Cómo evaluar y aprovechar un bono de casino: guía práctica y realista para jugadores chilenos

Espera… esto no es la típica guía automática.
Tengo ganas de contarte lo que realmente importa: cómo leer letras chicas, calcular el valor real de un bono y evitar sorpresas al retirar.
Al principio parece mucho texto, pero en dos párrafos útiles te doy herramientas concretas para decidir rápido y con cabeza.

Primero, dos reglas prácticas que puedes usar ya: 1) convierte cualquier promesa de “hasta X” en una cifra efectiva aplicable a tu depósito —no al máximo—; 2) divide el requisito de apuesta (rollover) entre el tiempo disponible y tu tamaño de apuesta medio para saber si es alcanzable.
Si quieres un atajo para ver ofertas y condiciones en una sola página, más adelante te doy una referencia concreta y contextualizada.
Más abajo encontrarás checklist, errores comunes y ejemplos numéricos paso a paso para que no te tome por sorpresa.

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eNVi2hX4isMuqhvFvFy7GEwEcUUWtumyM79C8xsQZ9Dln2j9Ece5ud9/0RRgetgwQH8iFqR3AEZbcgBxLTkAtNB1Nsr10BNyoC7j5jtqANSvzmmqZNbpGpNo0+RhAA+pdAvUiqguZO2oVSjkhmUXlabg5cuwil1XmgiUSelqMxqahiihdYXR/UgiQaszmrDN1tGzml4N+WscVG9KaFTXjQ/Zg8+7tCvqzK5GpzXvKQ3hh+ynzMc7EVX1C7DsFdAGvgNtA2qmklSsWuy5gElrFp9Q3V1Ybq73JUB6FXJC4XLYAwNy7ABsAmACWwWxdUAWtyvZmexp6quoERUuhBXXkFXfkeRif0TBrko/qjxnoeRiv0XBdovqgjg2BHpXmXQKWrQK6H1CowBV95XC1uiwUUSZBNxsNyAK3NPRGdWbhpTqBnXuVaK47DXQDkw36TL6v8TD+9E+r+pvCXxcrX7yMu/m7gZppqOjDAABUHMB2FAmigA/hUIrAm47oBaAGguo5F7gRl25EYVgK7E7DfmKpgW+5Nwmn1AAKu+g36hPmAS2K1eoXctQMtD1K36k600AmjVTmxiUOLnLlFY4G1RM58bT8snW3/ADhD25j5gDTp5USl9SuiVqmdgFmVaPsRmlpFQCNcwHoNgI0HQrFgItaAro+hGB5OEX80xv7kP1Z47pXSh5GEa/I8wptKhfzPHV0iCNAVI9eRRV8GkORYdXyoyACF9WQgAIK5QZEuhW1SxADpsR7WNWHqBlVTs6GmvMvs6rVfwJQl01RtUvUCVt1K6mqqJXoot+v+0yBGGqle5KkB06m/vy6/rS/mjjNQRuCLza2p8SiehHXkeb+SQOBPzN1Vap6njUhgo2/NFyvRdwakEui80y0K05vsHFWyVIeRHE4nWKrZAMvW4oVkIoPjYhfoBLVsbmfeXZGN6KxqZXzWegRjbuVC5AKyFROxQI9C7jYg4kAio2yLS2pSUKgCpqBvoE7gbl/erqjPW5qX99Ge9AA+Y2TAB9SItggpVlVBSwQFVKHM5sf5NCvO3dr0OE5P8A+nX74Rx05JBoq1uT6EVS27khaa1Np+XS8X0AJKGj/W5Mj3b1GvUjsBWK2tYbjuwHzGmlgu6AApC1AMLSwCABDsWGl70oBaVvoG/gRutOQ1WgAcwu1x9QH+9jycTR4TB9IYvqjxlrpc8nFfo2FXNRfVAeOtKAJ7lIqaXRaELconU1Dr8yFhrXmREiWvIlK7Fbu62uQKaroXsSvXqad0EQt+hHYpVcmDX86k/vr6mYvvRcvM/qbwlPyqTt9pfU44tYujZBHbTcAAT0KKOtw9tQG/Uaija+ymu5UmAXYWqCdEBfgCLrUtQG+oS2ZfS5NuoDfoNg+1AqMBaq5k9CioAPQdCpO9mBPqEi+WLZC9a0YEQ2LR8n8CX/AGX8ALuToypPZOvYiTpVp/ACP6nPj/02drZnC10ObG1/LJvOoHD1sNtiU22HUDVu7M2qVaaABuWAl0WHfmBFdXLoh6Ed1qwGooxVFencAR6cykA8jCfo2Yf4JfU8a9jyMNbC4/rKS7XPH3AWAr0JqBYdalasqE6BO+wEelKClSxU2Vt+hEALy5jsS9aATXuWgWoQDQn0K7dieoDmT5IvQXAllUtYYm7Ui2poyOw0bdNQMtl7Gvva183Pn3IBHqLAAc8ubF7iNJ2hVvV0PHpRHLL/ADU7tD/nI49wIBoKAQXFiEUsgLCu+hQWpqb94kOqNTvvu+hEYoNiKwRRQtg9QBBuPUMg4l0KiF1NslS0G3IIAECoBC1WprzOn+wzuFb0AvmiT1Ko2tybkYGvPEuT9AonXZGSga88O8CfyKvJs3D3VTD1AVtpbRwv5Hlw4ZxSUm6N3XQ8Gh5sGMagSihTiW4ZuvFihcLaiV1YlKtczcUfmbicELbdW3UiipdQpPpWxFLQWovNu+RAlyAVNiqhFbkXcBQul2SvMICtjQluxdwG7KS5VUCcyqm3qPW5uCGq80TpCt/wQEhh81XWiRW3o0qbIRxKJqioloibAT6C9A9QAXQBBa6AWzPJxL/mmD5Ui+qPGWqPIxHm/JsKnolE18gPGVEVadCVKuoD4j5hf7odQoWFXewCtEquoQi3G5XZsmm4UZeRDWy5gZ13CfcOgXQg5sJ+lSf3jMVnFe/mdjWEX88kr+kjjjf2429fMwi+bclW+YIldhSr1uWvMgCNVe31FbVd2TuAqxNxaE9A7vkNygW3qQteRBHzFtNx8RXlqA7MJ00DfQBFvsDNdShQtX2Iit0AVetS1sZ3G+gFrXRsJuzqSt7FuUG4n/2lTi3IyW0ZEatGqKidTkxtfyqZ0dPkcOnxOfG/pU7pFf5BXAGFfQK9uQFdlUjK7wmXYC0Kt7GbUNQ0qBHZIdQybAXmErhjqBWR9ANgPIwyrhMe1tLh+cR4zuzycL+jY7rJX1PFAtBRobCgB0Vxu6WFhbWoFhicNdGuTLFDSHzK8PP+JgsMThielHZrmBOZLVsbjh8sPmhi80D+K7mbPRARXKq7AjugF63C+Y3FWA2sBqNgFCWq1QMAR9Daais7PZ/xMPUVp1AOzBrzuiVIadqlgjpF92F+gHlQ4ONSIn5l5okrcjxPsbxt9oTzHmNYEvdtRb3sfz0mkW4k362nL5Rt/AOL9mFIyQjWL5nyXwHmfT4E2D1CNeZsnme7qQVsFXzPckUVW7Il+wZEB3FrCyZQdn/AFfoQgiHfcrJvUo41XcpOwtuaZX5hEtU1+ABBB9yagVAJ9w+oUYHYMC6IIjvsVU5WCHpQiRRYKqtrcJVaVwuhqDd7kCLlWxENH/EledgKVfIid7FsA2A3AFpvQEqVdgA1A3AL5lIUDkggrDHMjf2INaa9CRR+Zp0SS0h2RuD9CxP+L9WcLsBXQpFcaqwC9CPXYM1GtKAZ3KCgTtqeRiE/yTCPdwxfU4FqeRiP0TB9o0B49LILQAC71HXYl6BfEAtOpVsQqswD582Ow3YWoUGxf99RbYCLToWjXZ6CHrogQc2D/S5H76+pxRaxdG/qcuD/AEuQl+2jhesXVv6gTRcyom5aPUoOjC9C9NyoCb7hhu4ILSnqTn0F6D6gGK1L0ImgDIXYbgBSwH4AHzDsmNWLgNGN9xWwArVg0RULt1AUsSlrlbQ2CJ8QW3InYKO6tY58c6Y+c+bX0R47vDfQ58b+lzbU0+iCOJpa0oKcuYTo1W5pK/2QMvQbXK6VuS3UCFWkTG1QqX1uVUevNja5b0TJuQCUrqX0uVAS5Ik9i1vzH1A8jDL+b43pK/E8U8vC0/JMf1lQr/pHi73VwFblsQoC3YhU09jL06gOZGuaLZuhQEEfl0SadnC9GamQw0hiltuXFz1TWqZhnLFbCyuTji+gHFVNB6WIuhagQOtK1KhTVagZ3Kq0I9eQqARKNovcAHzFBtsGA0QToxpuSgEpR0ew0NOrVdyfUCbBhi1wJzGwH0AWFBUpFSlw7rcdwgiEZbAoO4KtETuQLkp1LuKFHFuO7IimmShpaaEKq1sgDoQ5FDDvNhT/AHWVy4f77D/ksGuKoscilwbzof8AIZfJK/v1H+4wOMq6nJ5Jb/ur/wAhlUuW2l71Pl9loDhLtUscEcDpHC0QKjKtAwgL8jS+6zNdbFX3agXsZaKQgLQ12Mo0gA+odNwmqAWnQKvUmxVzQB6XFV6h2AAtSMoHNJ/Q8X3g+rOE5Zf6PiF+79TiAWehepGFdADUevoZVTUWq7AZRSJFVWBdzyMT+i4PtF+B455GK/RMF+7F9UB4+wXQVC06gAu4G3MB1NQ6marcq+8gqK70LvoTfoy+gQsWFVdFyJqagd+gEiu62J30KibEHNg/0uT+8cTvE11Zy4Rr8qk1/aRxN3dt2FH6DbkOgepUCkbpqNu4Cu4A60Cm4regCQDkW+2wIiCj6DoOwD8Q+4CAXXqBbQJ2AbBhiqpUAupak3KtQC5cxcVG5Q7kfMr1qSvyIFmrWOfGJ/lU3pRfJHA7nNjf0ubbf8AOA0npXQzTkHppUI1F03Iq7Fd6U0JzKp8irSLsR6WKtHSzIJuS+2xYteoo9aICVG65FQ3AaboD5ADycGv5rmCf95T/AOl/tPFtU8rC/omPp/el9TxW9baAChaEYFhSrR8mZWljULVbGQGxbdggwJpU5Y/0GR+/H+Bxbs5ZiawGGi5xxr5IDhoGWo2sBHUQ7igWjYB03RLMrsyARddC+lAKLWoBhDtqNwG1w6E3GoF2qRlqqVM90A9Baug6gKUvcnQtUWFOJ0hVX0CMoVOX3ctWjxECi5KFunqPLI/8YVf3GBwhnK4JVbT4X/iMnklu/wCUQrp5GDXGmqDfucvllL+7qv7jHklvSfC/8RoDjF0RsfEA/UPSoI6AcZfgS9C7mmRVAY3AUKO4AiXoaRFqHvyAu9AGwByQNRLyzHT9mLl/sMxQxQROGJUaMm4Y1FCoJl0vuxfs/wCwKx6BUNRpwujTTMgLVNLQi7F6hE3KBuRU6mrUdTJUBajcbh8gBVZBJPSJFS5tARi3oIly0BQ2qOqCKQc0q2DxL3rAvmzhpc5Zf6Hie8P4nFb4gCtCo7AQ1Fquxlli1W6oBL7FVyLqWwClzycTbDYS1fsP0uv4HjtVPJxV8LhFayiXzA8UNgAO458i76hgArxIOqRVr2AlGUvl6r4BJV+98UBnY1DqxTr8iw07gqU7EVS86sgVy4aixMpvTzI4n96KnN/U5sP+kS7X8y+pwxXiifNsIqDuTaoruALuSvItVbUKaEVaVK+4AO/oOY6aixEQu/Ui1uzVQqBK5agA68grME3A0S2w6AAOu4ADawo72G9h8QF2UipelmVPqA7aE+AdKF3Am3qc2OtjJ9L/AGvwRwvbuvqcuM/S5uyr/ADhuUiRQD2Jvobomlciht95FGUVbl8vVMKlKNr5hGaN6FSeg0sPoRR1RNrlpe6CALqNh3GwHk4O2GzD/A/ieJzseVhf0bHcvd/xPFdWgLzsLUIwmBYd3tRkZqC7d9mZ60qA1QQVOVAA1d9zmmJvAYdbKON/FI4TmmL+ZYZ84o/wA4ULAV+IEKtGQqVnVoCc0RmmuUSI4bVUSAz1YryA17AUjK1YPUCaV0L6EdgA1syFAE16DmWvQQqrSV2wIlWJQwpuJ6LmcjahUUMFG3aKJfRdCOOGCFwy7xNUii/BdDC6WAlOgstkBfYCWeyQd+Zd9g9QIlRaDsGV32AzvYumxV0JtYBvcjoX6kfIDjRVUi2uDTK7l7MgAruhoK8xuAWthQq+QWrAyy3oORaPoBEUKoCtwRQuHyTfu1tFvC/4COCKCLyxpV19DCOSCJOFQTG3Ds94f9gRjsLeXQscPldPmRaXIBURgqrYmpW7bBakFRBXcq2AF0J9SrUA1ZXCVHSlSvTQMCOqvsV61oTvoVvUDnkr+ZYn96C3qzg9DmlP+Z4ldYPqzhrcAwGxfncAbjtSnJGEbjdWuwGd+g2G9wgLt2PJxP6JhF0b+Z4q3PJxH6LhN/sxfgB4/MpEK+gDcLQdrCwDXoN+YFLAEmtQ6kKBQtx0HcBQbWQvsywwtuipzfJdQrlwzaxEp1pSJRN8kndnC92l1OSOKFLyQ/desW8X+wwESl7gPqERStw9LE6l2uVF9AxtYNkEswy1C5BRa9CvSpKBdQg+pehH1YqBdQR/AoVHr0KCWAtOYFV6ktoUVDsEw3cgF7olSqtLUAisVgW5oBv0OXGWxMT/AGqNdbHCzklzIF/JzU4oNmtYewHHsT4Go4fJE15lEtnzRlAXZDuKhAGS3K5XYMB3FgxWxQqCVdCogMjZXSmpNKsDycKqYXHNbS0/qjxqXPIwz/m2M6y19Tx/1Qi06GWNRQK1L+83RaGdiwaxaaEAfUAX6AQ8ib/+H4ejv540/keOc8bX5FJW6ijf0A4NtQ7joO4De5UtaIgVbvYARp87F3uQBvcKwYApBehNwLRi9A7kAbAl+ZqCFxRJLfnsAhhccSUKrF+BuKJQw+SW06/ei59F0JFFDCnBLbadPNFo307GAIyBgB8w/QOtSAVB66BfQPUAtCFIA+I16DcJgEBqgBxIoXRBGmQIdgBaDoPqFoBVqTd2KudBcBS422FthsAY2D0FAp1Fd0Nx0A5JcaScEdXA/iuqNORMo3DA44V+tCrNHElc/tSJsuGRDF54UkqUbpcskZtfxWF8zmmuTHNjigjcMLbah8rsjKUu38tT/EZFcdy73N+SCv56v+IwoZdPzyT/AHWBjYqrsSq2uiw6hQdy7f73JSxBdkBag6APmUlq6XAHNLX8zxD/AKUH1OKhyy7YbEcn5fqcIChUrURABd2ai1oZqWPZgBUW0Q7gEeTiWvyPB0286PGXSh5GI/Q8J/jAePQpCqlAHRgC3YC7BERaqoEp3FNR6ioDmioi9TUMPmbukldvkv4gWXA43RNKl23ZJFcUPlcEH3Oe8XcTY1ElDDDSCHTm+rMLsArsNgxQAVLYlihUasXawevMlQi3o3YjCvsaAzZ9jXVE3GwFHNLUE6hR9riwdhW9QgNrD0sFrUKfUIUpyDAaDVC3UEQaG4GltUFEVdwiPmVFqWtSVBFR6FbTvQPQlbVA3BH+rHeD5rsSOFQOzUSbtEtGiO5qCJQNqKHzQPVVo+66hGSdkajhULtF5oXo6GQqoKqJpvQulSht/AMnoX0IJfYIFv3Ai5DRNMrM+hR5OF/RsY+Utf5xwPWm2hz4RJ4bGr/k1/nHjp1VSBQPcuxN2BZavEuhhaG5Vor7mIQFioDqAOaZ+hyVelYvwOH0OaZ+hSFRffjf0A4H0A7ktcC3CrQmxYUBezRGKk6AHzAemw3AbEZtQwf3xpvX7LZfJB/fv+gMHGNEcnllVtOr/wD62Xyy7VnV6e7aAwpMxwqJS4vJ+01YsUSUPll3h3i3f+w/uQ4mQ5fnccPkSp5eXofwOdKpO6LZjMuowHbVgjQTUu4AnqAh3AblepFrpYrpsBNtAKiqAgK38CaIC9QTcr0A4SkRTTJuFsT6lAfEoCA1Bq0iUqWX94m7sA+heRAAVEAAD+g2G24QGjUX5qF7+Yxrubf5qF/0gM6jYhfQAEO+gWqCqqMqJsNHyAvfQbDu2AhSy5jSgeia1YCl1YVFgr2IOaFfzSfFyovmcLs2c0u+CxFNnB9TiYESLTlcNVCAelBFr2sAAXIvKpOlbFrYoJXueRibYPBr99/T+J470seRif0XB0/Zi/ADx0EKMtqVIHUO3Ib2HcBSwVFzHMVApHqDUuHzKrdIVq/4dQLLgcfmaaUK1b+ncscdUoaJQLRdebEUfmpCklCtF+JgB6hDuPqAJyG9SruBNEapaxF2HfUCiw3FUA2CCdrFAhda3AQGd7oquFXcJdQH0AfqPoAvsNBr0IvkQXkhsVaC1CqiVtAXYW0CIA1Yu9CKiVC9wthvoVDYLQbsbkCnMB6ktoqFDcuxKoIg3DHSqaTheq/FdSTIVDRwvzQPR0v2Zn1NQR+VveF6oKyWxYkoaNReZPemncgQavUfgAFPUJVbF9S37AZfyJ6mnehG78gPJwdsLjnT+5w/U8alGeThXTDY5c5S/wA5HjdNAAsSoAsHMlQKgLVHREb5EQGld03OWN/zGT0iiOE5pn6DJov14vogOAArqBCrexOhUqpgR69GLsBdwADuAF1uL6MnQFClbDYo+hBqD83H0ozFKam4aKXH1oY0YEtoL+oegAX5j4AaOoAy+pbFYGVqaiVyKlSxfeAy9Soj5qxagR9UiitBsARGVmW/iBxopEVGmTTQqIWG7AAr7B0A1LtFYw9TcqjiSe5l9Sgum4HqEQF8AKXC/wB7gXYhry8mn6lUEWyT9UBlG3+ZXdjyRJ6L4nK8PNUlVWlXqBwDVDcAKOj0oUB/IA9CO6D1sALvUOo2LqyB+qh+A2S6IgVQaggcSr5oIV/SbuaUtbTpD/xov4FTVlfo2I11h/E41Y5oYKYeZD72UnE1T7T2M+6Tv7/Dr/HZBxMtqnL7mHbEYd9on/AKS9psj/Lf8AriQdzlcl/32R/lsjkulfe4f/1gHGroI5FJb0mSf8se6a1mSf8ALb/AprBz4j9Fwuv3X9UYUpr+6yP8t/wN4mikYaHzKJwqKrh0IjgrpcvcykzSCjvoEK/EaAHclblqq3NS4YGnFMqoVy1b5AJcNV5onSBP/dIRxVaokktFyJFE4ndJJaLkiIAX6kReYAVQ0DpqBHrUq5hdwtALroHTYj7lXMCBctiu4WoClBoBotAL+BC1TZPWyAq0FBXW1KkrcAAVIKy/gVfMPTqPQiKgTqkGUN7lqR/QVqBe7YfzJpqXsA2voHzL1RE9bAGqDXoWxK2IIwWldABPgEmV0J6gGHpWgtTUK6CtS4vLWiTT+9C90WOFJJwNuB77rozIhicLtR1s1s0ENa0CrWhYoVRxQN+VbPVdzIVXaxHppQvIhQ3DpYbgg8nDL+bY18pS/wA48Y8rC/o+LVUnFBCruiVzicr/AJWTT95/wCOGgOX3SdvfSv8AKaClQ/36T6RgcLQehze7T0myf8silJ/3aV8X/ADhpWwRyuUv7/Jv1f8AAqkp/wB3kru2vwA4lqcz/QZL/pxfgPc3tNkP/H/2GvJXDwS3Ok1