSog3Z4XJMa1z6s0ZnLcRt4Jy1uH1qt/mSvsLLrjAm7WGN8WEP+6441rUqR1tpM+b09BQr1lxePP5UVCfhd/z1mH1NnXGW0fWW4c0bDdz5pBvChM/ffr0gn1YqY0AMdDn8bJpV94+ysL9JtnS36KLLuoHDBjgn3rqqXkFbckUe94+qsJ9qHIWItVffPHFBWXiiiknfL9+/bz5jklkSPe0WRR5U5R4+1jz66+/fthmSr2QL5krl8aPH+9NgVeuCNtqINDMcqD72kL3evNnEe4xs7rwNk3J24d+QsiiSXmzcvCmFEjyTOntLZywN99JyX1rSg9vygBvFhhJOT3HzzjjDG/+Lbwpl71ZVHgLrRrKmdI5KadlU357m3aY1Ke6TLGXlIkLphjxptBIyknGTHnnH3rooVjEm3I7kRtt13vHHMSF94jaE98t2qZ3iTnKDftaxC1v/phC3Rbpy0uWTMHj9U7UOVgkruQYLBQSaEY5QT6Qj8K7vLa1ZpSJ2giULk2fqjQbtjQ+gW46BetgkDqYgEavFCZSvirSfixkzqXR51IhHGfMmBHMhBWtRCH1yiV5ntdomywt5DQufZzsfnLqqbqjVUd2u0bc5NA07dit0j7ZOlgvTWDokKFu8JDBpQuwpcsSkGwo5DKp7QSQg7YzlBNORdWRxYdCV8oRaFuTKarD+0oOQOWPQ9Yj9Uh658hiY6WVVkqq07HUZhsoSPJYKCSAnBTyqGUN+aiFVuOURSYa51pVail9qkqE2J4m0PYeTro2lqsmIMegG2+8cYvyihhSSomhwurcFfNK36Iiy5DneRuhLrapRZ7MhvVXKhX7UKu0T6m6yIdAMxEoJhvNdH6cS2MRkPPP6LuiXi2XAiNON6xXnapH77OswkLHIkGgvQggH+1FlnohUB8C9KnqwzEvteAjIy9XmvOEAAQgAAEIQAACEIAABCAAAQg0AQEUGU1wETkFCEAAAhCAAAQgAAEIQAACEIBAXgigyMjLleY8IQABCEAAAhCAAAQgAAEIQAACTUAARUYTXEROAQIQgAAEIAABCEAAAhCAAAQgkBcCKDLycqU5TwhAAAIQgAAEIAABCEAAAhCAQBMQQJHRBBeRU4AABCAAAQhAAAIQgAAEIAABCOSFAIqMvFxpzhMCEIAABCAAAQhAAAIQgAAEINAEBFBkNMFF5BQgAAEIQAACEIAABCAAAQhAAAJ5IYAiIy9XmvOEAAQgAAEIQAACEIAABCAAAQg0AQEUGU1wETkFCEAAAhCAAAQgAAEIQAACEIBAXgigyMjLleY8IQABCEAAAhCAAAQgAAEIQAACTUAARUYTXEROAQIQgAAEIAABCEAAAhCAAAQgkBcCKDLycqU5TwhAAAIQgAAEIAABCEAAAhCAQBMQQJHRBBeRU4AABCAAAQhAAAIQgAAEIAABCOSFQDdvKS8nW815Dh0ytJpilIEABCAAAQhAAAIQgAAEIAABCHR5AoOHDO7ybay1gSgyaiVGeQi0AwEp0JrxAdMOqKiyiQkgB018cTm1uhFATuqGkoqahAAy0SQXktOAQI0EmFpSIzCKQwACEIAABCAAAQhAAAIQgAAEINB5BFBkdB57jgwBCEAAAhCAAAQgAAEIQAACEIBAjQRQZNQIjOIQgAAEIAABCEAAAhCAAAQgAAEIdB4BFBmdx54jQwACEIAABCAAAQhAAAIQgAAEIFAjARQZNQKjOAQgAAEIQAACEIAABCAAAQhAAAKdRwBFRuex58gQgAAEIAABCEAAAhCAAAQgAAEI1EgARUaNwCgOAQhAAAIQgAAEIAABCEAAAhCAQOcRQJHReew5MgQgAAEIQAACEIAABCAAAQhAAAI1EkCRUSMwikMAAhCAAAQgAAEIQAACEIAABCDQeQRQZHQee44MAQhAAAIQgAAEIAABCEAAAhCAQI0EUGTUCIziEIAABCAAAQhAAAIQgAAEIAABCHQeARQZnceeI0MAAhCAAAQgAAEIQAACEIAABCBQIwEUGTUC68zi//73v90TTzzhZsyY0ZnN4NgQgAAEIAABCEAAAhCAAAQgAIFOIzB/px25iQ78xz/+0d155501ndEZZ5zhvvGNb1Tcx3vvhg4d6u666y43ceJE17NnT/fBBx9U3I8CEOhMAvfff7979NFHC5rwox/9yK2wwgoFeaVWPv74Y3fuuecmm7t16+Y233xzt++++yZ5LECgkQggE410tWhrRxNAPjqaOMeDQEsC6rc99NBDbvbs2QUb55tvvvD9oe+WjTbayG244YZO/TKlWbNmuZ/97Gfuww8/LNhHKwsssIBbZJFF3BJLLOH69OnjNttssxZlYsaIESPc3//+97ia/Oq7Z+DAgW7ppZdO8liAQELAPpRJbSRw1FFHeQPqN910U3/00Uf7Sy65xG+77bYhb6uttvKXX365v+iii/yxxx7rF1poIW/C6P/3v//VdNSHH3441Ne3b9+a9qNwYxAYMnhIYzS0hlb+61//8jvttFO4byUf9iKqeu9hw4Yl+2255Zb+5ZdfrnpfCjYugWaUg/TVQCbSNFhuLYFmlRPko7V3BPs1q0x0xpV97733/CGHHJL0wQ466CB//vnn+8MOO8x/85vfDPm77LKLf/fdd5Pm6ZvGlCB+4YUXDttXW201P3jwYH/11Vf7008/3X/rW98K+eoTvvXWW8l+2QVtW2ONNZJjjxw50puiJFuMdQgkBFyyxEKrCUjobrjhhoL9pdTQx9vNN99ckP+DH/wgKDsKMqtYufTSS0N911xzTRWlKdJoBJr1JXz99dcnLyQp8d5///2Kl+aLL75IXpaSIb0I855WXXXVmpWfjcisWeUgfS2QiTSN1i/nRSaKEWpmOUE+il3x2vPyJh/NLBO1X/227/Hggw8mfbc33ngjqdCsLvzaa68dtpl1hjdL8WSbFrbZZpuwrV+/fgX5n3zyiTdrjLDNLCy8WV4UbE+vnHLKKaHcsssum85mGQJFCeAjw76U2pKmTJni9thjD2dCm1QjXxbPPvuskynWzjvvnORrQeZY++yzT0FeNStjx44NxXbbbbdqilMGAl2CwLe//W23/PLLu8UXXzyYHw4fPrxiu0z5F6ZdfeUrXwllZVaY9/T222/nHUHTnD8yUZ9LiUzUh2NXqwX5qM8VQT7qwzGvtfTq1avoqS+22GLu1ltvDdvMgsppmnw6ldpP/TgblApF5efPrNTTuxUsm1VHWC9VV0FhVnJPAEVGG2+BCRMmOM39TycpHczMym2yySbu61//enqT++9//+t22GGHgrxKKxL68ePHO9OCuuWWW65ScbZDoMsQkDJP8yN/+MMfhjbpRfbpp5+WbJ+pW91ll13mTj311GT+ZcnCbIBAAxJAJhrwotHkDiOAfHQYag4EgZIEov+LYgXWWWed5NvmySefLChSbr/evXu7Hj16hPL6diqVYh3xt1Q58iEgAigy2ngfyPmgRpzT6b777gurxawn9EFnJvZJcSk8skkfc+n0yCOPuP/85z8uXV+x/dL7pJeLlc0eI5b/8ssv46JLLyeZmYVidWeKJKtS4pDySeD4448P9/306dPdtddeWxKClIBmguhsTmbJMukNUorce++97he/+IX7wx/+UFJJovtUzuSiZZPNw3S/+tWv3D//+c90dZpq5/785z87OZ36+c9/7saNGxfyCgrZivaz6V6JjNhcUWfTvkJbPv/882zxsD5z5szgFFj7/eY3v3EvvfRSC4daRXcksykJIBPOIRNNeWvX5aSQD+SjLjcSlbQLgTioWouyQX0jmzoc2rPUUku1S7uoNH8EUGTU+ZrrY93mloVa04qH7GFefPFFt/vuuwflhDnwdFo/8MADg5ZTU1PSSR9gSqpvzJgxzuagOZle2fyx8MGVLpteruUYV155pVt33XXdwQcfHCxJTjjhBLfWWmsFy5J0nVp+9dVX3fe//31n/j7cmWeeGUbP77jjjmyxsP7000+7/fff3+21116h3bIqGT16dNGyZDYvgSWXXNIdccQR4QSldCilJNNH/sknn+zmn798QCUpHOTFWjJhjqmcpqHofpRSUYq/mKQ4ueCCC9xKK60UpoCZ01z3u9/9zq288sruuOOOc3vuuWcs6qZNmxbWBw0aFBSH8twt66kdd9wxbFNB1a2pYYq+ctppp4XzUHQVyaLas/fee4d7PasoVNhktUFyot+nnnrKfec73wkyoY85Uv4IIBPIRP7u+urPGPlAPqq/WyjZkQQ0sBqjiygSSbVJ/Z84+KnvHRIE6kLAOtykOhKwKSDBSY1pG0s657vuuuuCM0P7yA9HNsH2uynNOa4AAEAASURBVO66qzfNpt94441btEZegs0839sHmbePJm8KCm++BrzNHwvHklOebKrlGBY6NtRjpl6hmo8++shvvfXWXtEismnUqFHe5sh5CzmbbLrpppu8hVbypm1N8rSg6C2LLrqoN38hSX6MRmEPtCSPBe+b1VGVfcB7U4iFSyznTmY2HO413UfZ9Nxzz/mvfe1rXk6hlEyZEcpmHelqmykR/CqrrOJ1r8Ykj/c2v9qbUsPH+8tCFXvd19ttt12oS1F/FD3IlGneFAneFHJhdws15s1c0supbkySS5W3B63fb7/9QvZf//pXb/NDQ57ybdTQW9gx/49//MM/8MAD3hQpYduNN94Yq/H20vc2xSz8aTmm/v37h7IXX3xxzCr5u+CCC5Z8npTcqQE3NKscpC8FMuGRifQN0YrlZpYT5AP5aIVING0fqjUs6rGPvk/Ux9Ff2tmn6lY0EuXrm0WRStLJBnPCtqyzT31n6DtG+ynoQbl09tlnh3Kx71iuLNsgQNSSOt8D5vgmCKDCFBVL//d//xdCsOqjLZ2+973vhf2GDBmSzg5Ki/gwuf322wu2HXPMMWGf+DEWN9Z6jMMPPzw8kBRyKaa7777bn3jiiXE1/Or4FhM6fLDFDfrY08enQsrqYzCmX/7yl+GD0qbZxKzwayb5oc3yekyaR6BZO6bpTqnONt7nuv66d9LJNPRe8hNTKUXGbbfdFu4hhTXOJt13kheF+kor1oYOHRryV1xxRW8+Z7K7+auuusp/9atfLVCMqJBZQIX9VOdrr70W9jNrkiTPprMU1KUQZSorRUtMkivlmaPfmBV+bepKyB8wYEBY/+yzz7yNbhT9U4eh1La03BYcoAFXmlUO0pcCmfAemUjfEbUvN7OcIB/IR+0S0byDQa1hUY990ooMDfA89thjoe+v7w31Z9Tvt2nCLQ4VFRlm4e3NutUfeuihIcpJ9+7dvVmz+nvuuafFPtkMFBlZIqyXI1DeftvuVlJtBKJ/DE0bySZNydCUjZNOOilEL0lv15x9pex+cVqJxWwOUzTS+8jsXf4GbNQ5yW7NMeyjL/gBsA8qZwqM4GRx/fXXD9NXYsW///3vnT2QnI0eO7MeidmhrFleBEekMcqE5v/rPE3R0uJ8zEIj7Dt58uRglm8Pt6QuFpqfwE9+8pPgJ8IsG5xkJU7tePPNN4N/CUUBqpR0jyqtueaaLYpqypPFLA8+LDSFRFOllEwBF36/+93vOlNYhOX0P7OgCPf7UUcdlc52ZvGRrKvNmhaiaS+61zWNTNND0kke95XMQiPJ1lxQtcWUKEmeppNEr/IWIz3ky3eOWVIlZdILZqnlLJ56iISUzteyIsKQGpcAMjHn2iETjXsPt2fLkQ/koz3vL+quTEB9JrPCdopSou8F9ZcUkdHCr5bcWVPDNA3+8ccfd2a1HfpgZsnh9G1BgkA9CaDIqCNNfbxYTOXwkZMNu6rD6MPeTMTdT3/604KjmiVD2E8PBYVnTScpMuRMx0aa09lh+eOPPw6/+riKqTXHkG8B+cgwTak766yzgk8B+RrQn5KNFDszgw8fTNkILdp+9NFH6ycktUmKGiX5OsimOK9OHFBiZOk0/7oi+di0JWejbs6mGSWKDPnNkNJhmWWWqQhBTj2V0oqBuJM8Yst/xSuvvOKkeIhJnvDLJd2X6623nlPo11Ipfb9GRUa2bHTkG5UTcXsMuWxWHc4sSZwUeTaiETabpjn8qo2l5pvqGaD26ZfUXASQCWSiue7o+p4N8oF81PeOorZaCWjwUv2qWpL6chqA1bfQCy+84ORz7JBDDnHPP/98wSBpLXVSFgLFCJTv3Rfbg7ySBKL1xKabbuoUazmd5HhTH29ycJMdEZYDQnny1cMi/cH14YcfOjnLlAZz1VVXTVcXlmV9obTFFluE39YcQzvqAaUoDUoXXnihsykkYTn+k/ZVI9M2562i8sH8GYTIEXp4rb766rGK5Pfll18Oy8W2JYVYaGoCcpKppLBd0vLrPpe1gUKuVkrvvPOOU4QQpbQlUnq/qICr1ommysnBrqxCpGAr9ZeWzfTxqlmWslJe+HfaaSenSEeS+XLOgKupkzLNQwCZQCaa526u/5kgH8hH/e8qauwIAhp8kaWpLDQ0gBMHOjvi2BwjHwRQZNTxOsdpJcU+UDTdQsl8BBQcUdEbouVCdj9FP5H5ena6SaxAJvYKgRRHe1tzjFiXwl2aX4+was4QkxBJyogj4KVGi2Md+lXoSqXNN988/Gb/mf+OkKVpKqR8EtD9rIg4SpqWpDCo5ozTrbHGGhWB6GUYI5qkp2+kd1REH6VS92C6rJZlxSHFoxQZcYpXtozktJTiJFs2u66QY4pmoulZUkzqXEkQSBNAJpCJ9P3AciEB5AP5KLwjWGskAuZDz5mD92BRqm8Ac/zZSM2nrV2cAIqMOl0gjeqa995Qm8ypsumll14KWVlLhCuuuCKEMZKpena/aOFRTJGhEd3XX389TAOJvilqPYYsLaQoiUnTS2SurxFyi74Ss8MHnlaqmYsfR8tXW221ZP+4IJMy1asR8yOPPDJm85szAtLQa96zksIJW9SPZL0SCk3vUJhgJSkGiiVzJBiyLepOsc1F8ySXspowJ1NFt+slLHlrTbrlllucRTRxFvkkjEpk64hTS7L5rOeHADJReK2RiUIeeV9DPgrvAOSjkAdrXZ+ABmqjNYamo0cfYV2/5bSwqxNAkVGnKyTrCY28at77Bhts0KLW+HFloSWTbXfddVcwk7foDcE3hhQF9957b9iuvLFjxzoL2+