hjibfmaV6dCjx7UoGupyuS9psj/Lf8DMUmNQtpy46a+SOrS7EXXGWG1X0JqVcgJ9Q61KxQCF7E5j4APUAK+2oEYKQDcH5ub+7+Jxs8mTImRyY2ofvJUOBwRJtOF1QTU7GadTfkf8Asqh7uLX7P+UgrKBYoWt0+zqQCbC9CkAnobmUUdkY7m5lovgUZWjDLqiLuQRdgVqyIA3Gw1AHGFrUWKuWxpkLCSt9SrcBuPQC/oBqVTzoy9K6m5P33tY46gVgKoAC/UAoop1G9Bf0IFFyR/RjxkLkQxeV+d2psfzqmm/5GD95gsNRQyVAHtQ0ZtoaQE2FC+gT5ARaF7C2gIoWFfZbdofm+iCVbuqXMRRVabt05FEidaOiXRbD4JAtNgiJahqGuiKuhfqBPkX5gjfyIpdMLtchdqgNRQfEbUApyz/zGHdrp/VHFuck78zh10i+qA497jYACj42HwF9wDK3WnQnogAuETUtadgKGTcoB6CuzRNygAnTQdCKqYFdfUrMlQAuxCgE3W7A1sFd6aAOjJsWoAdx3YY12Ad9Ci+4QEoyoPUi9AD16Dao3HSwFoSlXYMvawB9SIvqEAXSlB6kL2IFtwtLaE6bFKBL0KhvQKgpcFVQFOVCfMuxK9UEUgfMPtQCptVoydh8ahAOtQwxqrEUYBHoEeRItJxX7i+pwHNJb9ziv3F9Tg7AUlPgVPmgFS49WGKWCHPclFUblKpR9gqtagUoQLkTadU7laoSgGo0mlHCm4d1yf8AAyWF+WK3quaK4bVhq180UZfqxcV6IK4QavREK3UlEgqfiA7PYLYCkegsUg8/D4xKRFWFpwKy5ngTIveRxRvWJ1NS/uTK/snHsqF1JMCOGpXXQEVEqWKNw67gPQjKR6XAjojln/nXqcbOSdX3jb6FHGLDUVsQItFzDD0RNgGwAA461H06i5TTIVEKna4CtWKENLkBqUqzOVjjOSX9/wCJxlFQC0BAHxAAXpqi60IVAFQ26e6h7v8AAxU21/JQ8qsDO1mERblQB61CYCAu4+gVQwFCpWbdUkFdXsvqWJ11ogI3VKyVNikQ7gC7EKgARC2CnqX5EBAasFoArgKWLSw52AE6nLNp7nDrkovqjiZyTPzUns/qBj10FURW7lVQKrVqV3uib6CvwAIWrYjKtKgBSjqLFXTQCOzG9AXbqARNi6gBbZClUCgRodg7a0YV9QFLhVLVBdAH1JqrD6BAKbFVaWG4AAmpU70Au1hRsg0uAsKjeuxfnUCMjKy3Amxa8wwtQFnWiFOQ32GwED0A5AE76FVak0sXbuFQq0F9LBhEYVQwgo9ww6V3ARdrhc9RvdVG2lAD1Iql0CpQKj0YD6jomAhDHciA5pCrh8VXaBP5nCznkNfk+LW7l/ijgT1IglYpN7lqgqb6C9CutLEXMIPUNNpioCm1WULUlbXAMltCt9hVFE2LDE4XVXrquZGLkQcNqw3h+gCqu3IO6qtPoBOhdqEsXcKneoVhYeoDna47AnwoBuXaCP8AdOOmzOSD7kzsYAmwKACHrYj5MbABsBfoBlnJPtFz0MG53369EVGXqZexVqREVf1UT4Ff1AE2C3DHPcDiNbGU+RTTKsq1IyoA0GBsBuVeZbUiUL0iSfJqwgbUTaWxn4AaigiSrSq5q5lFVU/strtY156/fhhi+T+JRigOT+Si+7FFC+UWnxJFBElVqsP7UN0QY7lJ1DApt/mIejZxnK6OTDzqwOOhUg9ajcBR+iCKqVABcyqFutO5NrDvsFWrbIy9h6hEKrkdCrUAx8guQQULttcy+RpMgPT5i5NgVFQoSyLbcKbldyIq6kEtqcs38xIptU4vmcsynuZHZ/gBxlpa7FUKqgDfcU2G1hqwFGIVSwo+YVPUA9KCwetwrgNwgVegEvqVa8iF7AG76FXchVoBNx3I/kW+oDXYq0IWEBRDsSvUJgUB9hzswJ0FVyD1KuQE3Kqcxo+pVTRATfkVdRuRAVhDQiuQHzC7B0rsE6FFJ6B1roAG4/3qEAL3DpQmnYJgNQuoqAG43AWlgD+ZdSO5V1ZBKDqGKrmVTfWpbeodtwER/MD6l2IrL+QWlSvUnYI5pFPc4i36q+pwLV0OeQ6SsR+4vqcFq2CiqUnYqoA1Yd1uh6ha6gQdUVD6FRANC6EEfcLQrJo3Qqj0CAsRBCtHbsCK4FaWq0fyIit07EvyKBNyvbmH8wIW1bEGgVuUqwTf3fxONaHJBXyTeyMehETUVuKildqBQczSgjar5Wlzdl8QlCvvRNvlD/EqM2ZqGXFEqwwtrnp8y+eFfcgS6u7Mt+Z3bfdkVVKiTo4pa/xizbR3WvUxSmgiiq6vZFRH0JqGRMitPYguKlDS4boHoxqyDi2NIlio0yP5lRCw7oBcPYPUXoAGlUEL6gAvmG9xoBbOwhbhdYW4e1iKlLF12A15k1SOGq5qzC92/uxtdIl+JkIDfu4qVSbXS6PLjwkaw6uvMvtOE8FWaas+Z/Rjx9ZLcUL87t0Kl34/nO2m5dyVTdrIJkVenMqsQVAuqILACorexkuwAu2gYADsKqtmOgUqFzIaVVqETcbBjcC0C0A3AholOpXYKnU5Zv5uT2ZxbnLOThgk1VPs6epBx1sN9A6FSYCovQU6haXAPWgTVLlryJcAQdi7hE5FRK0LoFOwXUr1Il8gL6DqAq3AAjFgBRuFQBuVU+JNArMCk2sWtyACozXuaQB2d9wvkHbULQCWKuoZKgUAIBsPQpAFLgbgCfNFqPQVXqBEUl6FVlXcKb2QV2XcgRNCk30LsBKFREXYANgyVsBW9xXuRlXQgm5ddSdBqVVVNCKlC1vyJW5Ecsj81iafsficJzSPuT4VrFBRLdupxUadGmn1sBHXnYB6E1VUBdy+pAqaFVQyVQWpEHqXYm4RVGyGnci6gHzqTYqWtNAq0uEEgiP5FruBGEG7gBf1GmruV6GfqFT0Lo77AL0YR50nAxxyHE41C4laG9WeL7mOrhcKVHR1dj+hJzFOQqy/tQLU/mRxe8jcUd23UVmb9a8kK+9MUTW0H8Seen3ZcMPV3ZmqAaInFE6xRNmUiu29QtdOoDQPcAKnqVvcg+QRGQr0C0ABXLsAGhCslL6EVgIi6FNshYdwWF0q3oBHYlDTapoKpkESuO+iNwXiRn6ATXSw9Q9P4jcACdi3AvohvZAlWBrY3F+aSe7Zxpm4vzUHdgcZVoOgVKgXUbWBagGO6RCq1wD3C0AXqAFbinUj5gVD41Fdy1AUtdC3qFa4ruAobgS1ir5VstyQrVt2+oiirfTYDbjTVpUC+I94t5Mr4P8AicaCA5fO7qGXKXoye8a1hlPo4f8AaYFbgbcyNqzUK5QJIxTdjsEApyKtamSp9yKr+QQvUaICMdw+gaoUXUIbhEQCYCswqgm4Aqrcl66iwAaFsydyqj2ADsAgFLMuqsPoNQFzN6Fr8Cb30AaK5pc7EWnQLQBQtaECAOoDC5AF1A+I+gF6aADUCOjKulBXoEAfoGH/ALRXcAA+hOaAq1Da0TIWoE7lVdA2QC0GvoTcoEfQFf0JyAVKShdAJT4FVdCNV1KtgJbWhdSeqAB32NwzY4VSqiXKJJox2CYG/ew7yZT30a/EqmQUvh5T9Yv4nG+wVwOVRwL+4Sl0u/xI5svRSJS6qq/E49wDFiSp5oF9nR11RCwtwuq+AaWsGnLdAZFR1DAdhtYNkAr3FbVINALV1F+ZK9y1AjQ3KvWpNADs+hH8iv5EYBAeo0A1AvszNKeWv+/xMm4PuTP3fxRgAwEviRVpcKILvYPXoXTmEQILXoKhUfMBXd9DUSo9AjF99AjVuVRbWjAj+6Ru5W7LUj0AbAMjCsBV2IVFZa+oW9SbC1SisAEGoPvE3oWX98j1YELuqjmFUCMepRYBZsnUrIBbao3EqyZdNaswbi/NQParoBnQID0AfQcgvkLbAVJ0FOgKBL9hcsVQq0AEK9RsBN+ZVvQAAipWq3RIQrrSFbhtPay2AsTb1pTkQBWAlyqm4WvQqsAJ2ReyDADsC1TsBEivXQVBFKboNOrLZoi5hEe5foNx6VKD0QfzG+gWtCBuVepGxpqUXexPki1C+JFQLeiLUW5VAbjQMbK4D6BaWY6k3sBejJt0KtB2AlPgOhaioEtQqoPQq6ICPkFahRUCRaj5Bi3xAalMu5pN9QDJvsW/QaAQLkx2AFqH8irpQlq3uBHoNi25D0AlB3FbFAgV0KjYAvgWxNzS0AUbI+fIuoXqA+JHUu5NaARWoXsNgQOu4fUMFEegug9R8QFOSHUeordgHa4HYnIAFFR1KQDTX2fMlVb80ZfQJuFtwuldepp0pXb6AZaG9ifUqugIwGNdKAOg2sABSOr0AADbUD0AgFU9AuQG4PuzP3fxMG4fuzOTh/EwFH1AIEHfUAMCDaiLW9h3CotTUyqmaE3sWZaMIyk6C1e4FQIB6jYAuVA9QhsBxbml0+ZEVVKg9GW1yFVSifVldUBuQal/eVCFgdI+hN33KGw9AKkB8tA3yDIwKLbCr31GwFRyOGshW/WONNeZV0qq9T+5FMkqT5vs+Ty6FkS1/D7B/MidtSqnIipvY0TctgBfQiaehV9QJZugSG4haAKlKlt0IqACqpUuehlKrRrsAd9qIELsBC7aC1S/iAIium5AD6ha3AAPuUCoAAIKvYK5KrsNyB1G1UykW6pYoGttTK+RahB02C3DqN9AoUl9SruQK3uSxaXGoC40J9BWwF7kDsLgX5i2xK17IqprQCF2A0ABV5keupUA7K4sPqLeoCldRYvMARKti9ybgQPWpSFQE7AvwIlXQC0YQvQAKug1sQWoAtQIKwAajQhUARXoOQr/AAAFu0R2fULUBoTVCtGEBSLTcO7oX0Aj11CrQMANwrhCvMAPqKjsgDrQiWxb+gQEo+o2qXexFoA7BW10BQMtURU0KpFtRWAy+4WvIrpUdwJ6jXRF3vsAIKMpAD1YGhNwA6hsjaoByS03DNSTdFtsYV1Y/v4afhXhZXkcMCUKUVbOtLtn8TEOB4iYpf5vzW6lsSXXFemoryDGxFNwB6gOyBVrTYgEWqLM++Rao1H99rkBkiKyegD5gW6IdgAA1A410NJE3C0NIdgiqjY6gR/UugYfICw/eJerNQKsXUjTTuEQVsC2Co9KlXzFwQKPuHSnIai26AdTSUPldiU+BV9x26gZKrj5F6AR30F9tQOoFvuVWJtcm4Fp1HUFVAM/iaWjfIQpPeiK6NU25AR15bDTYPUfwAXKiW7juBap7FJXqNQFqaCqHMcgA26ij3YVdgCKToUAl1L+JNdQBWPoTo9i6kEat3HT1KPmVUFHsHqql0VSBQUHMdygFV9ifQqVEQWpO410LQCdwX6CqegEo9WHrQr0I3vS4BClx6AC7ig+YAWWo6EYAvKwFqhAXQWIGAepUQdgIVcxbsAK6ku1YOtQgLcbE2Kn3Am4VuoKBA+aLvcagZKgE+QD6l5om1AlYA+gAVKgH2CtqH1C+QDS5a2uGS3IC1sR6aAX3AVAIgKNKVBK3AtbVJ1oK2C1sBWPxHcLkBGBqAI9C+aipQj1DVQL86hCF0d1VcitWqqtAQbDuiIBauo1DfYdgJb4ha0DpyC3sApy0I3bsV0qNmBb+Rsya/VdNzIBBajYAOo2C7BddAH0Bd/wJ1AhqZ94zuajT875gYaG5bhVTAm2haXC66jqAAD7gcW+hVpuTcqsaRpUrUipyEOpKvcgpbIyaRRuTHDC4vNDXkYidYm6U7nNho1D5k1WpidEo5joqBHHQpLcihRhB6i5Ap1AqXWwERpfcZk0vu7FE2sVqpNy10oT6AA5gHbUnoVMJN6f9gA0rXi+G5NNGm+fIa3ArdaWQ30RlfMpQCtroFRjbQgVVEXYnUquhSjLoyMV5gUm2hX1IAKu9iLUoE0ADAepak6hMC3C6bkRewDcLQABoKgvoA1KkTrQbhVXYjG5UwMlD+I+hEV23BmpQo9AtQ3z2CdwLR3DXIKxK01YAuwCsBCrQACjsQVsA10FexKsPqAZUT0KncBsFS9NRUVANNoOt0UiAjK+yBdgJvYpBYB3LVEtagqA5hE+oArQXQX9ArgL0A+QQFD9aDuOoGeqKnYPXoNQD6kL3aAADfQdgDGtgKoA+dNCAPSoBlfQg2AMPYj6FQEaHqV81qQB6hOlGtQ/mNgLStk7kD00oWqervzAlOQWlQ06OisEAY2D06DsBGLOwuNwLX7NVrUz3NVVGZ+YF2JTkVETAULS1yV5FWgEfYn0K2TkBV96qNTXWY6fEytqIR/eYGQy19QrAShdiF+gBB2XQEejoBxLqaRlFRpGoSPkWHVDbQglfQvK4YCNS/vPaxl6mpdHHToTuVUHdAq1Ahe4dOY2IGwHQqAjsaSbgd0RlSdAICh6fiUQq10FS2WxAStfTluSLsG69xb1KIi6jmUglyk3KA+pdwLATa5VSiJvoaSAgSKPQCUZKXNLUARai/MdBsALfUJcy0AjS6kNPQjAiu9Ch0TYXMAx2K76BagSlwhYoDcX5lQpe1gMlQYQCg2sLFadCKzeoaqrF3sXcCNCnxDKtAFCX3oy1roACQAXMCdR8SgCXHzLvQLWwEaG31L3AQI1Zha6CoVRtbcPoQIfULUMAXR9BWxKhMKqLsZL6gB2FqjqgFA1a4uV6XAn00AfUV3AhSFQCoJsjW1gI6AMegBDZlvzI+moEpQtwGwJ8wFSlCvqBFQrJsHqAFxYm4ANPmVdiAX5E0+odAr6AAqEsncqoACr2GuoAN0p+AcLpVOqAVdnRgQGnR9zOgERWKAB+qZRrREoA7gOpQJfYj7lFgIi01VUABFqWOzG5Y7ROuwGKILmAgDqL1GzY6gUNWtqHqVbrZgcO5VqQqRpGoE1ES9xCr00G4C6RKbldedhSmugRqD7+iD7Fl/eTRl0dQJatHoVIMdQowiFViByLtqSthYBsWFOm5K10AGqOmjQcLdiF6lFvuSl+w2ARR03I9ihUWooUf72AfiWmgbLsQZKvmBom20ktW3QCrmWKkC80dIYecToe6/CjwEzfiqVIzPiSOdk2Sx1igg8tMXPVqOGGJNS4Xe8SbdLQ0aZ2X4Q8M+EeElLiyfJMKsVBf8ALJ8PvsQ3SjfvIqtV5Q0XQzaOieWcN55m0n32VZLm2NlbR4bATZsL7OGGh5c3gfiqVA45vC3EMuFKrijyqekvXyn0TFSdh8zJkPuZsUqa1BNhdHBH9mJPk09BFVWdj6P55kOUZ9I9xneV4HMZK0hxUiGal28ydPQ9E+Ivs25diZE3F8BT3l+KrX+x+KmOPDx6VUMTrHA9XfzKtvsq6s5K6qMJXuefneU5hkWbYjLM5wc7BZhhovLNkTVSJdU9IoXqok2mrpngrmjSKlU/RcJ8FcR8XTJsHDmUYrMFJdJkcvywS4IrPyuZG1DW6dK1ofnXH7uFzNXCm1yqlX8D6J8BcNYPhLhHK8ky6FKRhJKhijSo5sbvHMfWKJt+pmjoxxX4dcW8J4P8r4g4fxmEwi+9PhigxEuC6X2opbagq2tT8k7wp2o1X0PpfPky8RImSMRLhmSZkLgjgjVYYoXZpp6o+efiNksjh3jrPsowkPkwmDxs2VJhq35ZdfNBDVtt0hiSq260Euj83apSVLuaEKPoN9LgTfQrrYtGSmoBV6FruQMCGtjJpAQfMFAj1BXR02IQNXY1t0J9CgQLkHqACsEAgKu4M79S9goNwra7B69QJ8w+gWpVS9WlCrtt0SCCXIsSUKrE4YV/SdD3X4UeAubcVSZOZ8SzJ+S5NHVy5agSxc9bNQxJqXC3esSbdNKNM7K8I+GvCHCcMt5LkeDgxMDqsXOg99iKtXfvI6xKtNE0uiJaOieV8OZ3m0tzMqyXNsdL/bwuBmzV8YYaHkzuDOKJEDjxHC3EcmWruOZlc5Qru6H0UHqTsPmbElLmuXHEoZkLo4IvsxJ8mncjTWqPpDnmQ5Rn+H/J87yvA5jJ2gxUiGal1XmVn1R6I8RPZsy/EyJmK4DxMWX4lUf5Bi5sUzDxqiTUMbrHA9XdxJui+yrlnKK6qg87OcpzHI81xWW5xhJuDx+Fj8k6RNVIoXs+TTs002mmmm0eEUKMlNy6jYIfgOwAVHTYorULoEPiOqG422CjXIOtLWL12JYAlQF0vuAIxQrIEAeRgcFiswxCkYHC4jEz/K41LkSYpsXlWrpCm6XVzzv+DWeX/wC4+aNrZYGdb/oAfyUH1ObF4adg57kYqROkT0k4pc2VFLiSaqm1Ek7pnDbYCpVZ+g4S4M4i4txE2Tw7lGJzCKUv5SKX5YJcD2UUyNqBNrateh+eijUuCKZRPyqqT3ex9DvDjhrB8J8FZRk+XqH3ciRC5kxJr30yJVjmO7dYom3ray0SJarpFxX4ZcY8KYN4zPcgxMjBq8WIkxwYiXLtrG5bfkXVqh+OapCm6XSep9L50EEyXHBMhhjlxKkUMSqmnqmj57+J2SYfhzj7iDKMDA5eDwuNjhkS22/dy4ko4YU3ei81L8hLqPyzDVQq1C3qVQqt6gMCVpzFHuWgAgKyAKD6Co1AnawZX8kQCI0r92ZK7AKNal8sT6GeZQGm5OhXR+hLUsA17il67hdgAYXca7h0Agdwhr6gHV6GplPMRa0EWugGewaLv0C0AbkLF0G4Am9UK9ajcDjRb1tYgVSo0tbjVMDVbABtYdx8yjUH3zKNQU8y/gZ7hBjmK3L6BTTceoDIC5i2gCAdyqjG7BQRRXkUCa3YVgAgtVRlC7ItnYKiCD+gsA3NK6sTcqINJVdDsl7OXg7JxuHw3FvFuEhmYeNQzcswU1VhjVmp8a3T/VT2vuj1N4LcG/8ADjj/AAGWT4fNl0r+eY7asiBqsOqf24nDBa6UTex34hhUMKUKSSVEkqJdDPKi1P52eZ1luQ4CPHZzjsNgcHC1C52ImKCGr0VXufxvErjPA8CcJYvOswSmOD+Tw+HUahixE518sCfWjbdHRKJ0dDovxnxdnPGWcR5lxBjI8TPbblS02pWHT1hlQ6Qqyvq6Jtt1ZmTVdpM49pHg7BYiOVgsHneYpfdnSsKpUuLt7yKGL/on8/De05w1FElicjzyTA396FSY6dae8T+B1MbqSprrEd/+CfEvhTjOJSsjzaTHjGqvCTk5M9WTbUEdHEknrDVdT9oz5oSZscmdKnSY45U6VEpkuZLicMUESuooWrpqiujt37OXivO4swsXD/Ek+GPO8NLccjEN0ixcqGlXEtPPDVV/aTqrqIlmK/ceLXhzlniFw/HhsRBLkZtJhcWCx3l+3Kj2hb1cD3h9VdJnRXOMsxmTZpisuzSRFh8dhZjkzpUV/LGtaPRp6pqqaaeh9JHRrU6ye1zwfJlR5fxbgpLhmTYlgsd5ILROlZcyJpa2cFW7/YVqXcaV1qihUULhivC7M7f+DnjhkOY8NYDLuLczk5bnmFgUiObiawScQoVSGZ7x/YTapVNq9aKlDp+4jysPgsVOlQzZEjERQRV8scMiY06Np0ahad00as1HeTjLxg4O4ayqbiYc4weZ4vyv3ODwE6GdMmRbV8tVAv6UVF60T6PZ3meKzrOMbmeYxqPG42fHiJzhr5fPE6tLWy0S5JEWXY2JqCHDYlxN/dhw02rfbyHiK6XUSYM0BzYfDzsTHFDIlTZsUMPniUuXFG1DVKrUKbSq0qnJ+QYrT8lxNf8A9vM/1QPFC6HJOkzJM5yp0uZKmpJuCZA4HR3To73Vz+hkuQZxnnvf7D5VmGYKS6THgsJMxCgeybghaT6MD+YtCs/S4zgPi3B4KdjMVwrn8nDSYHMmzJmCihUEKTbifJJJu5+ZTTSa0aTRQuR2Ky0Sp5moa6V1fZAYLRn6fA8A8W46X58Jwtn82DVRLL5kMMXVOKlTlneHXGklNxcI8ROn7OAii+lSaPyYObF4edg8VMw2LkzMNipUXlmSJ8LlzYHycEV6+hxPoApbUdwibAVaBhVbVDzcoyrMM5xUWFynA4rH4lQuNycJJjnxpc2oE2l3BrwqcxTkfsYfDPjdweb/AIJZ7p/4rR/Ctfkfys54T4jyTDxYjOOH83wGGhd52JwccEtV0rHTyr4gfw6WIa1Sao1zRAFC0roSpbASlqj6l1C1AsMPNpdW6JdTst7OXg/Jm4bBcYcVYdTFMUM7LMDMVktYZ8xbt6wrRJp3dKeqvA7gtcb8fYPB4qDz5VhV+WY5XpFLha8st2/XiaTVn5VHTQ73qyJaI3e5/Nz/AD7KuHcveOz3McJl+E83lU3EzVAooqN+VV1ionZVdmfxPE/jfBcAcJz85xsuKfM8yk4bDQxeVz50VfLDXZWbbvRJ2bon0Y4u4qzji/OpuacQ4yPE4qJvyQValYeF/qSodIYVRaXerbdW8yartNm3tJcH4WdHLwGCzrMVD/dJWHhlQPt7yKGL/ongYb2m+HYo/wCc5DncmD9qH3MbXp50dTW/MTY11iPoDwT4j8LcaNy8hzeTOxSTcWFmJyp6SSbfu4qRNKq+0k11P2DsfNORPmSJ8qfh5syTiJMamSpsqJwRy41dRQxK6aaTqjuN7PPipO43y+dk+exQvPsDKUz30KSWKk18vnotIk2lFZL7ULWrSlmK/SeMHhnl3iFkkSagw2eYeB/kWNpeF6+SP9qW3qr01XXozmeAxWV5hisBmEhyMbhZsUifKbTcEyF0ihqnR902uR9JqrmdXPa64Sl4bMMv4twWHiUOK/meYRw08vvIUvcxta1cKihb0pDArbyUdcuhS70PNlZXjZsiCdLwmLilRw+aGOHDTWmmqpp+WlKG0eD3RNzzYsuxcMuZH+TYryy4XHG/yabSGFKrbflskk3c8NRQuX51FD5P2q2AlAfqct8P+MMykwzsDwxnU6TEvNDM/I4oIYk9GnHSqpyqfyc9yDN8gnypOe5Vj8tmTU3LhxchynGlSrhrZ0qtOYH83cB6VFqNuiS1bskFShbpn9vKuFOIs3w8M/KcgzjHSYrqZhsDNjgfaJQ+X5n9KHw442ihcS4Qz+ivfBxJ/Aaj8lZjY87NcozLKJnu81yzH4GNvypYvDRyHV3S+2lfojwdUnzAhQeTh8Dip8HvJOGxEyCrXmgkxxqq1VVC1W4Hu72Ql/3wM1e6yp/OfB/A7cvTV/E6l+yXhsThfEPMViMNiZcEzKY0opkiOBVU+W6ViSvR/I7aP7pnkOkPtLOvjFndb0lYT+pR6sPbPtI4WfH4uZ3Ngkz3BFBhVDGpEbhdJMKdGoWrdz1jBl2MmNKVhcVG3ZKHDTW3/wBE1PB4qSdVFeFpp9mdv/BTxryPMuGcvyrivMsPlue4WBYdx4huXKxMMKShmKY/sqJqlYW06p0VDqHHC5ccUEacMULcMULVGmrNNbUOeRhZ06V7yXLmuCKqqpMyJOjad1C07pks0d5+MfF3g3hrLp06PO8FjsXDC/d4TBToZ82OKlUmoK+VOn3oqLqdHc9zbGZ9nOOzbM41HjsbOinznDXyqKJ/dhX7KVElXRCDAYiNKVJwuJib0gl4aa79vKeC9FTT4MSYMNDsUsuGKbNly5accyZEoIIIU3FG26JJK7deRRnbQrVD9Pl/APF2YQxRYThfPJsEL8riWCjhSe6+2ldHkR+GvGsEETfCOfWrpg2/o6gfkKVI7M8jG4afgsU8NjcPOw2Jh1kz5blRq7TrDFR6pnj19QIFfUblCo7Ao12AhPoVdULK4Eeg+pfQnyCI66gFQU9ACO3OoF6u5HuV9xtQCBacyq+hK1VwI+o+pWrkqgFqmovvMi16li1AyuhSbjYCMuwrsABANgMajewH0KiqxetDKa2KrqwD4AWL6FFgpVIjLA0okyOwBfUBDkA/AbDvcVADYK5SCboqCC0AvqPQbkAtHUu5LlRQ63KyWCYAr0tcWqSvQgfNmkyWoblUcyFPdpAdsvY/yBYPhPOM7mQfy2YYv8nlxVr/ACUlUtyrHFH8EdgHoet/Z2wsOE8GuF4YdZkiOfE+bjmxxP8Azj2NMdIfU530dMvah4pjzzxIn5XDGosFkkCw8pLRTY0opsVaausENK/3Parr6bPPz3Mv7L53mWZOrix2LnYluLV+eOKJV63R4HqdPgagquz9BgeC+J8dg5WKwfDudz8NOhUcubJyyfMgjhejhihgo0+aZB+eP6nDWeY/hvPcHm+UToZOOwkbjlRxSoZkKrC4XWGKzqomtulz+i+BOLE6PhfiNf8A8RiP9Uq4G4qS/wDBfiNd8on/AOqB+1h8f+PqXzLBf+7Zf+sfxuLPFzizirJMTlOc4rBzsHP8ri8uCglxwuGKGNOGJOqdYVzP4b4J4oSvwxxEv/4mfb/onHHwbxJBC4ouHc+SScTrlc9JJXr90fg/PUv6neL2Zb+CPDv72K/0qcdHoWnRp1rRo7wezJ/aS4e6R4tf/wDVNJR7Jx8cUGDnRQtqJQRNOu9D5pYe2Hkr+ivmfSzMf0HEf4OL/NPmnJ/R5X7iHErsH7HNuMM/VWv+58v+uZ2xiVrOKvdnU32O2v8Ahrni55bA/wDr2dtCVXW7G+G78SfHbizGZxPnw5Dlk7CSIoIHEniIlh4XFJhjT+yk4qxUvSK1G6rsNluAweV4GTgstwsjCYSUvLLkyJagggXJQqyvyOSGXJw0E2OGGXKhbcyZEkoU3vE36XZ6g4l9ojgvKMbNwuX/AJfnUyW3C5uClwqR5k6Ne8jihUS6wqJdR6P2/i7EoPCzi92//CcV/VRHz9pRLpDD9Edl+MvaE4d4i4Kz7J/7DZ1h8Vj8DOw0qJKTMlqKOBwwuJqZWlWq0T7HX7hbJMZxNn+W5NliheMx86GTA