jk6C+d9MF1yimnBL8V8l0RU63HsDCSBSPQPXv2dNEHRrqdclaoFNsWj6df+cTQPoorrWQhMcNv2p+AMqLliebNPfLII1UpRUJF/GtoArov4r2RPhHNlbSwwsHJrJQIWaWD7v+oZMvub56wQ1XS6kvplk6SQfnGkOVTvG+1PXb8sr4r4r7Rz4umRslCSjIWk5xV/frXv04ce6pdsW2x3lg2rqf3t9BlYXOcChbLRuuPeH6ffvpp3MRvExNAJpxDJpr4Bm/jqSEfyEcbbyF2rwOB2C9RVZr6Xm2K+xXraylYgKbKT58+PfTRipVJHy/dj6r2+JTLHwEUGXW45vrokmWFkkzfi82lj+bkGvGVXwA5/JSPAEUeUerdu3fw7KuRByULzxrm7cvXRLS4UL4eEpoGIgdYcSqJ8pVqPcZf/vKX4H14zt5z/svp4bLLLuu23377JFsjyUrynSHli9qgB4zar7ZIyxqjQshxqNqrKA3ppCgmcsAoS5Ko7EhvZ7k5CciKQVY62Reh7peonY/WGWkC+tCJSoGsJYTuxwMOOCA4odVv+mWnqSq6v66//vp0dcHbtjKij5aCjbYiC6E4FUXOOKUEkc8aRSGRjMoZaZRNyUhUZGQVKfLqrWRhhsOv/sknhpIUk+ecc06wzpBj02effTbkP/PMM8HxaSkLExWSEjEeP+zEv4YlgEwgEw1783ZAw5EP5KMDbjMOUYFAOoKcnJRXk9Qviv21+JveT/0+Wagussgi4RtHU26zfSiVj4puDc6WUnak62U55wTsY4HUSgLTpk3zppDw5mwzxFW2Wyn8Ko7yBRdc4O0DK6nZPla8jUCH7fq96qqrwjYbVQ559uHk7eMrKW8PBG8OcrxpL71ZXYTl4447zpuywt92221JufRCLcdQ282XQIjvbFNavJnOe7Os8BtttJE3p6HpasPymWee6c03QWirWY54i6DgTzzxRG9OQFuUtQeVN4WON8em3hQ83kbbvX24+UmTJrUoS8YcAkMGD2kqFGZ14/fff//knjGrC28Rcbx96CfnadY83sKXet3rMf3tb3/zpvQKMcqjPNnLz5sywEtWYjLloT/jjDO8+bfwNlXJm0WFt9CqodzUqVNjMa/lgQMHentxhntXdaous7JIysQFi87jTaGRlFNZ3cfmbTsW8aNHjw4yGdtmjn398OHDgxyoPTYXNNnfQrl6m+4V9pWsmJPfsM0c93qbYuVNwRNkUOdw2WWXJcfI80KzyUH6WiITziMT6Tui9cvNKCfIB/LReonwvhlloi08Wruv5NAGiLwNSCZ9mUUXXdQPGDDAP/XUU0Wrtan1fsiQId6mpif7qI9k1uThWyjdx1MFZuGalDPrbW9O0L0N3vqrr766xfeUvjUsbGvoLxU9OJm5J9BNBOyGI3UAAY1K28d8CLEYR1dlzSHLiHXWWSexasg2RXPJpKGU/wqNEJdL1R5DU0Jk3rXCCiu4GTNmOPnXWGKJJUJ0lLQFSPpY0pyq/bLY0H7lknyGyAJDo+Vrrrmm69WrV7niud82dMhQN3jI4NxzqBWApizp3tV9Lyul6Ai01nrS5SUX8uciB6DyxxGtjdJlWrMsOZPFRjpcso6lNmtaF8k55KDtdwEy0XaGXb0G5KT1Vwj5aD27rrwnMtGVrw5tg0D7EUCR0X5sqRkCVRPgJVw1Kgo2MQHkoIkvLqdWNwLISd1QUlGTEEAmmuRCchoQqJEAPjJqBEZxCEAAAhCAAAQgAAEIQAACEIAABDqPAIqMzmPPkSEAAQhAAAIQgAAEIAABCEAAAhCokQCKjBqBURwCEIAABCAAAQhAAAIQgAAEIACBziOAIqPz2HNkCEAAAhCAAAQgAAEIQAACEIAABGokgCKjRmAUhwAEIAABCEAAAhCAAAQgAAEIQKDzCKDI6Dz2HBkCEIAABCAAAQhAAAIQgAAEIACBGgmgyKgRGMUhAAEIQAACEIAABCAAAQhAAAIQ6DwCKDI6jz1HhgAEIAABCEAAAhCAAAQgAAEIQKBGAigyagRGcQhAAAIQgAAEIAABCEAAAhCAAAQ6jwCKjM5jz5EhAAEIQAACEIAABCAAAQhAAAIQqJEAiowagVEcAhCAAAQgAAEIQAACEIAABCAAgc4jgCKj89hzZAhAAAIQgAAEIAABCEAAAhCAAARqJIAio0ZgFIcABCAAAQhAAAIQgAAEIAABCECg8wh085Y67/Bd78hDhwzteo2iRRCAAAQgAAEIQAACEIAABCAAgVYQGDxkcCv26tq7oMjo2teH1uWEgBRozfiAycnl4zTrRAA5qBNIqmlqAshJU19eTq4VBJCJVkBjFwg0AQGmljTBReQUIAABCEAAAhCAAAQgAAEIQAACeSGAIiMvV5rzhAAEIAABCEAAAhCAAAQgAAEINAEBFBlNcBE5BQhAAAIQgAAEIAABCEAAAhCAQF4IoMjIy5XmPCEAAQhAAAIQgAAEIAABCEAAAk1AAEVGE1xETgECEIAABCAAAQhAAAIQgAAEIJAXAigy8nKlOU8IQAACEIAABCAAAQhAAAIQgEATEECR0QQXkVOAAAQgAAEIQAACEIAABCAAAQjkhQCKjLxcac4TAhCAAAQgAAEIQAACEIAABCDQBARQZDTBReQUIAABCEAAAhCAAAQgAAEIQAACeSGAIiMvV5rzhAAEIAABCEAAAhCAAAQgAAEINAEBFBlNcBE5BQhAAAIQgAAEIAABCEAAAhCAQF4IoMjIy5XmPCEAAQhAAAIQgAAEIAABCEAAAk1AAEVGE1xETgECEIAABCAAAQhAAAIQgAAEIJAXAvPn5UTb8zx//etfu0mTJrU4xIYbbugOOeSQJP/MM890X3zxRbK+4IILuvPPP9/NNx/6pAQKC7kn8Oijj7qHHnrIzZ49u4CF5KRnz57uG9/4httoo42c5Ktbt24FZbIrkrc999wz1Feu7IgRI9zf//73ZPfFF1/cDRo0qKRsPv744+6BBx4oaKPaduyxx7qllloqqYcFCEQC999/v9O9nU4/+tGP3AorrJDOKrn88ccfu3PPPTfZrvt58803d/vuu2+SxwIEGpUA8tGoV452d3UC9Km6+hWifW0i4El1IfCXv/zF9+jRw9vF8Ouvv75///33W9Q7ffp0v/LKK/uvfOUrfujQof7zzz9vUYaMfBIYMnhIPk+8xFm/99573pSAQZ4kUwcddJA3pZ8/7LDD/De/+c2Qv8suu/h33323RA1zskeNGhXKPvzww2XLaeOUKVP8PvvskxzTFI9l95GM9+vXL5S/9tpr/axZs8qWZ2NlAs0uB//617/8TjvtlNxjAwcOrAxlbolhw4Yl+2255Zb+5ZdfrnpfCjYXgWaVE+Sjue7TjjybZpWJejGkT1UvktTT1Qi4rtagRm7PFltsETqaV111VdHTmDFjhrfRZH/nnXcW3U5mfgnwEm557R988MHkw+2NN95ICnz44Yd+7bXXDtskTxMnTky2ZRfMaiOU69u3b3ZT0fUvv/zSb7fddslxb7311qLlYqbaaBYYcbXs76qrrur/97//lS2T9415kIPrr78+ub8WWmihokrv7H1glkWJAk+KvauvvjpbJHfreZanZpYT5KM+opw3+WhmmajPHeE9fap6kaSerkSAOQ1tsmcp3NksLkLGiiuuWLhh7ppM1U888URMgYvSIRMChQR69epVmDF3bbHFFnOmYAhrNoLnzjjjjKLl/vjHP7oXX3wxbLv33nvd22+/XbRcOnP++ed36667bpJ11FFHJXUkmakFtVFTSqpJ1Ry/mnoo09gEvv3tb7vll1/eafqSWfG44cOHVzyhm2++OUypMmu+ULbae65ixQ1cAHlq4ItXpunIRxk4NWxCPmqAlZOi9KlycqFzdpooMup4wc10K9Rmpu8tatV8+tdff93JTwYJAhCoTKCcT4t11lnHff3rXw+VPPnkk0Ur++Uvf+lOOeWU8AH43//+111zzTVFyxXLPPzww8N+Nv3LmTWHmzZtWrFiFX10FN2JzFwTkK+XRRZZxP3whz8MHMy6wn366aclmdjIh7vsssvcqaeeyv1WkhIbmoUA8tEsV5Lz6GoE6FN1tStCe+pBAEVGPShaHXIqaCbvobZlllmmoFabxx8UGNddd13JjqiZnBfsk11RZzadsuvpbVrO1lepfLF9snVm68iuq3yxvGw9rEOgHgSWW265UE2xl/PUqVPdmDFj3Mknn+x+8IMfhHJyyvuf//ynqkPLAaNNAXPdu3cPlhz77befs2knVe1LIQhUQ+D44493NrXEyZLPfKyU3GXs2LHuk08+ceYnpmSZ9AYpRWSB9Itf/ML94Q9/KKkk0TtCDhZVv9Jbb73lfvWrX7l//vOf6erCM/3Pf/6zk0Pcn//8527cuHFFn/Pa79JLL03kRO89KQ/VFikEi6WZM2cGOdN+v/nNb9xLL71U4EC32D7k5YMA8uEc8pGPe72rnCV9qq5yJWhHLQRQZNRCq0zZaI0h03RFVYhJnUWN7qpTucQSS8Ts8Gvz/sNUkyOOOMKZ08AQhUEjb0ryUH/RRRe5/v37u+985ztugw02CPn6d8kll7hFF100dCqTTFuQMsUcwoWyBx98cBjBU3SFVVZZJYxMp8vG5VdffdV9//vfDx97shbRqN8dd9wRNtfSBvP/Ec7za1/7WtGRb9W9zTbbJOb9ekHvsMMOIU/52b+f/OQnsYn8QqAFASkkYpSRPn36tNiuj669997byTrKHCo6meTLqmL06NEtypbK2GqrrdyVV14ZNo8fP94pwgQJAvUisOSSSzo9+5X0fiilKNNHvhRyereUS1Ii617fbbfdnN5HuuelxNM0lkceeSTZVYqTCy64wK200kpujz32cOYI1/3ud79z5ojaHXfccSHKTywsmVHUH02LlMwpmpCe2zvuuGNipaS6zUluiL5y2mmnhfNQdJVll102tEdyuNdee7VQfjzxxBOhDXrfqC1PPfVUeNfpXaD3AynfBJAP5CPfEtCxZ0+fqmN5c7Q6ErDOD6kOBGw+fnDg9q1vfaugNusw+nPOOacgTys2UuWtg+ltdCvZZp1Ob2aVXo4NzRTey8HbhRdeGOo96aSTQjnVZXOrQ54pPZJ9P/jgA7/JJpt464h6G5EL+Yqk0Lt371DWRt6SsnFBER3M34BX22O66aabvClcQkSVattgnU5/3nnneVPYhGOdcMIJsbrwq/MwxUtwVmeKnZAnh6eK3mIj394ULcnf0ksv7VdffXUvD8t5Sjiqanm1n3766XA/2eMuyES6xODBg8M2s8bwFlosvSnIjRxwpu9rOftUPZtttllB2WIrun9Vf0w2BSBpR9bJotqo+7eaZOGWcfZZAVQe5MA+4P1aa60VSJgyLjzzdW/qeZxNzz33nDflsDeLjLDJlBnhXrzhhhuyRb0pEcK9+NFHHyXbFAXCfA6EZ60pDEK+3hUTJkxInNpKNixssDclnzeluTfFdihn4Y+9TeHypkhJ6tPzO8qSWSmF/L/+9a9eTnF1DvqzkXT/s5/9zP/jH//wNqUyvOeUf+ONNyb1WKfZ29Sw8KflmExxH+q4+OKLY1bJ3zzLUzPLCfLhPfJRUuxLbmhmmSh50jVuoE9VIzCKNwQBjZKQ6kBAH+bqrG200UZJbTbC5LfffnuvDmE6SbmhTtjzzz+fzvbmZDB0ONMf8eqcql4b9fKKhqLOqPkE8Outt55/8803w/5mORGiOOy///4FH0qK5qB9FRY2G+r19ttv9wsssEDoaMZGqJOqTrOUCek2V2rDLbfc4hWRxUYNw/HkdTydzMQ/5EtRE5M6y2ZGHFfDr8LTfu973/NmolyQn4cVXsItr3L6pauPqcceeyzcr7p3dF/rXpWyLpt0/6XlUNsVflX76C8rd9n9s4qMdCQTm2rizcop2SWryPjss8+8WYgU/ZPSpdS2tMwnledwIQ9ykP5Q0yXWM0/3pSLxREVvvPQHHnigN2e2cdWXUmTcdtttoY7LL788KRsXzFdM2CYle/o9oBDgOq45pw7P71g+/up989WvftWnFSPaFp/n2ve1114LxSUjWtefTWeJVYRfhU1Wvt4jMel+V56iCqWTTV0J+QMGDAjZyFOazrzlZpYT5MOHgRzkY979Xs1SM8tENedfTRn6VNVQokyjEShvq2pPUlJ1BDQnXyn6x7DOXzBFv+eee4KJb6zFPsbc2WefHUx709NFbDTOmeIh+NKw0eRY3P3pT39yMTKCpm/I9FcpRmPQssyObfQrzF1O+wvQnGclCyfpTJkRlvXv97//vTv00EOdjXq5XXfdNcnXvpq2Yh3qgjZXaoNMl5Vkoqwk0+N0MiuPsLr77rsn2WZh4uSwMSbN6z7mmGOCUzuZJJMgkCZgH1ROUUgUpcQ+yJyN7rqdd965YBpXLC8nn6aMiKvhV6bwa6yxhps8ebKTc0X5y6g2yaRfU1JMOeLesOlgpjB08hkQ7/t0PfJ5IF84xdLGG2/sRo4c6eTMLpsUwYKUTwKaRid/LGbZ4O67775kaocpqoN/iSlTplQEc/fdd4cya665Zouymjp4+umnB98XmkKiaYdKpsgOv9/97ned5CubJGMLL7ywU+SedNK7LSa1WdNCJCOayiKnupoKmU6KQqGkd1RMesepLekIX5pOEiMtKJqLEvIUieX3F/mYc+2Rj/zKQHucOX2q9qBKnZ1BAEVGnajLsZlSjFiiuclDhgwJH13pQ2ievTp9+mhX0ge8QrIqvJ78Y/z4xz9Oimsus5QImsdspsTORtuSbXFBipHf/va3zqZ2OM0pTaeo7NCc6ZhshCv43dCHU7E5/0cffXQsGn6raYMKvvPOO+7ll192ZimSMFC+lCnqpKvTvNNOOykrpLQSQy9o8bKRuzDPOpbhFwKRgBRuNg0prpb8feaZZ5xZXISPNjkmTCcpQKTIkKzJ74DCuFabFCFFzkNtakpQpsgngBQr2SQlRTGfHSonRaHkI61szO7Pev4I2JRAt/XWWzsbiQ4+juSTQkl+M6R0iMrxcmTk1FMprRiI5aXEluy88sorQVkS84sp1OI2/coHje5XyUupJGe4MUVFRlyPv1JGKEXlRMyXDCmZVUd4t0k25WNJyUaEwi/yFDDk+h/ygXzkWgDa6eTpU7UTWKrtcAIthwY7vAnNccCoyFCnU57f5f1XDs7S6cEHHwwdSX3oqHN4wAEHBCWFTeVwGn1LKzG0n7zJ2xSPMJKlbeooZpOUG+rsHXnkkQWb1BGU5YVS2hJCo2waUZNz0XQntGDn1Eo1bVDx6Pk+fSzl64NR56COerFRPzkolfLkrLPOcquttpp2IUGg1QSGDx8eHA/GjyqNEMc/KdL0USXFmZR/tSYp36RQlCJC0RWOMEeN8YOr1rooD4E0AZt2EVYVSlgKMkXAkvWOnC9XSlIix/eP+b8oWjxaD+neryap3L///e/wXrJpkK7UXyVlSLlj6b2gyBSSy3333TdY9KWV7uX2ZVu+CCAfyEe+7viuc7b0qbrOtaAlxQlgkVGcS825cWqJOn/y7K4QddkU8xRFxJxwOpv/XNQ0Pu4XFRE2hzqMqMX8+Pv+++8HZcWmm24aPMTHfP1KYaHRaSkHZPobUxy5KzVqHMvF30ptiOWiIkPWIzGZ74zE035WwaEy6sjKMuWUU04pmGYS9+cXArUQsHn3TlO5/va3vxVYBaXrmDRpktM0Likbdd/Vah1hjg6dIjJoepimm2RHmdPHYhkC1RLQ89EcgAarCU3v0zQmTQnUdKhKSZZ4svKLSm+9D7JJU0SUNt988+ymouuy4pDFkhTssqqLipB0YUVZUVhYWSvVmhSOVSGNZSXy7LPPtrAmrLU+yjc3AeSj0Nq2ua82Z9dVCNCn6ipXgnaUI4BFRjk6NWyLI2JSIOhDKc4/TlchE1olKTFkoZAO05oup2WNIpvH9xBm1aImZDeHdU3lMOdwzqJ8FGxX51LhTpWyCgR1TJWqmZNfTRtUl0alpaRRx1dmoEqa66yPRvn1UEorOLSuuhUq0LzlF4SW1Uik/CCQIFArgXTI1VL7RlmSLEblW6mypfJlPSQ/GUr33ntvqWLkQ6BqAlKoxZDTmsJkUT+S9UqVyLLOHEWHYlHxnN1HHVKlLbfcMrup5LreK1KOSGlXLOk99/rrrxfbVDFPSm6936TMyE6J1M5YOlVEmKsCyEfh5UY+Cnmw1j4E6FO1D1dqrS8BFBl14hkVGVdeeaWTxUWxFOc6F3MGKIWEeYl30bGbRTxx8k8hqw0LXVqsOhc7p1JcxCSfGzLXNW/wIUsOEWUt8sILL4T16Ei02AeYRT8JfjMUT1qpmjaonBQqUkBsu+22YfqL6rHwlc687QfrFDl7k2WIRVxR8dBJlX8OC7XnsqOHP/3pTxMrjlCYf7klEO9DAdAUpHJJ972cfB522GHligVHhNGPgEa+iyUdt9Lx9BEn/wEkCNRKQPdX+t6O+x9yyCHBkkgfKVIiZJUOekdIAayU3X/QoEEhX/6I9CxOJ1k/yCmnLPvi81/b48dQKaui6C9J06nkUFpKjZgsck9wmBsde6pdsW2x3lg2rqf3l9NcpVdffTUWC7/RQXU8P8k1KV8EkA8XnErrqiMf+br32/ts43NVx6nUx6FP1d5Xg/rrRQBFRh1IysRWU0rkp0Kd0VLp8MMPD6bscmqmsnLGqf2kVJB1guYKRyVIHFmLI7/F6pTiQCMVGlmWmbv+5BxOHurjVBeZBOuDTWbLShoBU7Lwq+6uu+4KHWJ1MDU3+6CDDnKKJhKtSappg+qSKb+SOrJqg+qxELNO87UtlGrolOt4scOsyCsWTjZEj5CiRn9ql6I6SJFTixPGcGD+NSWBqNTTyUVrplInaqEkwwdcNcqFqOTTx5hkIJs0yhwtl7Lb4rpM9TWNpdhociyT/ZWc1zqVJVsH641PQPeXFN/ZjqSeu3r+KkXrjPTZ6uM/KgWylhB6fsrnkpw56zetNNDzX+8VC0ucri6xfJMiuljSOypORZEvJilB5CBOimlFppIz0ng/yzFoVGRkFSnRwk7vgpjkE0NJ765zzjknWGfo3aVpJkqaFjls2LDEz1PIzPxDnjJAmmQV+XDBZ4wuJ/LRJDd1FzkN+lRd5ELQjPoSsI4RqY0EbBqFt7B33jSYFWu69tprvTkclEv28GcdTG8O3byNmhXsq/rMwVqL/IJCtmKh8bx1Jr05N/TWyfTWWQxFzNQ45JvzNG+WHQW72bQTb3Oqw/Ftiom3jz9vkVO8OQEtKFdtG2zUIBxf57TNNtt4C7MX6rHObTiGzuOKK64IefbBmZx7ZJD+tdCYBW3Iywox0OddaVNyefsYS+4p3R9mleQHDBjgzUpoXkFbMqWgt4+qcK+rnPkW8BZWuKBMXDHlhDcnt0Gu4j0nuTGrJW+KEm8fa3799dcP96c5MQz5ktdyafz48d6UhOWKsK0GAs0sB7qvTTGdPHvN6sLbNCVvH/oJIbNm82bl4E0pkOSZothbOGFvET2SZ6cpPbwpA7xZYCTlzGLDmxWcN/8W3hTY3iwqvIVWDeVMsZ2U07Ipzv0iiyyS1Ke6TLGXlIkLphjxptBIykluTHnnzQ9ULOJNeZ3IjbablZ03B3HhfaL2mDPrZH+9r8xRbthX7xxzAB22rbrqql6yZAoeb0rCcA4WxSs5BguFBJpRTpAPF/pzyEfhvV7tWjPKRLXnXqkcfapKhNjeyAS6qfHW+SC1gYCmgMj6IFpTVKpKfiNk6qtoJStUEVKyUn0aDZPPi7TTNTkC1XFKtUmjZvJhseyyy9alDaa8cDJhzvrr0Gifwl7GsHqVziWv24cOGeoGDxmc19Nv6POW/NmHWEOfQ1dpPHLQ9ishC0FF1ZHFh3wWyRFoW5PecQprLGs5+eOIVnttrVfvKFlspB1S61hqc8+ePdtafdPuj5y0/tIiH61n15X3RCa68tWprW30qWrjlffSbe/h5J2gnb86d7VMh1AHLesboi0Yi31EyQw4PR86W78UH1tssUU2u9XrCjdbLClkJQkCzUygmPw18/lybl2bgJx/Rt8V9Wqp3m877rhjvapL6tG7MKuwqOVdmlTEAgSqJIB8VAmKYhDoJAL0qToJfIMeFh8ZDXrhaDYEIAABCEAAAhCAAAQgAAEIQCCPBFBk5PGqc84QgAAEIAABCEAAAhCAAAQgAIEGJYAio0EvHM2GAAQgAAEIQAACEIAABCAAAQjkkQCKjDxedc4ZAhCAAAQgAAEIQAACEIAABCDQoARQZDTohaPZEIAABCAAAQhAAAIQgAAEIACBPBJAkZHHq845QwACEIAABCAAAQhAAAIQgAAEGpQAiowGvXA0GwIQgAAEIAABCEAAAhCAAAQgkEcCKDLyeNU5ZwhAAAIQgAAEIAABCEAAAhCAQIMSQJHRoBeOZkMAAhCAAAQgAAEIQAACEIAABPJIAEVGHq865wwBCEAAAhCAAAQgAAEIQAACEGhQAigyGvTC0WwIQAACEIAABCAAAQhAAAIQgEAeCaDIyONV55whAAEIQAACEIAABCAAAQhAAAINSgBFRoNeOJoNAQhAAAIQgAAEIAABCEAAAhDIIwEUGXm86pwzBCAAAQhAAAIQgAAEIAABCECgQQl085YatO3t0uyhQ4a2S71UCgEIQAACEIAABCAAAQhAAAIQ6GgCg4cM7uhDtvvxUGS0O2IOAIHKBKRAa8YHTOUzpwQE5hFADuaxYAkCpQggJ6XIkJ9XAshEXq885513AkwtyfsdwPlDAAIQgAAEIAABCEAAAhCAAAQaiACKjAa6WDQVAhCAAAQgAAEIQAACEIAABCCQdwIoMvJ+B3D+EIAABCAAAQhAAAIQgAAEIACBBiKAIqOBLhZNhQAEIAABCEAAAhCAAAQgAAEI5J0Aioy83wGcPwQgAAEIQAACEIAABCAAAQhAoIEIoMhooItFUyEAAQhAAAIQgAAEIAABCEAAAnkngCIj73cA5w8BCEAAAhCAAAQgAAEIQAACEGggAigyGuhi0VQIQAACEIAABCAAAQhAAAIQgEDeCaDIyPsdwPlDAAIQgAAEIAABCEAAAhCAAAQaiACKjAa6WDQVAhCAAAQgAAEIQAACEIAABCCQdwIoMvJ+B3D+EIAABCAAAQhAAAIQgAAEIACBBiKAIqOBLhZNhQAEIAABCEAAAhCAAAQgAAEI5J3A/HkHwPnXRuDLL7907733XtipV69ebtFFF62tAkpDAAIQgAAEIAABCEAAAhCAAATaQABFRhvgaddZs2a5s846y3nvC2r62te+5gYNGuTmn39+98ADD7hx48a5//3vf0mZrbbayvXt2zdZb5SFO++80x188MFuiSWWcE8//TSKjEa5cA3UzkcffdQ99NBDbvbs2QWtnm+++VzPnj3dN77xDbfRRhu5DTfc0HXr1q2gTHbliy++cHvuuWeor1zZESNGuL///e/J7osvvniQXx2zWHr88ceDXKfbqLYde+yxbqmlliq2C3kQaDUBZKLV6NgxBwSQjxxcZE6xbgRaIy/61vnZz37mPvzwwxbtWGCBBdwiiywSvgv69OnjNttssxZlYka2rxXz1X8aOHCgW3rppWMWvxCojoB9gJPaSOAf//iH32effaTJCH/2kGhR47Rp07wJu19vvfX8Sy+91GJ7o2QccsghfsEFF/RPPvlkozS5Ido5ZPCQhmhnRzXSrH687rUoUwcddJA///zz/WGHHea/+c1vhvxddtnFv/vuu2WbNGrUqFD24YcfLltOG6dMmVIgx2eeeWbZfd5//33fr1+/UP+1117r7UVftjwbKxNADkozQiZKs8nbFuSk5RVHPloyyVMOMlHb1W6NvNhgrNf3zcILLxz6PauttpofPHiwv/rqq/3pp5/uv/Wtb4X8nXbayb/11lslG6Rta6yxRiirPt7IkSPpP5WkxYZKBGRJQKoDgb/97W+JUL766qstarzvvvv8Siut5P/973+32NZVMj777LOyTbFpJd5Gqv0tt9xSthwbayfAS7glswcffDCRqTfeeCMpYCMCfu211w7bzDrDT5w4MdmWXTCrjVDOrJ+ym4qu6x7fbrvtkuPeeuutRcvFTLXRLDDiatnfVVdd1asjQCpNADkozUZbkInyfPKyFTkpfqWRj+Jc8pCLTNR+lVsrL9tss03oI2kgJ50++eQTb9YYYZtZWHizck1vLlg+5ZRTQrlll122IL/UCv2nUmTIL243XZ0xB6VSBEzIgrm7sp599tnUFuc+/fRTZ0Lr7rjjDvf1r3+9YFtXWbEHkNt///3LNuepp55yJ598srPR8bLl2AiBehCQD5ZiabHFFnOmYAib/vWvf7kzzjijWDH3xz/+0b344oth27333uvefvvtouXSmZoKtu666yZZRx11VFJHkplaUBtlEllNqub41dRDmfwSQCbye+0588oEkI/KjCgBgUigtfJSaj/1hcw6I1Q/Y8YMd9FFF8VDtfg1q46QV6qu7A70n7JEWI8EUGREEnX4jT4vTMtZUNuJJ57ofvjDH7r111+/IL+rrJg+zw0YMMDZKHfZJm266abBH0jZQmyEQJ0IlPNpsc466yRKQZvmVPSIv/zlL4MCUT41/vvf/7prrrmmaLlimYcffnjwxfH5558HXzY2NaxYsYo+OoruRCYEWkkAmWglOHbLBQHkIxeXmZOsE4HWyku5/Xr37u169OgRWjhhwoSSLY11xN+SBdkAgQoEUGRUAFTLZvOTEYrLuac+nJRkhaGPoB/96EdhXf+kOGhL0v7V1pF2MFrs2O+8847r379/GOHebbfdyjare/fuLbaXakc2P7veoiIyIFAjgeWWWy7sUexFOHXqVDdmzJhgQfSDH/wglPv1r3/t/vOf/1R1lBVWWMHJsa3ueY0E7Lfffk4Re0gQ6MoEkImufHVoW2cTQD46+wpw/EYiUE5eSp2HBn/kZF0Jx+elKJFfTwIoMupIUxYNK6+8svvggw9CRA9zAuqGDBnizJFNOIpMrTTSq4gmxUaHzbmgs7lnRU3g9RH129/+1n33u991J510khs6dKg7/vjjnerMJj1Ehg0b5jbYYIMQYeTUU091irKwyiqrhBHqWF7HM78d7qabbgpZir5y6KGHxs3Jr8zzd999dydFh6xOtH7ggQeGEXHz+RHKPfHEE86c/oT2iUE0/f/nP/8Z8uTRWPuQIFAPAlJIxCgj8pKdTfKMvffeeztzDBo8YX/lK18JCsXRo0dni5ZcV2ShK6+8MmwfP358gTKy5E5sgEAnEUAmOgk8h20IAshHQ1wmGtlFCFSSl1LN1OBtHEClz1+KEvn1JIAio540ra44veSee+4JSosrrrgihCRS6CIta/RY/iheeeWVgiProaG5ZRY5wUUtaCzw8ccfh3BGf/jDH9zNN98c6pESQuv6YEsnhUaKyhB9fN12221u9dVXd5re8tprr7mdd945KX7eeecFPwLKkKJCyogbbrgh2a6F66+/PoSvlJJCU2buvvtup2Prg1CKEZntK8mc7Mgjj3T333+/e/PNN8Nx9Cu/GwqVKd8Dt99+u5s+fXoozz8ItIXAhRde6Mw5bZCnc845p6AqyZJFEXEnnHBCyP/2t7/t9tprr7B81VVXFZSttHLMMceEaWEqJ+Xjr371q0q7sB0CnUIAmegU7By0QQggHw1yoWhmlyBQTl5KNfCuu+4KA6zaLktYWXuTINDeBOZv7wPkrX5NL1Gs5csvv9z9+Mc/djvssENA8Lvf/S5YUsSPru985zsFaKQkkMJCH/5pU3k5CpUlhJzoyDQ+Tu/QB9nLL7/sosMcVSYFydZbb+3WWmutMJIc61FMZ32Qad7atttumxxXo9QPPfRQWN9zzz2d1tNJx9OUGPkgsOgPYZPqlHWFpopI+RGTrExmz54dTPc333xzN9988wXlibSz5pU4MJGTRv2RIFArAd1HkhkpBLX8m9/8Jlg2XXLJJW777bcvqE7KOykv0rHM5aNGMvinP/3JvfDCC8FaqWCnMiuSZSkeH3vssXBPS76kLCyWZFap+79YkoKllJ8cyT9mmMWokVeKADJRigz5EJgzrZd3BncCBKojUMv7JNb40ksvhYFNTb/9y1/+4ix6Y/gukJN0WcTWmug/1UqM8iKAIqPO94E+tJSWXHJJJ4uHmGKkj4cffjhkRQVH3B6nd6SVA6pLD4N3333XPf/884kSQ/tIYSJlgqwgYlJEEU1nGTduXIEyxGI2hyIWVjJxwhP3kQWFUvq4WrcQsmFEW9NYohJD+Uqxvuw+jzzySNiu/PPPPz+Miuvj7PXXX3eyFLHY0mE7/yBQK4GvfvWrwXpIUUosVrm78cYbg9VPtAhK1ycnn9EaI+bvuOOOzuKWu8mTJwfLJynpqk2yJpIFkiyLLAxsUDb++c9/dssvv3yLKhZaaCF33XXXtchXxsYbbxymmUnJl00W1jibxToEyhJAJsriYWPOCSAfOb8BOP2aCNQiL7FifedoUEdT1/UNs8ACC4Qp5qUGbOJ+pX7pP5UiQ345AigyytFpxTaFeVSShYM+gNJJjjVlRbHeeuuFuftxmxQDciyoh0D6Y//nP/95GAXWlJTsh458Wyika0waLZYPDSlP9HBJpxiCMuvM86OPPgoj1PLtkf0okwXHggsu6H7605+mqwpWFxMnTgxTSrIKjqgUee+994JiJI4wy/mp0q677lpQFysQqJaA7h054KyUnnnmmaD0k28WyU86SQEiRYamZ1166aU1WQcpbLKch8rKQ8oUKRIV3jWbpKQo5rND5WTNJNmPllLZfVmHQC0EkIlaaFE2bwSQj7xdcc63LQSqlZf0MZZZZhm3yy67hEElWbrKwvuQQw4JfbC0tXh6n3LL9J/K0WFbKQIthwZLlSS/KgK///3vQzkpMrJp7NixIStryaCPKk3L0LQQaUWVFPVEPjOkDKlmnpnM3/UQSFtoqB5ZbcQ2ZY+rh46Os8cee6hokqT4kL8MOeqJ7YkbZVEiZ6J66KVHluXcR+enPG1PK02igiN7/FgnvxCoF4Hhw4cHJYOmSeneTv9JSSiN/8yZM4PSr9ZjKuSrfMhIESGTyiOOOKLq6EG1HovyEKgXAWSiXiSppxkJIB/NeFU5p44koD6RLFE1iKrBIllykyDQUQQKTQY66qhNepy//vWvwfRcviiyU0d0ylGRkVYc3HLLLYnlRvpDX445ZcEhy4tKfiXef//9oKzYdNNNgz+KNF6Z4GuUerXVVgt1pbeVUjDI/4DS9773vXTxEH5S01eU0ooKrcvUXiPVausFF1ygrJA0PUbWIiuuuGIw7Y/5/EKg3gRkCSQnu5qnqWglxdKkSZPcqFGjgtNOWTTVah0hZ77nnnuuO/vss8N0kziVrNixyINAZxNAJjr7CnD8rkwA+ejKV4e2NRKBpZdeOvSt9H3zf//3f8FSI/sN0UjnQ1sbhwAWGXW8VjI9Vyrmi0KWEfJdoQ/9TTbZJJSTgxx9WMUQqmkFhyJ+KGWnlITMzD9NV5FFhKKTpJOcfyrCiFJaSaJ1tUeKlUUXXdRtscUWykqSRpuVsvVpiotCXmq0W+Zk6RSVIvJUnPZboLlzGgHPHj+9L8sQqAeBdMjVUvXJ6aeSFIVRsViqbKl8hSmWU16lOJWsVFnyIdCZBJCJzqTPsbs6AeSjq18h2tdIBDTAGa0xjj76aKdvHBIE2psAiow6ElZ4UaVsFAXlSdkgh5fbbrttUAQoQolCmp5xxhlhXpmiLMhqQp6DlaJ/Cc07mzp1ashL/1OYo3g8jSooSXERk6KdHH/88YmjToVdVT2qT0kKFFlyyNxe01fkN0A+M5SK1afjyemoFCbyjSEFS/oj7r777gvTSo499thQR/wXPxb1gJPFynPPPRc38QuBsgQU5SMmTVcql3S/y8nnYYcdVq5YiHwi6yAlRTwplnTcSseTVYf8XZAg0JEEkImOpM2xGo0A8tFoV4z2diaBWuQl3c64XzGL1IsvvjhEZ5s+fXqw6i5WRnXFPpam1ZMg0BYCKDLaQi+1r3xHKPyQkpQS2SRzdyXN2VcEBEUx0RSMDz74wMkxoawfpJiIQi8HnGuuuWZQHJx22mlhBFn7S/kgBYiOdcABBygrKEdkIi+lgerW38EHH+xOP/30RAkiZ576cFPoSKXoAFSRFBSWUtNYFEJVSRYlSjKfl0NDOfxUCNY4XaZ3797BQ3E0y1ebpCCRZUf8SAwV2L/x48eHRYVs1ehH1kFoLMcvBLIEpkyZkmTJgqJcGjp0aFAUVqNciPegrIWkoMsmRdmJFlHZbXFdjqw0jSXrWDduL/YrxV+UmWLbyYNAJQLIRCVCbM8zAeQjz1efc6+VQC3yEuvWN4z6SErxN27Tr4IWaMq8+vwauFTkRQ3iZpMiwClp4DR+92TLpNfpP6VpsFxAwKYYkNpAwJQG3kyovDkR9AY2/K266qr+1FNP9SbkSc0WztTblIyw3cIVeQuTGrbZVI2QZxFCvE3dSMprYcKECd4UGmG7fQB5U3Z4CyPpzfqhoJxWLG6zVxkdwxxxelOOhDLrrrtuyDeLCG8a0mQ/U16Eek154e0jMMnXgvnU8OZjIGzX71VXXRW2W2SVkGfWIv76669P9hk5cmTIN0VJkhcX4vEPPfRQbw+rmM1vhsCQwUMyOfldtTC+3pR0ibxIrmwKlB8wYIB/6qmnCsCYYylvCrZwj6uchUj1NiJQUCaumHLC9+vXz0vWoqxKXsxayZuixJvDXG9hw8I2c1ob8q+99tq4e9FfU9R5Uw4W3UZm7QSQg+LMkIniXPKai5wUXnnko5BHHteQieqvei3yEmu1KeJ+yJAh3gYrk/6T+lE2GOptUNabgiMWDb8W4j4p1717d2/W394UG96CGHgb9Ey2qQ4bgPI2QOvN6rugDlYgUA2BbipkNxKpAwiY8sJ9/vnnLXxPaNqJQkNGi4h0U6T9lF8KaTQ1kqyQqKWSymnKh0JFxiRrCfngWGWVVWJW8lvuuDL70vQThZKMo8iaViJLEEVvkNa1mqTjf/bZZy0cjVazb57KDB0y1A0eMjhPp9w05yq5M+Vl05xPZ54IctCZ9Ot3bGSifiyL1YScFKPSOHnIR/2vFTJRf6bUCIFGIEDUkg68Ssstt1zRo0kxUCrJseYaa6xRanNBfrGPKfnaiP42CgrbSrnjSmGSNdNXaNUNNtggW03Z9VLHLrsTGyHQQASKyV0DNZ+mQqDuBJCJuiOlwiYigHw00cXkVCAAgU4lgI+MTsXPwSEAAQhAAAIQgAAEIAABCEAAAhCohQCKjFpoURYCEIAABCAAAQhAAAIQgAAEIACBTiWAIqNT8XNwCEAAAhCAAAQgAAEIQAACEIAABGohgCKjFlqUhQAEIAABCEAAAhCAAAQgAAEIQKBTCaDI6FT8HBwCEIAABCAAAQhAAAIQgAAEIACBWgigyKiFFmUhAAEIQAACEIAABCAAAQhAAAIQ6FQCKDI6FT8HhwAEIAABCEAAAhCAAAQgAAEIQKAWAigyaqFFWQhAAAIQgAAEIAABCEAAAhCAAAQ6lQCKjE7Fz8EhAAEIQAACEIAABCAAAQhAAAIQqIUAioxaaFEWAhCAAAQgAAEIQAACEIAABCAAgU4lgCKjU/FzcAhAAAIQgAAEIAABCEAAAhCAAARqIYAioxZalIUABCAAAQhAAAIQgAAEIAABCECgUwmgyOhU/BwcAhCAAAQgAAEIQAACEIAABCAAgVoIoMiohRZlIQABCEAAAhCAAAQgAAEIQAACEOhUAt28pU5tAQeHAAQgAAEIQAACEIAABCAAAQhAAAJVEsAio0pQFIMABCAAAQhAAAIQgAAEIAABCECg8wmgyOj8a0ALIAABCEAAAhCAAAQgAAEIQAACEKiSAIqMKkFRDAIQgAAEIAABCEAAAhCAAAQgAIHOJ4Aio/OvAS2AAAQgAAEIQAACEIAABCAAAQhAoEoCKDKqBEUxCEAAAhCAAAQgAAEIQAACEIAABDqfAIqMzr8GTduC2bNmuOkzZrgZtfzNmp3iMctNfuYOd2bfPq5b/5vdjNSW6hdnu6mTx7vhJ/d13boNcBNnVb9nw5Sc/oI7ue/2bvvt+7pRL0wv2+zJ4+5wo26+2d08apQbN7l82bIVNfPGGng2M4bS5zbLvfbCWHdef8nlqFbKZenau9qWWdNfc2OvOc/16dbNXTOxdU+hrnZOtKejCNTjHZZt62w3edzNboA98/v06eP62HP/5OFj3NTMu61dnvVN9GxsP7meXaTPk7k42UuaWZ+d7TNNn+EKukaZ8h222oWu/+wZ09zEZ8a7MWPGuDvuGOPGjhvvJr81zcUe5Fvjx7hnskJRJahZ0ya7McPPtGd+Hzcq88wvt63K6tupWL3ey214Zs2a7iaOH+fGjh1rf+PcC69Nq3yuM6a6Z8aNteuofewaTuUdWxkaJQoIKPwqCQLtQeCBQdsptG9Nf9sNez405c0HhhXut90I/2GNjZz55j1+u4Lj7+Of/qTGShqg+CfPX5Gw6j3s6TItnuJPSvEYPaUJYZQ5+2o3Vc+z2hqbp9zMKaOTey3IdivksnFozPT3nNS74HyveL7Wp1DjnC0trS+BerzDWrboEz967j3Z79wr/KB+qfuz91D/TrJD+zzrm+PZ2L5yPXPSyIJnxpw+UG//6PvJxSm/8OUkf0zqPR37UOc+8Gb5/Tpga1e4/jPfn+BHnLRPEcZz+5q9j/EjbxrhexvDYbU+r7980w/brrDPmjzzy23rAPblDlGv93JbnlnvPDGHebxf42/vfsP8pBJdzTcfndd3jeX1e8wVT/iZ5U6YbRBIEcAiw6SG1D4Edr1wnPN+pjOFxrwD9BvpJkyZ5CZMmDDv7/kn3Mhz+4UyvRaaU3Sp3ru5p59+wA2yt1FM88eFKn8XWryPu+jpp93Ik+Ydv3uV+zZSsR5Lr+PiGe7Xe+mSTZ9llimXz9064vkP3X4r9yxZNs8bquWZR0bz91zH5PJRd+4+886+Vrmct+ecpakTX3BvdclBmPnd2v2vdU+MPjfbZNbT8A+iAABAAElEQVTbmUBXuSfa0o56vMOymCfffI7b//IJrvegB9wNZ5/gLrzhYXdFfPhPeNy9NtfIrr2e9c3xbGxfuV5ojSOs3+PdlEeHpS7fBHf+qGdS66UX37r/GndtavNJN00I9Z296/Kp3M5Z7Ozr/9a4S1yPpXq7gZffYwD6uZseneA+nPll4OO//MRNeXq06zfhWnfkoQPdBCvxxUczawM1/+Ju74uedo+OtCGfbCq3LVu2g9fr9V5u7TNrxuRRbtmt5zDPnvqEG093a/Y6z72V2fDW2PPcCjucaLn93KNvfhKu4ZtPjAilrj1xa7f7JeMze7AKgRIEUkoNFiHQLgQ+mTAi0Z7vM2JCiWN86Uf3c773FXMsMmKhCSPmat5t5LeEUjcWLfn75uiT5h5/H/98ayspWXsX2fDlTP/JzC/LNub5uSxPGj2lbDk2GoEqeOaZ06QR/ebIVBvkMvD7coo3FaY/9+kubOnw5YTQRnuF+mR0Ls8Xv73PvavcE3VqRz3eYXOQf+hNaRHkbp8RqffkJzZCPegkP+iKR5N3ZLs+65vl2djecp2qX88O56qxCH3Hm9p0bn+l2n3aWyAz9XfS9f9kQsrSpfe5/s2S3Z33/QjrS4r5dpn+ZOZMSq/OfN6brj7U0eKZX25b6Ro7ZEu93su1PbM+8SP3mcNq2D3P+0/CdZnpJ9xTaFXdb+SkeQw+SfHNvPsnjJzbtzD+IydhlzEPGkulCGCRUULBQ3Y7EfjiyxIVz++2PnKQcx9nt7fdamCp1fuUOGYTZc+/kOu5ULmx8enuyYH3uN7DnnC/2G/lJjrxdjqVijzb6bgNUm1WSlvb7Ik3DnE32s6LdmVTKRvxI3Ucga5yT9SvHW1/hwX6M95w4x6bcx2232jFeRek57puwIW/cBeesL2bc6R2ftY3y7OxveV69pdu4XiVesu09B535Z0TY07R32njb3TnxC1zrVG73KOxM67/rMnu1N5HziXT290zZpBbvmR3Z0k3YPijwUq1V2TZit9yUltuWysOVbdd6vemquEMZ7zifmEGMuc+8b47be8NXM9wXRZy6+59mnvzHuvTz00zPvk8Lrq3HrzBpEFpH7flWosl+VpYd5/jLXdOOvKahxKfJ3Oz+IFACwIoMlogIaMzCMw2T1ZLbn+ue37QJjUfftasWS78zY5ungqr+NJ9kWQkD/rZc/YpvkdSfO7CbDfb6p41Y1bFh+psa0tMWk6txmzn5h5bba7q+En58qV1vNIlFnNHvvOme/yUrezw5crNaWb6PJQzh3Hp2uedXMslsUuSONrxyzsuszLJLnPKJ/sXLNRwXWpugy5TGU7JNSlTpqCtpVfmsK2uHrGcHY6dACpRcZqhFZnb3kp7lagsZM+a64BOKwv3TLroxXepgs+0Z4a73kdKjeHcgt17FK9nbm715x3v1ZQctuak7drLSbH9ONdj4XkfJCVbabzn8mnN4eZUW10drZbN5Jq0voUlT982qF3BsfM84S1aPN7vcWNaNKu9J2Ids9I7xwrTv/Gc4ylXKj9332rbYWddh+uug1ZRT4/ucxUVleSl/Z/1ZZ+N4XTmvpMr3AvxuaTrGS/R3EvQ4ide87ihyksZi8/57WC5fl9H3c7m/thUWqUbj7zSTS55otPd3YNPD+XCvzm7zFvPLsV7uwp2Ced47BLwqmVc8fpn21phvdKzY+KtFyTTbXqfNMztXVqLMedIi23vzrJv6HtmJT2+eS2ohdu8vWpeqnROcyo0uY/XRM8Au5a1pvje0X4V38tWprp21dAKa/8eJ410x2+1ZIudlt/9YJs40jK9PemlOZm9N3dLZ3Umi63l+kZNxuWj3YTakbQ8IDlNTQBFRlNf3kY5uWnuoh47u/Ez5nfzl9SyZ89ltntt3CjXf/turkePHnP+und3ffoOcHe8UMpT8lL2QTLdjb1kgOtmH07ar7t5pT5z1HhX7Fk5e/pkN+o8K9utu+tudffopfJ93fAxEzOdrrneogds77pbnaMmTnXjh/cPyz16dHPnjp07O1D1ndk/OXY8/oBLxriiLZ4+0V2jaCtz29rDOrJ9tj/ZjZmYLj3bvTVxnLtkQN9wvKtfaOlsIJ5Hr2VXcIt37xbKlTyPZ8ZYNIq55/HaLDd94h1uQMK4u+t75h1GsJqUYtL9SDfZXtAvjDIv4OKo62XtGDB8bEHEi+BFftR5bnvj3ePIm93Ut8a5/lq28t1MyfXW3Bd+PJ+arkuVbdAHRVmetV7Dkqgs8sDYa1zfPvPuX92LAyz6wLSkYxN3VpSCUeE66D7sHu4HuxYDhrsXMoVnTXvNjbEIG4HhfjfbfT3d3aF7OLnf+7qbJ1Z3BePRpz5zs+uvdvbq5XrZX7c+27tVDk3P4o4l7bcqPtPduOED3FKbnpjsOLDfQW7AgP6u/3lj3LxZzdWftyqaZffLycm9avdMn76uf1+733e+puA+Sw5abGHWW+5myajdczpXye/2G66ZdKJb7jLLPXOzIpro+TCHT7lnSsv9lVNNHSZPrZXNCs+R2VPH271lrAYMcCefPMB+LzF5ndPSqeOGWzSk/nZtTnYn2/U5+ZJxLZ6Vs6Y+EyLY6NknZr30nOp7pvv/9r4HyK3jvO9jeleRdEmXlHNMSDtHlVIsuRI4lqqhm4w0BdWmptvqmNhKXBn0WMn06LoZCxw30UATqdVxJpqjp2MeJ/Uc6YlBSwKnCdSEYKY5xe2RDqjG0LRgK1xGYCxchesIjHENwRgXEyfjku2377398x4egF0c7p/ue5wj3p99u9/+vm+/3f123/ddnfNr1c78MZEJG52/AFfPnpByz/XN4WPHHP3TOfKMCR2mPHMx7Px/d94vzb2GEUqQB0897exe4vl9/el/hTxBXmF/99qc1mK8PmtldH0X3cgJ6yJrPIlzGOkJN2lnufHy6/azJu3aJSr2+d+AVFw4+zoHZy/OhlK7MJOBL+KOm5HxFEyOivQhSS2wA9R8Ju3ADOMQ/i/NwqljR139cAJ1BP4d59eoJ0Q3NnsJ+yOUU+fZ0aMwdknV30x33ICLX3MN3hyNz33WbLHrZ34lA5ORDykArXBTr9memdSp81gH/UkI8DoUbtUvYz4mdHUorv2jXYfgN7/2BfDvq/CSD9wJP90iyrfgrSve1rLCn8D3W4asg7D7LvHSAjRDbFHtiaEnmxKBdt+c0H1CoF8I+H1kaN/JeQU0Kxn8FjEaGlGk0OZb/GJqFN/h3+VFWTJbYuXiFMO+37sXYVMV9QGlXr77jkinfiOJjM9LcrM8JSOexCczLJ/PsdSY8pQdiafd75Eb6vv5dnkD9yPQUJ7Io/EUK1XKbHpC1AF9gySmmKKYsXox7Xjd5nmOpbOsVMwy9Jnq1Q+/1effFYZ4Nw9+z7msekTCo87Eku38nLgMbfGgjTyKt/MyjjjyryCL2neR7XCcQAcnpvXphYaueFrysH37wcgDIqLPyBjLFossm0pI3kJ0QovQ02RTYx4fonGWyeZYbjolv98FiLC05xI8DMOobBNKdgBGWcHw09NCSvmXSWWLrFyYYjgm12jVfNeY4tOssNT4GIt739U6/B6Js/GxBBubnGa3HeDM6+0kr+c8TGIsky+zahn9Box6ER1GDCMeoa8BEdUnmkixYrnEpidF/d06+9tXlSW9b7FHxlKoI7JsXI8i4cl2ezngT7rncTtMxxi2TSM9gi2wUspptKtv+RvVMstnNXnzySZSnxffrcdYKptn2fS41Fucr+mSJ2jd+GMgEzY6X/iIiI1nWLlaZYUp5VHfz8MAdwzoMOGZ3rza9WGm+TQrWTYWT7CEpkMj2F7GEgnUqwk2XfFazHL6rG7yZNDXmMka4m2qJzhruslNgH2hl2vSrpESz5fCCPoGqBeVnzCABCu3ENpg6VGuY3h0kypLeXqF+9Xw+fWywQ7LMGoHJhi35X+DFXX9wMdko0lWqqkW0KiVWWbcHTtF40lWrLryaqo7mhh9Dqe1Xp+DuqkXd0qWuHHexbwyW/RFh2cmdQrrp4NjHj7W6XRY9cuYkQldenntdZaeyuBc8ycyLhnX0OTbP1YXOeYmxFg7IP8iAf0SAhoC3FMsHYTAiiLgNySMsMTYGBvz/hJx4dgnXGGFK9Q6m/Qm9VEt3KgeGkzvfPzloxEgk2PlSomlx0XZbic5WRCdR5mNeZO14KR92uuQecfjPquzchkH+2ltIorPJqezLJlwlXECnWsq2qIsK4pBU4hw3uabvOLERYRfG8+qmG0qD6Q3nkHDR5NVKxVW1ELV6vVmOFwyrwdOZjCvYD0SqSyroYWlUZ6WHbuP1jDJadQcTKY0rDheoxMZnBwWWVozCPH7k9hp13HCVC7nGUapYeBhD7EkTtqT7gQ1kmDFhkV9eqABLUMd8VT4G/AwDBfvXjHlyR1OCjXuKllATNJldyBYmR7zBnCj/gFtdVoa2tDrt2OYaFQrrCIwxDycwRHili3xkV8DDWdK3tWgoj2h9bwYfEdYRveshgNfMchzjHReFrb4NLUwhZMBp1429ebFlzyHvhEvfLNLUo1NcmOJkUNSLy3iFnHallcp/MkLYyo+09uXGJDG00WVGE1QwtGcK9udR91medzorW0a6xGXfMWPoC5GR8zOJCuApTSwxFlRs8IqucH0nhHJlD+KBtQLPpmw0PnopNM1SEVZPoQunYca43yn7elQRldTvof3Yfb5MM155GSLJdJCN3LDlbWu76wbmYWs2egJU7nxMc93sTbt2iHBm8RFJ7jhv8bGRb+GemQsEIuVT9YdfT2axrQN6TwxaMiwwY4ZtgMzjDvzv1FMef0UOtgcz/o4wC+mx7hReZRJN+MWusOnT4KGnZaSwm9Y4caz6GCsaPvMsE7/12isE14PflfhYdYv87bp9tfd9bQotZ3OEs9Nf9FHhisXgcUE6UwU24LPcbGTcXv5Ny2X0m0uBMiQsbn4vSa19RsSIiw2OspisZjzNxL1Vk3bdFDhChUNAN6gwDdx0ay/+mBVLz8lVgg9JHLa5A5GuXGAT4rETgm1MimB0zo4fWW7oUVmieke5b0X9Y40Jw0ZjEmFrk225MpjZFyb6GJGNbHqjJOtMW2woNGk13u59fDHrccV8rha4daqIKEJnjS0iap/0I95iR0J2JEBDt7cNRq9AxttWXnpqT7WNGAt2uBpw8MgFvJaWxnSjVT8eV6uQkRxVQ5vyIFouPd12TYQw5j0CK5hGEXP7rJgPMGdT2JlS5cTPYk6xwmAZyyMxKfUbe9sWu4SUTsybPHR26WPnh7qLbGLxFlW241VneYDqXEZzaGlIt4NRTsODrX3ncea0UjRKSbLOOHO8R0g3BBXZhU0JmXiKNNcrvFPN7S2lm2Xh65jTNqmrR5R/AgaMlBPJYXxTfG7nPF2q6DuKmO9ef3LZTSm4W4yUX8+EeP6zpQ/iga/0QiH7+Y6X64wo/F0MufodBf7KsPP5o0i5LSnw45nvFzZTjUdj72M3P1jLD9t9BIvoyfdqPVZJvLEy2mnG21kTbU1/y7MsL7QVG4c2kL+U2WtZrv2CEF+4af+MnKGMs6ibgjsbBL6NOkYqNBoJ3er+duiqk937NRuls7twArjtjKoDEbcsO7bUIDtEb2E+CasNrpDb4steYfwPOyWFW48g7b1bP/Mpk5YgGasah3rhNXBvWffL9vR5ZYSrrPaUxX+ROm44Li7UVKGL74LKZlXBv9qIaMWSrz+Izx/uksIuAiQIYMkYcUR0DuisPCrNWfl198xC6LaKdRqMccymWlW4QvXzRrLTyXZqP7phaYYVfnYwboL3SJ77E+EtZoPLvgWdD7J9ibsPMSXSinPxKCDD9bFxEaVgRMbubNDvoI0VlluKsOmCxXnZq2UZ8kxYTBxy3aNA2oQMxISOqyJOw0qlSp2g9oR2un2vx5hkxmNipZThYm7Y8CXoDIlJ9Uu7vypCuMFI8nA5HO59TGlAckIxRPvG/OQ1yX8UJiEGMlQ9mq4Ulqtu9zVt9QmpkIksdoNQzXpdKjRZF3IbTiVCIE20AgaXPg7oe3SEh+FhWpHPO9e6l3Nip0rrgEhjrt/yk6D4qvPapDE8289xLZud4Khdsl4KUPkQadRTdrdsvXrWIfPsGzz0PEK6pjWtmmvR1T+/skTR6GV39gehWET9aBeZ/+52+5M+aNo8MsEp8Fc51d9q9+An2Sl0djED75rie8w63a0o8OWZ7ycVuz8Mu7Hy4+lT35C5NCtx3J1Y2uf1SpPHmKhNFjKmoWeMJUbj7rAz9q0a0kEYqUbMvgOSW5IE/yWOriWdXfXyVVrrR8MLvBYYMc/XdJ3gbRrB1YYh/LfrXFV7h5Ew4kW4t01cvFPZgQydrpDb4vBHSoix66/Vrhhbh3qGf7Mrk6dxzrta2PfL9vS5ZYdprPaUxX+RHweEjaO5W/4FhG5oQsXOEe0XUvOoguOwd0Rc3gZdJcQ4AiQs0/sVehYRQRCwq/uevDnIQE34UcWZAzdewgef/x+KHyLO3TbDQ8deQpu70O7f8cDvQoFHQdt3Q+P4WhDHAPoanDuLc9d+F0fgd3igfb740P7tKvW0/eaIZ6aBobg0CcfB6TYcUi4++6H4Kkrt50QYcEc7hA37mgNvDawdRfs3TsEW0Watr8rUA8V/KVtqeEPFuB2EPe9h+BLGrtafLzWg4Uttz490BCsjAUPg6+2Xu+AEO7Crr17YWiHy93GzT9HaXGP4X0hkrhzCO4SGe8EaMVQPBS/QSaI+62/zR8oD1xbP9A5ooh8u0/49FLvoYefBPyMSh6nnx6B/Tu5Q9nvwLa9oW7IZFquFG464QXw1s47wKS2isYRwE9/cUGgiU7JWv9e/sIDWjn+0+Xk0aJjgs0Fi+qPHvHTrK6wPb7jSicOVLH+LLT+TfYyPIDivDz+uKWa6/wh+PTJMUXqldPwxCf2o/PX4/Cd2jbY1dJQVNJuZ8vhmZ53v/Jx81yubgQwkSed/uC5laxZ6Inlyc3atOsgNup6GH4Fv9ESx9NjGcch5szv/ge4gjfHv/Lz4Q4TxQv81wI7bHVG7WB5GCvihh59EvCTLuc4dxKddTtnNyDNHUOPPgePyqAWdrpjcPudXq7uT9jwypcg7MIKt7AMut2zq5Mvt5axju+p78K+X14GXb6S7S5uXD4Jn3g6gxtokpD88oOhLx/68stQmk5CDB158SOTy8GezyVhwmsivHcZ+dJR2Os8pf8IgfYIkCGjPTb0ZNUQGIJfq/xXeDgYhqlD+QuzlzAywx448sXTgI72AFdf4eWXvx4a6qlDNs4jfQ7ATRByUJb5LlT8jved9B9++OFuWYY8X4BLzx6GPZEjcPrKCKRyZWCXX4ZvpNTAJvhS5vW8ebSF4Mt4vTL1CCnI4FbYpP0OnHzbHMutz/JpsOdh+/q9AoWyMhaEptMIvjZTaU2y9S44IoxwdR5vpY+HVnbHXH087BM+WtnG9d56AJ57swZTYhTkEX3u6SOw+/Apb1DdviZSttoncZ7cMejNgiWNdfihYx/iEZda/zpm1488OhbgPlyuHmlXhMCs/oMfOknC6i9tBsvkDy/ARucfePw5qBUz4Av+UDgHR+7bDacuu1OsdvXqeL9fPOtXPh6xghfQ1z6rIxKhD81kzUJPLFNuJC6h1KqbfW3XKtuWswP//FfVGCXzNbh47Sp884s44YuMQSwkfGVLBjgisBlHGLWDZWIsaRw4AL+MDoKco/A8/MEMhtS9/gfwPN6YOP6Yz9Au+GKiO7bu+6jCDDLwx9+7JYs0P7HDzTxfldKmTuotyzOpN7q8p/XLq0KXRs7i9Quw7zHkenQCKi+3iWbipT9w+Avw8uU3HUM4e/NNOPvrn4Y73haZReHLP99+IUCkol9CgAwZJAPrAoFdYpfB/FV41heCMYS8hWvwpbtHnFWM2EQWLj73JAxzI8jC7ZDE3W8JRQ/33Ik7HZbgPZwUukcOvlcLmR7Khe0I7P1g970RPK+Zs1+CkRf5uksMstWL8OShYaeI2yE0S8PKKy/B/wjrsxevwVEMAxsSadXJ0/1vZeqhFdC/U63TbZ/pCtfHgAYbHrath5QdgJcu/u/QZDNnj8LhM9dwo4CUBMj9aTkkbVPJ6sGfNNilE5KFwa3Lr8uRRWvqzHUZLrYv+PASLOvNd1Aszl+Hmblt8Mkvn4VmrQQYYUjReuUZeOFVFfJPPVBnEunMFLzVwb50/c/00Mf8/Stw5veRVyHHPK5KHTs7E/IkeKsfeQTzxFV2casHPfLDELUnsgv+Xnn+HFwLMfgCmo9OHj7u6Knl8gesdP4iXL82AwP3Pg5n32xCKZsCTRrgmce+CrMW9QvW173uF8/6kc8K68ZwAHx3bWTNRk8sV24kXWvSrn0QuRdbH4AT6ADDPQrwxEOPwmm8SJz8vNHKsw12PKyzSTtYLsZeZZyfB37xKbnL9Ovf/E/wyktfx/tj8JkHw3fFmegOQMyeQi/g4njmt6awZgYHhoY98+wZwCjyVuMvg5w7JjGqU8cczB6a9ssit1Wh68Zl+NR9n0PDXAJK3/6ykUwL+vjv/OXTTghifh5LTsBhuYuH36GDEAhHgAwZ4bjQ3TVBYBEufOVRePF7f9Wx9IW3X4dXvBQfuv9+lXbboNzBIFdY1NPws8W3YRoXRPgx+k8+jtvKd8HHPim+eShA+ttF96H2/ztvXPauIvDRfSYb0W/Bn/yOoPgjcL+mnKWBXU6kt8Hwx0SnfQVOjF1q6bQvf/UpyESPwD0dd7CsRD28aktaNVA6niKhsqIiYQ2+5+EeO/oz0LEqzivLrc9yabDhoahj6++2nxjGoCzuceX5X4VX+ShLP3AgEMMVul+K3gM77vq4HBQWXkwBLnD5j8V34TK3jeERO/jTRp9EuKlxt47YWSBuBH4H1X4eyDz9MlwPTPwGpfXvHfiLBn95efjcoa3X2dabmxLfOn8fRH7j286ulIFdB+DJ5y5CJZeUWL994weBGvovZXVwxe+bfxAwegwo4X3Hy2fHPQ/LyXHmi0/B+ZmAxREH0S/yVakd2/0FaVf9yEPLzj2VbXM5eiQD/+tdvzXnL39QCeS/Az/nExOyV+Chpy+gBPiP2UtfhedRPrejiuyFP7pMWOn8hTfhvoci8EdzXGgH4MAjT8LFZgWScnuGkFk/ve2udDr6xbPl5qPTBCvSZ3loSHlqhw6/byNrdnqiF7nRKV2Ldq2Xz8+DED74i1+Ret1NG4fPf8pd2Ai+67+2ww4M28FyMfbRuOtRiGN8bn4UTj8FT71YgHj6ycCE1k538LwePX6S/7jHK5+DM1eDBmXxUPwuwIV/czc8/V9QBW+1xE1kYfVrXyer7L3E9v3y6tDlkDf/Bhzf9xhcQSNGMf+bcEBux3OJn3vtFDx7oYNhH8c+n+V9Jj9GJuFMh88y3UT0PyHgIUCuQgiBlUZA97Yf5uxTlJ9Pus4vx7SQo9KjNjrCEpEyVPgpjNaAXumdo1FhKS0SRmKqwHLJF1i6iKE9pXd2LxqEKBB/8zJqiRbbHaMUYFfMsIng3wjL+nwFVqQDLd0Rmx6hozU0nnKGhlNOJqpXyadUCE10alQoZ9kLL2TYvBbKjNMQTaRYCR18VsoFFdJ1SnOB5DkV42l98cd7qUch6dW71QGcCBXJo7Xo4RY1OH2nCnekS8YQd5MoB2M6vponb3T26XNoyl/roT72NGA5oXia83BsLCNl1a2t/r8eQ53LV5SlciVWrVZZIeuFmgUli27YOlcWR7RQwzxH5VxNd2SqOYoLOkzVnH2Opoo6USHnfkdxkdGUFkGn6vOqn3W8J5rjw2Wct2U9ZJ8bjrDMxmNxJ1qNbb3diAfB9t1kKc/7fye9wytfzY5LuXe9qEvPdKyaE2Fo9SgkTV90Et724pNT2E4rrJTLsLjjeBjD9Pp0RxBmuzwalm1Tx9dEj+htRUVeqrOsFn4W146ZCPzEHV/yfOUfOtWcypfQuWqRZSbciCYRLxSjKX90mnWZuHxF8aCzzh9j6f991XGyGBmb9gHeLAndFuL02Zeyk2za8YxnG9aHoU8Ve/nR9JKKUuQR3oNutJUnpySNBr2v0fnWWdbM9QTXo9+d5CHMN1q79njihcuNhjjt1h2G6+MI902tH/RFbbDDru7xqls7MG2bnfjv1dhNokUK4+MnPUqbSGejO8Q7xZQXJcnRORjpIqeNgUQi/ouOPVNO5CghN+a4ib5Jj/gSdKzc7pldnTQeh4119Pr4zm37ZdexsNTRHLsOeloUFa6zxNOQ32qW4UfSTl8QT2dZPpdj2WzW+ZuenpKO7XUnsL5cann5Pu9jfJG3fQnpghBoRYB/m0QHIbBiCDTrZYYrYWqwGxllycwUm5pSf+nUJEvERBo1KWvWCzJEHR/MpIvurKClw9AH03iujBDAMuUmxt2eUOWjISGVLbJavYoDdNExRllGjM49JEoi/jXPm4d0LNdYg9clHnXzwvBpaqrTYHmtk42MJjGaiu4a39RzNJaFoS6b+E8f6Pg6IYce3ZNzkxXTXqxuXvd42ueV364eTVbQ8sLPdpQxoVFmEzIkHA4iCqr27YRHnxhx48d0iceEwUljIS0NOHHNu3mjmtf47Q5UdBR5OXb1Qd/g0ojFO9nuNPAJRjietjxshwqWgBFbcM+PJpP+87FpbYCG4VoTWtp4MsvqzQYro9FDyLkeVaRZKzDchevljUazijD/oc/8aTVZdwwTQXADJNe1ibMjg5EYiyfiLKZFB5KyGf2P7PeMolggbY6MY2HapEjmA55sW9ZbelnH9p0RkYGKGWdCy/NuCakaqCvGNmbJmMDN/Y3F4yw+6oUd1XjA83MmcRhtAPcktOXjyIRnZG0pS7thnEcvbdNGjyBNzaI2mERdMhLzeZFXPMI6x9yQycIzve+ZxAQnMZ4hx5g/bWRiLmg0kWW4+Iu24PD6z96Q4fti4xk3shXyNzPGJ8WYXsifxoaW0zZ0OC3TmGcIaZs+zCnPIh9sLCw3qaJctfYxtrqxN3kK1428NqayZqdHr0kj2gZr18iv4pQYd2B4TSe8mpKypgyF3TrRr5WmpPxyeY1Ncp3vYmwWKciTcZThmNdOOrUD47bZtm9U9XLPqmxChO5O+I2JekpT3eF7x1vsEvomMhJnqaksK5bKrFTMs0xy3OtbIywlo8fZyRwffxXTYmyIejChj6k6PeORODwdE9BPLr1KH5qMdfR66+d2/bK7AGhKFy+no87SCfHO6yivnfpBwSvHqNVi2Md2Mp2U46FIDEN5t6xghRRKtwgBDQEyZGhg0Gl/EciIMKahSt0dgCol5w1IE3wi718R09OMTOYdIvUBFX8ejSdZuVaSuyWclW4ZgrXBCpmJ0EF5dHSCFVqUq4tDOTspJ4s6DbGxNKuISSAO/tFTd+hkJom7QeSBA9qEbwIYdVYUylrIsmg8hcNtcTQ0Q4vKn6eRZeO6diow+XLpVMYgnptRPdrmhUacXCoUh26r3H4jgqqDS2OETUyVRGVZSRs46FhDLKWMKV5qs/q4iW1o4CHROuJpzUNZvZaTRiXLcAduQG5cmWhNXGaTo54BTZc1NCyktFUpfVeQjuFoKsvSoUYGXJnWRLSlXLxRQ6NTyyAllvB2HCD9kRE2kc5hyFhsENb4NH2TM0AjZ1YJNyoBs3pzut1VxSCe/BoxzZbDqhZyr8bSidaBaGJMDWpHEhMsW6w6OsrJAFeS0B1HgI/AEqm8ShNSku9W1zzayaVJ2zTRI4qaimbscmVoBI3BdVZMerhE0RA9lWc1aahtsnzaH/rWeS+aYPmqUJI2/GkvE8Y6P9QI4fLI6SeMBsrt6TDle3CXgmiTog8zzadZ1sIs6+2fn0dwh4yCeQV1/Xc760anMoayZqEnNmK7bsd3f0hxNzRsRN9l12EswWUnkUE9ZoFduKG4tR2YYdxOB/nHGkKTVDKuzkwFFojEc/fXTHf43+ELIVO48BXSH3ptI5ZIsmIwxrIxbrfbyDkPSd3pmaCye51sxjoi1+CvVb/svNydLp6snez6dJaPmOAO09a+UOi9SDwj+8RGKcNiEbF4ie+gQUqEyPZlTxeEgAECW3gaFDQ6CIENh8DSwjzMLyzBwLbdMLTLc7q5tAA35huwY2gIdgS+0eNxHW7dqED1Zh0DLg7CnXv2w96hLs46l27BbPFduM3RGdwOe/YNY3jMlowNsVuC+RvzSMWAj76F+RvQGNyBdWj1FLF06waU3r3p0Ltzzz4YHmpNY1R4X+thVCIszJyFnZEvYuIY5OvfgA/Pl6HK47Aijh+++8CywiCCYX36T4M9D9ujtQQ3ZktwEzEZHNwJ++4d7ugrZOHGLJS/j5KILhu279wDw8NDmmeJ9qUs/8kCzF0vQx1ZJ8tdmAMeSOUepNnfguzxWVy4BXX0s7F7aFdofYzqvbQIC0sD+LX+AlQqNajfvm2EaRg2C/NzUK6ix1+tvc/N4Le9H74HhoWeCbw4PzcL1TrXEoOwZ//dPemIfuQRIEte2ugRmRZlcv/dKJOo7hZR9t5ubIP7DuwN5RF6W4XZctUJszy4fQ/cfSAgm5b8aScTpjp/cWEBBnagNMzPQ612E+kahF70Zzs6BLD94lm/8nHoMtSNog79/pXyg22hPeaGesJSbjrVZTXb9e3f+g/wN39RbSHnjn/+CzD4Dz4h7/eW7m/g/6GT8CX4MfjQL8Zg1yE3Pz6OqH3rPNz5w7+U+S++9yMYuGMAfvSz/wgWPjIs28GP/+45Rd/fLMFf/fWPoR7/Edx8+FG4feCjUnf+rV7r8TeL8L3/twj3/Movw45u9W3ehnc//g+h+dEIqlxXd/zIoFyuC66fOgU/vFWHwb9+D5p/axvs++BO+LvYP4bj/OcStx0f2A5/Bz0E8nSLP/VTcvzVGz8k3KpcTx/efOlbMPBXi/D3dm/36c1w+rrLiyqJn9n0y96b3fS0v4CVu1q4ATNvfx8HFB/Ecfg+2NumX105Aijn9xMCZMh4P3GT6kIIrCMElBFhBA0ZF+HBHm0wy6nSeqBhOfTTu4QAIUAIEAIbC4G//PQ/hb8uB5wGYxU+8OwYbP30k7IylM6FgnAxkxcpOHRCCBACEgGKWiKhoBNCgBDoJwLKwzZaMHCVZC2O9UDDWtSbyiQECAFCgBAgBAgBQoAQIATezwiQIeP9zF2qGyGwhgiUZ77rlV6A/1MJxO9cJbrWAw2rVFUqhhAgBAgBQoAQIAQIAUKAENg0CPT6sf+mAYgqSggQAnYILGE88F+LnYDTVwreiwV44u5BiMbG4evf+HW41+9UwS5zw9TrgQZDUikZIUAIEAKEwPsIgR8b2gPsvcWWGm3Z/nd89yidCwfhYiYvPuGhC0KAEHAQIB8ZJAiEACHQXwTQodTMW+/i5yT+70masB0+9sCBgHPI/hYtc1sPNEhi6IQQIAQIAUKAECAECAFCgBAgBPqJABky+okm5UUIEAKEACFACBAChAAhQAgQAoQAIUAIEAIrigD5yFhReClzQoAQIAQIAUKAECAECAFCgBAgBAgBQoAQ6CcCZMjoJ5qUFyFACBAChAAhQAgQAoQAIUAIEAKEACFACKwoAmTIWFF4KfNWBBZh9tprcPLYQdhy7DwstCZYnTsLN+Dqq2fg6JYtcPz8TP/KvHUNThw9DIcPH4Xz12758l2cvw6XzjwLB7cchPMza1ZzH039uNgI9bp2/lnkyWE4euIC+LkSQODWdXj1/AW4cOECnL9wuXPawKv9u1wnbaR/FVqxnBZvzcJrZ09im9oCZ99HbWrFANMy7g92i3D9jVfh2aNcn1/oUZ8vwewbl+Hq9Y4tU6Pc5JTakAlK78c01B/1m6sbvS0twY3rV+HMiaOwZctxmGn1wdpvwNZNfv3R8eumOkQIIRCKAEUtCYWFbq4EAouzr8K2u59QWUffg9UPyrkIr538FBx5/oqkY6TelOfLPVl453U4nXHzvvnfvgdfePAQwNIcnPq5/fCMKhLqzdWv+XLr1vL+hqnXLXj9pRfhCscf//70+SfhkV0ttXFuzF09C088ddp9GM9A48nwdCt1d320kZWqXT/zXYRLJw7ByGkRGQfgvfdDm+onRG3z6g92c6+dgv1HnlGlRBcs9TkaMK5ehFP/7gk4h+0yMp6DN+9FfbnMg9rQMgHcqK9Tf9R3zm30trQ4dwk+tX+Ed/veMQK3+XBvFSKniRLX5rc/On5taKdSCQE7BGhHhh1elHoZCAzsuB9yuWkYG1GZrL4lbQDu+2cvQm46CRFFRt/Otv3E/RD1cvtM5Cfcs4Hd8PiLOZhOxvtWzrrIaMPUawfcH/W4EonCT+1oh94i/Pe0Z8QYmYTa1x5f9fHO+mgj7fBZT/cH4O8fOwfZ9Nh6ImqD0NIf7PZEjqA+n4KEpkhN9fnS3Gu4G24Q7n7UNWJw4O7a6o9y1CuY1IZ6RW6Dv0f9Ud8ZuNHb0tbdB+HFXA6ScTEqw2BqfUdpPWbYHx2/HmtGNBECQQTIkBFEhK5XDIGBoXvh0KHD8MSR2IqV0T3jARjGXRKHDj8Ch7sntk4xsPcwXG42oN5ownOfHPbe3wH3HjoEhz97DDQbjnXe6++FjVKvATj83GVo1OvQfPM5GG4321p4E373FY5yAkqvHoc2mzZWlA3ro42saBX7lPkAHMB2/MjRo7CW2qRPlVnlbPqD3da9D6A+/yT8yy/1oNV23gNfyZWgWkz33aBMbWiVxWndFEf9Ub9ZseHb0o5h1FGHIPqzB/sNzTrPrz86fp1XksgjBBwEyJBBgrDqCPTvQ47lkD4EB3sYfxuVOLAVdmwNny233QxglPH6TbQR6rV1xw4I54qL68LbfwwZ3E+Trf4mHOiUcBXYsD7ayCpUdLlFoMGQjh4R6Bt29q1/YNcBeOTQARi692fgc9qOjh5rEvoaSUYoLJvipr1Erj4s1B+tHuZ7PrrZDBketn3T8avHKyqJELBFgAwZtohR+p4QWFxYgAX848f2Hdu75rG0uOikX1js0ZfE0iIsYh78zyYH953Ob3DaxMHPtUtxG/j9zrnIpMYnppjo9PHMTerUiQjTcjvlwZ9Z5SP5Z4CicdolxKJ9fjse/NdQrmTgkaEl6C53mJeelUeDfqsbHsHna9ZGBNFL4iRImSnvesNEtNPFDuX7KMK2xXWJ0+62bYfu2gTpx7yXHB61r6Nbhl4HLi+qres0mMqyqJt417SKIn3ff62xQww83d0Nud5o3QFDd/X2Zthbglb+bDX6GS4HOi78OlzHuLLk0xlhFZC6zJ9vWNJe75m3hc4lmLUBvT1hfn3Qk2bldqadP7XKR/JF53abMozTcplon9+m6488OIXObI9MEHeu27meat9mmvCefEkaOC1k0UxWdFnnvG3tO3g++uHWtUtNpTy1r5+eJxa8YfpHoQ9kM1jzDtKHJF1sEATIkLFBGLVRybzxxgU4dnALbNu5E3bi35aDh+Huz51rW53FG284EU0Gt21z0u/cNggHjz4LV+f8HUDbDDDqxPlnj8GWwW2wDfPgf4MYJeT4qUsw3+alHTsH4dbsay6dzjtemTf0Mj3P3ccPA6ft/AxGPTlzzDnftm0LjL02h7kvwdzMZTh1/Khz/+vX+hOZxAwTpO+NS4idR9/sItyaeRWOH0bsvTodffZVqygcZuW2AVW7bZXPrRk4y72LS/4hLw6fgEszIdwzTLu0MAeXL5xyvsnf9qnfDomssATXL59HrHbC/n0oo/jtPpe7o8fPwLV5/yBjcX4WLmGUjMOYZttnLgCiDK+ePC7pHdxyFC7M3NJq3/101dsIInD17AlJ87bBLXD42DE4ODjYEvnDhHe9YYKOHhHzY1I+sa1i+QePHodXr4XwmsO4OAcXeNtGeea6hLe7ww/dB+21ieDrFhjEvAcdmWrDVx795LzH16cuwI25y3CM8xjL2nJ4DOY8MTDBwyX1MpzQ6rbl4FE4dhTp+LmzIfKnZGT20kk4euw4nDhxwv07fgyOHj0J14UqWpqFU8ir487z4/5nKpvWM2vsFuGNCzwaDGLg6W6uR589fxVlfv0dq9uGUM9j5C2h538bmbOE8nICI7fwvmGb02edBDdo1RJce/WUqy/4M2xrx7AvaukZDPqt5cmGeVvoxl2TNtCbTuhcskm5nXNwn1rlY9jHODkbpqX+KIxLSzBz6Qy2EzFeccdtJ069CjOzszB7/Tpcvz4LtzTls8TbDO97UUdx/b5tJ3/nKJy5NOMzLvpL24OG71vw2im9z26v10xkxYkM0rHvaPQ2NjPQCb66Wet4c53QvY4uJSZ4uSnNxyC+OtIFIRCGAKODEFghBAqpOEOZw78RlsoWWbkwxeIRfu39RSdZXSu7mk96z2KYPs+y6XGGu45l+nSpoaUOOW0U2aiXPhpPsVKlzKYnRuX7kcQUa8rX6iw5ovKWNGnloR99liljmY0Ci/nuh7z3j/49eyqQZiJfk6U5J428zKflmT+lvDLCJIy+SFTWW69bLFmQeXc6MSpXZNChXjb51Itpye+xdJaVilmWiCqsJ3IKT9O0pZTiv4PDiF/mGErE1JiHVTTOMtkcy02nGH515OEXYemiK6XFZKwF06guz/KdUVboIqoCulVvI1hwfnLEqUdsPMPK1SorTE1K3HW5NOFdr5gUJV+iLJktsXJxio1KLCNsqqJaqoNVvcDQVa5DdzSRYsVyiU1PCv3i3tdpXy5f9TbDzyfydWaCh0trzpOfGMvky6xaLrDJ0YgrOyh/SoqFFKjfRiXPxn16aZRNFSua3mqyUnZCyuFYJs+6ipo1dlWWjLmYjoylWD6fZeMxj37Og3jaV2Zh0msXAX2uatXpTOnhkYl8p4Rtn61qG9L6GCEjI4m4bD/invM7MsYmx9y25ruPGI6mi6o+Wp6d+q1eZOO2U4q5jlNEhZ+ZtIFedUJ4ie5dk3Ll+9QfSf3gyt367o9wgMWmEp5+iY6xfLXOaqUpOVbS284LOVd7NstTDN13OvWMT2ZQR+VYSmtrEdRR+tiyXpgMYOK+q+cdSWR8es1E5sJkXc+Tn/8Dj05532RsZqgTpMxb63hznWBSR6v+EYk2HYPI+tEJIdABAejwjB4RAj0jUM+LjoMbA7RJST2nOih94Csn43FW1JPLfLDj6TIJqOfFAD/KsrIXq7MJMRmOTmiTCDWAdjqY0QmWK5VZKZdW9PEOyJn41lm5XGb5dMLXGU5OZ1ky4Q5UE+nrrFqpsOLUuEzjn1ghlB0GWKFAG2Nym1Ww7CB9iVSW1RDLRnla1cmHQWipmuHGkBft6mVMP8emII1Q49mqJEzxFHkRz7gTOou0zXoVsSmwcSkDfkNGZXrM49cow7mqOqrTcqAEEHMME41qhVXKeYZRGiSPIZJg2RIfXDXQaKYMHePegEtl2Hq2Fm2ENUueQSDK8iHtTMqsIe9u9IRJnU16/IiO5yQwOq8lHc7TGpv0JvcRIQPeW3kxica2qr9jw9d6tYzt2+Or4G0siQatpGuQQB4Xa8KY2b1NlNKugSUyrk/MvTroOk/WPHAiecTlLM5KgccMZZMbeCNj08EnIdf22ImBa1yfbKPmnPSMG1xfTmpG2rU0ZKx+G2o6er6Q8fcFY+mcO3GqFwOGqAibnC46equOkzNpINX0sJJ7g36rB9mwaQshAqRurahOUMW0nBmWKw2E1B8hhBukP0JKdSNDqqQ6pVpWjaUglmSFQoFV6vx5mY15ejq4MDM9rgyH+jO9DK6/JjI5Vq6UWHpc9dmOXit4gwBDmfu/XfuOX2N/PGs/NrPSCVw3b6D+0XgMgpymgxAwQYAMGSYoURpLBFCxehOVSHyq5d1puQKuJpXljLe6igP9Mk6OuOGgXMaJI67SO4YG7Hz4zo6cPtkM5Kwrfz1dwVuBBt8kQjNkjPpXGFlNrKi6E9Z0yV3XamhW/dikPknRCGk3iOJJOj3TshCntpjo9I1NlUU2+IvW97haEe4AofOObbnt6mWTj1yhj4wzZcZAcjReRMayDn02aZ0X8L/QyZY2KYiGrAbLd1D2YkmxgtpQO3lw9UhHmVUycmVWn1QLGvy/a9NGGBoSxWRqdDKnrfRXWQLrOeYZYGx4xwfNSbGLwAgTNC56A1HfZB/bh6BNx0+1azSKBndqaAYn+c5y+QqjLGiHssEjP+ENpiNxltXorU7zye+4b6XQLxPqqjKlJsqjab8pQ+TfdYcaZmeNHZpNxM6XyRzfTcL1cJlVUCdn4sqApxugZDvx6VdVl85nSg/b78hYozbEK6S19bGpiq+KahdY1G/Ex9aWHvUw1HaGKR5Fff1beL+FRdvIRk9twVcdeWHTBux1giym5cSuXHy9TT9rk49NH2OTVlQutM30xCtb3SsoCP6uXVsS+owvGOT17WVafxAdd/t+TnUpLXZZhowHNd4D6nGxM1I3ZKQCO3tz2gIEjLqLJTay4pP1kL6D02w7NrPRCSrtxugfTccgHDc6CAETBMiQYYISpbFCoFFKSeODvrouMmntxLWJtmOwUANmZcTg99yVcZFPy2+zynJTGTZdcAeWtVKeJcdEp4fv+wba2gB6stCSlViVdKz33uqj3hlOCst98E2tI5UTK5Gm0zORRv7aY9KJvkLSdPu3fbnhA0ebfHCF3psIh01mmo0a7qqoets+bdJKMEMNGc2yMjwkfIYf773qlDRMcNlxV/yU3Li7dVQZ+idILbzXkvHTNWsjaCYaF7sOeFvDz2nSOGF1aMLJKt/B4zN8GbVHe0yqxRzLZKZZhQ9cmzWWn0qyUbFrBstU+DXU5A9XsX1GLofo1s+1ls/XZMDYYCPLjFWzYpePq8fiE/gJj2M9bKAcy3VjTn2Ho+wYllz9p+3KaHqfz0l57JAFthg5ce4BO7/udesi7umrna36vBNNwWdKdsLafjC1fr12bQipkCu2fHeK3zSs9HBgYoavhephq36LI2AuG721BV5G8LBrA2hCU8ZNzWjj5Kphp9p5sDxxbVsuvhfaz9rkY9PH2KQVdQo3rPfGq/7gvJZtSXxmwBeqfIYMVlF9ldR3yMeEtygTCSwkePDKhTKtH+nUJvW27PbzNrLCC9V5EOw7XKJU+agvAmPH5emE5en43sY9wTra4mUyBvGYST+EgAEC5OwTR2Z09BeB5g+UK7OtH9hmkHkD5t4pOOlwMMuNa9BsNlv/2MvwwNYO2Q0MwaFPPg73Q8FxtLf77ofgqSu3MaBml+M96cdaJtz/0GPyPOzkvabfCWRYmuXdWx4mLfQpp91dyFpeuSpzu3zuEC/eMSjO5O/A1l2wd+8QCNbbpJWZhJw0bv45Sop7DO/b3Zpi5xDcJe7uhNbQrXXxUPy2ypF4EvxdszYCQ/Dpk2OKnCun4YlP7EcnvMfhO7VtsMsJO2vHO5UZnhliMnTvIXj8cWyp3+JOR3fDQ0eegtv7wlpqE25WvRJ23gFG2mTZfA02Fjs8hh5+EnDrszxOPz0C+3dugeNnvgPb9u6S9zufDMNx3ALhHqfhty7NOafz2bTj3DTx6/8Cuue0HOxGAHeloC4O0cOom1/+wgOdyV+Fp2vXhnjlVFt/r61rQewHVTIXkaBo8bvW/Za5bCxbx7lU4/92bUC+xk8MdYLvHXmxjHJlHvzELh+bPsYmrY+kwMWyebUMnNeyLd35k6KXzcDrb95SqCzehJmCexk9+rCn75CPb3k37/oI7Fap5dmPD+2T560nIW1y6354DLcCimPAUlbEe85vPayB+1KA0djMWCcsR8cD9DbuCdbRrm2B0RjEjxldEQKdECBDRid06FlvCLTORcPzwcmhOMRgoP6DHzq3BgYGoOVPJG77uwCXnj0MeyJH4PSVEUjlysAuvwzfSKELUMtDD9dl+WrfkvcHE3ty+lVuL/lkXs+3evRvUwWbtKFZaHJ6babSmmTrXXBEDHBwkNhX05VWdmvB2p2+txGAA48/B7ViBtC5pjoK5+DIfbvh1OUbzr1eeKcy6362MHsJPdTvgSNfPA3oUBJwxwK8/PLXAZ3qthyClpYHgRt3DDpWGAAN237xVdBgpJ+2HoDn3qzB1IRf75x7+gjsPnwKXIQDxIdcDn/qOIgcTo+8hFGXFuEPzzyPKUfh8/94b8gbrbcE3a1P/HdasavDD51JeIgeRt28Lg6Nzx3pWYE21LE864f2/ZaxbGgYLbctCFkyagPWGLR/oV/l9pKPTR9jkza0tn3kVWj+nW5qZXdKBivQloYf+SyIbvbp0a/KCE0zv/dNeMUhJgLxkY9JsgQfIfNdqGhRTESCDz/8sDg1/tWn5ryfF2Wstqwrgs11gqBVvRt+1qrjAZarE0RJggZTvEzGICJv+iUEuiFAhoxuCNHzZSFw+fW327+fuQ6B6JZw5flzcC2kcwIc/p88fByuqc0eLfnOnP0SjLx4Be/HIFu9CE8eGnbS3F643ZK22w29X//QB8VegG5vrczz5WCyHIr6Va5JPnIg8cpL8D9uhVC9eA3Dpx51+G+TNiQndaspc4Lcn5bVfXmG5iw0YDjHwZ+UO0Lk4z6drGYbwRimcP3aDAzc+zicfbMJpWxKDiJ5dZ557Kswq1lsTHhnDcPCNfjS3SPgtNSJLFx87kkY3oG5tGmnkkuZKXirQ/u//mde2NYV5KsJHovz12Fmbht88stnoVkrAXrTVxBdeQZeeHVWXXc6G7gXTkgj7PPwHO6k+VoGIDr+y3CvoS3BGjtJzxU48/vX5JV+Mn/5JBw7O6PfWvPz1W1D/a1uT/2WqWxYtgWTHU8mbaC/CLm59atck3xku6H+yM/KPo/ZnMx3HYKL5aRbTuFFuA/Dah88uAUinzuN92KQLnwHHh8WY7Al1SdDDr5X0zorQancBRWBvYZjNzERh3vu9PXzJrIiiu3nr41OkLK6QfpH2zFIP3GlvN6fCJAh4/3J1zWt1aC0ZwNknn4Zrgf6mkHZa7wDf9HgpO7AreVisP8KPPT0BYz07T9mL30VnseZz/a2I61b8Ce/49rvAT4C9w+p96VRQltNUE/xTNKj7r79J697F6NwaLhtoeqFvp/1A5MQotphIJP2q1ybfLbB8MciHgVX4MTYJZxu+4/LX30KMtEjcM8Om7T+PJwrrf477vq4/Oyo8GIKZoKFLr4Ll/lsG4/YwZ82+qzBTY0iJXYHiBuB37VpI0jEwptw30MR+KM53igH4MAjT8LFZgWScnsGb5M2vAtUrMOlwGTh7de9lTaAD91/v3pj26DcjSPS8oeqeWbgm38QMAIMyNYN79z4gZNX//lqh8db5++DyG9829nBM7DrADz53EWo5JIgJPxtj05V8fZn9/7Cr8pdKueefxE/hcLVyV96qP0LgSfW2N3zsDRsZb74FJyfCWjipVl48THcFbJje6Ck1b9cszbUj6pKPdR7v2UiG7ZtQUwXW6to1wZa3w+/o7fz8BT9KtcmH5s+xiZtSA2lHGCT2oz9kQPJIrz20kU8i0IyW4BiIQ/nzuWgUKxAAz8n/swD+kd0u+BjnxSfIBYg/e1iC6jvvHHZuxeBj+4zGLstvg3TaCDmx+g/+Tj28zay4r7Xl/+lLNjpBGsd33c5s8TLaAzSF0Qpk82CgIEfDUpCCFgi4HfmExlNaU76qtKxI3fulHW9CzLu6ArbnPpDJ4RT+RI6xyuyzIQIZ6g8V7cSpJxucaegIoJnJZ9SYTTROVShnGUvvJBB90zKQVPUi4Yh88RIGTGPlnjGdYTInzWKSUnfpHCHLV/yTtDRGJpknHQ8trbv0CJGBB0++dJ5F7aYNAo6ff6ylfPSUV94236Uq3uh1utlQ3+jqBzEcjmIJlKshA4+K+WCCnHrRQewSSvq1y4CwPSY5zgMyxzRQoHy96oyNKvuZFbJDYwEr0qBWwAADEpJREFUnF5pTuxGUyLKiaAg+LsWbQRp8OQzGLqzWRKy4zootOFdR2dnIZiokJkYDQYjpzhHo8JSiahsX4mpAsslx1i6WEfnmVoYPoiwZF65/KzmRJhnlBmNf/Z81bz/I1915/mcPhs8XFmLsmlFJs+BpYRD2xDnwg4Gbf5TzvBQr8QCMtfmHXHbHrumLzoJb4vxySlsixUMTZ1hccchK4YJ1XyWyqgDQaeOgoiOvzUZHnvEEhdsocoZINK5Ov2MVxktWo6u8/hT1U+0OvuUehidrwrnwcLRsVm/5QfTRDbs24K/DHFl0wZsdYIoI+zXrlzMoU0/a5OPTR9jk1bUj/ojgQSyS0aDG2VThRKGRa2warXq/dVYvRHQxl74aXe8yMeQKi+M6SN1gu6QWJUR1MuM5WXUkoSMQmYjK9jiNce2rX0Hp85ubGY3lv0/G6x/NB2D8D4zNznKItEoi8YmkbN0EALhCHDHinQQAn1HoK5Nqp0OJxJj8UScxbTIBG5HhINzL5pIToQtxEGpfCbPMdSWr8MKkmzqORnzxpCwTTRkiBCxvCz8Tp8VqzVWLU2zuBfVIZqY0iY0DZZPeSFinUFzEiMuqJjnLjVNVkyrsImReNqLAsGf8mfa+wn9WbAu6tockyYraGXHJrKK9kaZTXiTKOATwYJvhqUK085syu1UL5t8dG/jLfxHI5TqyJrMPC0iXy+yhIzUEWGpoiZIDXwmZQwnbcksqzcbrJxNyogleuSdZq2g5YUGs4oyGJWn1YTbmVQFxUPDl5+ufhvBQjWP/rHxjBs1BKdUmTEvZKjTNlxCTXlni0nLIFHDn/Mddy7I9p8pcxBrLBlT93iaWDzO4qNeJB4tPX/mGBAt+dqo5mXYUaeN5CrYYv2HKR4yigcaVDMiglIxIw2cLSFk/cW0XmkTM10WWxOG3ekBu1pW0trSDhHfkQnP+ITFNesFDbcoGp60thVGjnYPHTqzaiGl+D0yzoq1Rgvu2istp2vShpDCgtYXjIxPY2/iHRiBJyPCiyNWiUxR1ofroTHZ/6EecvSwbb8lCvJ+TWTDsi0ESvBdmrYBW53gKyTkwrTcbv2sTT7mfQz1R2F6gi9UdR6zuYxW4UP9Ot6XJy5sTZdkK2OljBpnAQ9zXa6xRr3MknHPGB6I0uQvI8ZS2SKr1assOynGZBgquSUsq9cnBvoXly5Vt+59h+3YzFYn9KDjLXVC9zoyZty2TMcg2iIIxzxoMA5RE3RrkyJAhoxNyvjVqHatkG4dEMcS3qoedlqRETaRzrFqXUwZmiyf9ocudDqNaILlqyJNB8pxUJ2QA0XeKUZZEickZbmyjqu28ZS3EoZzukqeTcTDOqsom8gUVEEY8hDjB8jJld7BJnHF2D3qLBWYbLnp+Gr+7TbPMNyYeF2VFjgzwaRd2djB57SJglaH7qufJuU2DOplko+ockMbWCi8Oc8qLew3S6tWR1V+nC/6ag1DQ8/kqNoNIPmLxrcUyo842uU1msqydFzt7JDv40S2G39XvY1oO4YUnS420XiSlX2LX9151ysmusGP0+GUXSvJ1TTedlNe2GMX/xpLJ1rbamJMDERxgp2YYNliVU4cTfla0gyMPkxiKWUMdIjojgdPJldbtfbm5ov6KKt2eLn1Mvlf7FrAMKwt7cDsfWvsanmGrj1adF4ilZf4BleiBXYjk/nuROEgFR2ZtuTP8zB6XythddtQO107ygrVNnWKJFguJ3Y8+evs6CHLfkurOp4ayoahjvPnHXbVvQ30qhPCSlP3upeLPTr1R9h+NlR/5DC43HZ8JXSK++vXf+XspDKCarokNpYOHS8UMhNsRC5oqHYYHZ1ghVD7a3eZ6953tNMXXcZm1jph4/SPYkeGn7cuP/xjkJq22Bg1MoopfUFnmwmBLbyyKFB0EAIrhMACzF0vQx0dMG3fuQeGh4dgYGEOeJCIe+4d9jlWkgQszsNsuQq38Z3B7Xvg7gP4jnzY7WQJ5m/M4/fpA7BjaAh2eC8uzN+AxuAOGNrFvQr6j6WFW1CpVJHGJpZ3J+w7sBe/klxnx7IwWUZd+lWuRT5Lt25A6d2bGLlwEHbu2QfDQ+25YZO2GwoLN2ah/H10DItuF6SsdnupL89Xt40sLizAAPoaWZifh1rtJrazLjhb8M4GjqWFeZhfwJa6bTe2S+/r/KUFuDHf8LVdPc+F+TkoV9ED6+B22LNvGIawgc/NoOPJD98DwyIP/QU87ztfu+GxtAgLSwP4rfUC6pUa1G/fhsHBnbAP9V17SQ4QrV0uzV2Cwf0jgBN8uHj8Qe2J3Wkv2M3PzUK1zp0lD8Ke/Xc7eNuVulqpV7cN9b9W9v0Wp8FWNvrWFrq1gf4D5ObYr3It8rHpY2zSdoOob7zqVlDL89VtS/NXz8CeR5+G0WQeJmIfg0atDo2lBuBwDJbw9y/mvgd//DvPwTPn7oJc/SIc0pXo0i2YLb4Ljjt3rU9oqZK8sQS3blSgerPujC/u3LMf9g619wzjvGYhK7KYvpzY64RedHzf5cwAL+MxCOZ1/a0qDGL/fqAbn/qCOWWyEREgQ8ZG5BrRTAgQAoQAIbApELh68jA8+vxNmK6+CYeHNkWVqZKGCJBsGAJFydYnAreuwuHdj8KV6ATUL3+5raH31tWTsPvRK2jIuOw3ZKzPWhFVhAAhsIoImC90ryJRVBQhQAgQAoQAIbAZEbj+2ll4KTsPww/+LHzsb/9PNGJcQXf6GXiUjBibURx8dSbZ8MFBFxscgZnMOScMN1y5CP/56j+Dzz5yoGWX7vz11+Arj2KkpNE0HNR3Y2zwuhP5hAAh0B8EaEdGf3CkXAgBQoAQIAQIgeUhsHANDu98yB3cy5yiuBvj27gbg9YdJCSb8YRkYzNy/X1d51tvnIHdn3haq2MURjE00t+/64OwuPh9mHntRXgF7bgQHYPiHz4H93b5CkTLiE4JAUJgkyBAhoxNwmiqJiFACBAChMB6R2AeTh3cA88UBJ1RSBf+M3zmgV3iBv1uWgRINjYt69/HFb9x7VV44d8+Aee4waLliMBY6rcg/uQjbT87aXmFbhAChMCmQoAMGZuK3VRZQoAQIAQIgXWNADo4u/bmO9Ac/CD8dORe2EUbMdY1u1aVOJKNVYWbCls9BBxHle9+33Hyzkvd/sGfgP13o4Nk0n+rxwQqiRDYgAiQIWMDMo1IJgQIAUKAECAECAFCgBAgBAgBQoAQIAQ2KwI/tlkrTvUmBAgBQoAQIAQIAUKAECAECAFCgBAgBAiBjYcAGTI2Hs+IYkKAECAECAFCgBAgBAgBQoAQIAQIAUJg0yJAhoxNy3qqOCFACBAChAAhQAgQAoQAIUAIEAKEACGw8RAgQ8bG4xlRTAgQAoQAIUAIEAKEACFACBAChAAhQAhsWgTIkLFpWU8VJwQIAUKAECAECAFCgBAgBAgBQoAQIAQ2HgJkyNh4PCOKCQFCgBAgBAgBQoAQIAQIAUKAECAECIFNiwAZMjYt66nihAAhQAgQAoQAIUAIEAKEACFACBAChMDGQ4AMGRuPZ0QxIUAIEAKEACFACBAChAAhQAgQAoQAIbBpESBDxqZlPVWcECAECAFCgBAgBAgBQoAQIAQIAUKAENh4CJAhY+PxjCgmBAgBQoAQIAQIAUKAECAECAFCgBAgBDYtAmTI2LSsp4oTAoQAIUAIEAKEACFACBAChAAhQAgQAhsPATJkbDyeEcWEACFACBAChAAhQAgQAoQAIUAIEAKEwKZFgAwZm5b1VHFCgBAgBAgBQoAQIAQIAUKAECAECAFCYOMhQIaMjcczopgQIAQIAUKAECAECAFCgBAgBAgBQoAQ2LQIkCFj07KeKk4IEAKEACFACBAChAAhQAgQAoQAIUAIbDwEyJCx8XhGFBMChAAhQAgQAoQAIUAIEAKEACFACBACmxYBMmRsWtZTxQkBQoAQIAQIAUKAECAECAFCgBAgBAiBjYcAGTI2Hs+IYkKAECAECAFCgBAgBAgBQoAQIAQIAUJg0yJAhoxNy3qqOCFACBAChAAhQAgQAoQAIUAIEAKEACGw8RAgQ8bG4xlRTAgQAoQAIUAIEAKEACFACBAChAAhQAhsWgTIkLFpWU8VJwQIAUKAECAECAFCgBAgBAgBQoAQIAQ2HgJkyNh4PCOKCQFCgBAgBAgBQoAQIAQIAUKAECAECIFNi8D/B/EtRkkrSCEtAAAAAElFTkSuQmCC" alt="" width="645" height="437" /></p><p>&nbsp;</p><p><br />Los tres estados en que el ganador de la elecci&oacute;n de gobernador difiere del ganador de la contienda de senador son Jalisco, Puebla y Veracruz. El partido que figura en senador tres, ser&iacute;a la primera minor&iacute;a en esa elecci&oacute;n, por lo que podr&iacute;a pensarse que en aquellos casos en que se divide el ganador, la primera minor&iacute;a ser&iacute;a la del candidato con que se diferenci&oacute; el voto en la otra elecci&oacute;n. As&iacute; fue en Veracruz y Puebla, pero en Jalisco hay una variaci&oacute;n debido a los esquemas de alianzas local y federal: la primera minor&iacute;a en la contienda de senador, es el PAN y su alianza, que incluye al Movimiento Ciudadano, en tanto que a la segunda minor&iacute;a le corresponder&iacute;a un senador tambi&eacute;n, en este caso al PRI, porque el ganador es un independiente.</p><p>Cuando nos centramos en los porcentajes de intenciones de voto que cada uno de los tres grandes contendientes obtiene y no s&oacute;lo en el ganador, resulta que Morena logra en promedio en estas nueve entidades, 2.1% menos intenciones de voto en la elecci&oacute;n de gobernador que en la de senador; el PAN en cambio, mejora en una proporci&oacute;n semejante en las contiendas a las gubernaturas respecto a sus intenciones de voto al senado, pero el que tiene el diferencial m&aacute;s grande es el PRI, que en promedio lograr&iacute;a 4.7 por ciento m&aacute;s votos en las elecciones para gobernador que en las contiendas al senado. Si tomamos como medida de incertidumbre en el proceso a quienes no saben por qui&eacute;n votar&iacute;an o habiendo aceptado la encuesta, no responden, en los nueve estados hay 3.7% m&aacute;s incertidumbre en las contiendas al senado que en las de gobernador.</p><p>De los estados en que el ganador de las contiendas de senador y a las gubernaturas est&aacute;n divididos, el caso m&aacute;s interesante es sin duda Jalisco. All&iacute;, la intenci&oacute;n de voto por el candidato a gobernador de Movimiento Ciudadano, Enrique Alfaro, ronda 42 por ciento, aventajando a su m&aacute;s cercano rival, el PRI, en raz&oacute;n de dos a uno. En la contienda al senado, sin embargo, el Movimiento Ciudadano va en alianza con el PAN y el PRD pero se sit&uacute;a en segundo lugar, atr&aacute;s del independiente Pedro Kumamoto, cuyas intenciones de voto son de 28 por ciento. Vale la pena apuntar que si en esta entidad el PRI compitiera en la elecci&oacute;n a senadores con los mismos socios que en la presidencial, podr&iacute;a ser la primera y no la segunda minor&iacute;a. En las otras dos entidades con divisi&oacute;n de ganadores, los competidores punteros son los mismos as&iacute; como la pauta de la divisi&oacute;n de sus victorias: quien por ahora aventaja en la elecci&oacute;n de gobernador --el PAN--, ser&iacute;a la primera minor&iacute;a en la de senadores.&nbsp;</p><p>Sin duda, las cifras finales, los ganadores y pautas de diferenciaci&oacute;n del voto, ser&aacute;n al menos un poco distintas a &eacute;stas, pero la revisi&oacute;n documenta la divisi&oacute;n de votos, confirmando que en democracia no hay ganadores absolutos ni electores monocrom&aacute;ticos y que los niveles de diferenciaci&oacute;n son relativamente bajos, quiz&aacute; por efectos de la concurrencia.</p><p>De este repaso, surgen preguntas que podemos hacernos aunque por ahora no estemos en condiciones de responder: &iquest;cu&aacute;l es la dimensi&oacute;n real del cruce de votos? &iquest;cu&aacute;n grande respecto a la que ocurre entre las elecciones de gobernador y senadores es en otros pares de contiendas? &iquest;qui&eacute;nes dividen sus votos? &iquest;por qu&eacute; lo hacen, qu&eacute; buscan? Y particularizando a partir de nuestros limitados resultados: &iquest;por qu&eacute; en el caso de Morena hay una muy ligera merma en su desempe&ntilde;o en la contienda de gobernadores respecto a la de senadores? &iquest;por qu&eacute; en el PAN es al rev&eacute;s? &iquest;por qu&eacute; para el PRI el agregado de la divisi&oacute;n de voto es mayor que para el PAN y Morena? &iquest;qu&eacute; significa que el PRI tenga m&aacute;s alta intenci&oacute;n de voto en las contiendas de gobernador que en las de senadores? &iquest;por qu&eacute; hay m&aacute;s indecisos en las contiendas al senado que en las de gobernador?</p>es_MX
dc.formatimage/jpeges_MX
dc.language.isoeses_MX
dc.publisherUniversidad Nacional Autónoma de México. Instituto de Investigaciones Jurídicases_MX
dc.subjectEleccioneses_MX
dc.title¿Voto diferenciado en elecciones de gobernadores y senadores?es_MX
dc.typeWorking Paperes_MX


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