3eGBU+1G+kMKiifYs/Er9H4W+GedeImZTJOXuDCZdh2liswmw+aGU3+pDDVeeOl6VSS1pVV7f8AAXhbwnwRBLjyjLYJuYQXeY4tKbiW6NNqNr7FU6UgUK6H9/hDh3L+E+HcFkuUS3BhcNAofNFTzzYv1pkbSvFE6tuhy8SZ9lvDWS4nNc7xcGEwGHScyZHXd0SSV222qJJtktV/UbQTOqnFPtM5rPxbXC2T4PC4JOijzJRTJ0elG4YIlDDvbzRfgfyst9pPi7DYiF4zAZNjZTf2ofdRyGlyhiUcXzhYyo7VcScPZRxNl0WAz/LcLmGFdaQYiWovK2qeaF6wxUb+0mn1OrfjN4CzeGMFic84SjnYvJ5KimYjBzW4p2FgrVxQOlY4Eq1T+1ClWsV2vfXhX4pZJ4iYaZBgVMwWbYeBR4nL57+3AnbzQxaRwVt5l0qlVHsEng+ZlLC2rapzPb3tHeHkrgviqDH5RJhlZHmrimSpcuFqHDzlTzy1soXVRQq36ySpCes+GcsWd8QZTlUTa/shjZGDcS1hUyNQtr0bNj3Z4E+CGH4mwEniPi+XO/sTN+1g8BVy3iYb/wApMa+0oHrCk03RN2d+0+V5fg8pwMrBZZhMPg8HKTUuRh5alwQqtXSFKiu2eRJlS5EmCTIghlyZcKggggVIYUrJJbJLY9Xe0B4i4vgHhvCLKIZTzfMZsUuTMmw+aGTBCk44/L+s1WFJO32qutKPHo9qpvky1adz5/4/xL4zzHFOfiuLM7cbdaSsU8PCu0MvypfA9leD3jhn2E4ly/K+LMfHmeT4yZDhvfzoYffYaOK0MTihS80LiaT811WqdqO4Pb/if4KcN8Y4SdiMuwsjJs9vFBjMNLUEE2JttqdAlSNNu8VPNpeln00z3J8fkGcYzKs3w8WGzDCTPdzpTdaOzTT3haaae6Z9GsbjMLgZDnY3EyMNJWsydMUEK9WdXvann8KZ1KyrOskz7J8Zm0iN4HEScLi4J0yOTFWKFtQxO0MSe39010EV122AhpTQqdDSFvUQu66kbRqVabBXTzIDtt7IeQLA8E5pncyW4Z2a41wQRea0ciQvJA0tn53OR76idEfgfATBwYDwd4UkwKiiwUM995kTjfziZ+6xEfkkxRN0pepiq6Ve0txXFxF4lYrBypsMzL8mX5Fh/I217xpRTomv2vNSB0/vaPUxz47GTMxxU7HT3WdipkeImPnFHE4n82zgNxAWKf38LwZxLi8LKxOF4czubh50CmS5sGW4iOCOGJVhihiUDTTTqmmB/AP6vC2fZhwvn+EznJp0MjMML51LmRS4ZiSjgcMScLs6ps/of8BOLV//AIzn77ZTif8AUKuBeLP/ACX4h/8AdGI/1AP2MPj7x+l/+K4P/wB2y/4n8Xi7xY4s4tyWblWeY3C4jBTIoInDDgZcESihiUScMSdU7Uts2fx4uCOJ4V9rh3PIe+VYm3/QOGbwjxDJw82fNyHO4ZUqBzJkcWWT4YYYUqtt+WiSSbqB/AgX8pD1Z3/8Gm/+KjhCrb/7lYbf/k0dAoae8h01/A79+C783hPwi/8AzXh18IEvwJR53ibilg/DnijENtKXleJiV3WvuoqfOh608APCDKsgyHKeIs+y5TuJ50qGcnPbawkLS8kMMDooY1CoatptReZJ0PdmJkScVh5kjEypc6TMh8scuZCooYk9U07NH8fi7izI+EcseP4izGRgcPWkPnbcUx/swQL7UTvokzOq/uPSh1R9sBJ8V8PUV1gZ39ZCftcb7S/DUufFBhMozvEyoYmveuCVLUV9VDFHWndI9LeOXH+X+IGbZbjstwmMwyw2GjkRwYpQeZuKOGJNeWKK1nqXjP1K/E8K8PZjxPnmDyfJpPvsdioqQQxOkMMKvFHG9oUrt36VdjuF4a+CPDXCOHkYnMMPKzrO4aRxYvFS1FBKiqmlKluqho0qROsWt0rL+B7KXCMGWcI4jiXEyaY7N43DJiiX2ocLA6QpVulFEoonTVeR7I95TZkEqXFMmxwwS4E4ooonRQpK7b5IWrG6k83U6n+IPtGZ3i8yxEngn8mwGUQPySMXOw/vZ8+jdZiUX2YIXVUUULdqulaL8ZL8b/EKCZ7xcSTYnWrUzCYZwu+6UpW7NDKO72Lw0jGYaZh8ZJlYjDzIXDHLmwqOGJPZp2aOv/i77P8AgMVg8Tm3AchYPHwJzI8rhf8AI4i7b92n+bjvRJfYslSG7P7/AIH+MsPG2K/sJxBIw+Dz7yRTJMUmKknFwqrahhbbhjSu4W3VJxK1UvdDRPB8zaVh0d9mqO2qfU7peyxF/wB6eVDVtQ4/Ewq//Kf7T0X7TvC8rh7xIm43Bwww4bOJTxzgVF5Zyi8s2i/pPyxVe8UXI/n8B+M/EfBHD6ybJsFk8zDKfMn+fFS5scbijirT7MUKojXviO8if+9Ss9C+Ani3xFx/xbjcszvD5VKw0jAPFQvByZkEXn97DAk3FMitRvbke+djNVl15v4k3V3rzZ1v8XfG/ibg7xCzPJMuwmTzsHh4ZUUtz5E1x/blKO7hmpO7eiVqH45e0pxnVNYDhz1wuI/+uXKPVfF8bmcTZxE7t4/Ev/r4zuT7M9vBXIOXnxf+lTjpNmGMjx2PxOLmqBTZ86OdGoE1CnHE4mkm26VbpVndn2Zb+CfD/wC/i/8ASppaj2Vio3DImOF0ahdHXc+Z8i+Fk/uL6s+l+KVZEz91nzQw36JJpr5fxYg/v8FcMZjxfxJg8lyeV58ViHeOJPySoF96ZG9oUvi2krtHdjw08KuG+AcNLmYHDrF5x5aTcyxMKimxN1qodpcN3aGlqVbdz1n7HuRypWR5/n0UKeIxOKhwMDa+7LlwQxOj5OKZf9xHYhtK7dEt+SJVVtLWhnzwrkdMePvHjifiHM8SuH8wm5Rkijigw8GFShnTIE6KZHMiTiTdK+WGlK0vq/yuWeKHGuW4iGdheKM3cav5cTiYsTA+8MzzKnagwd5uIMiyriPLo8DneAw2OwkesufAo0nzXJrZqjW1DqJ47eDk7gVrOckim4nhyZGoI/eOseDibShUTpeBt0UT3s7tOLsR4I+I0HiJwvHip8mDD5vgpikY6RL+75mqwzIFr5IlWlbpqJXpV/1+Ns94QjyvMMj4rzzJ8NJxcmOTOkYjGy5czyxKjpC4vNVVqmuhJsqPn84XC6OlTL0R5GOkQYXHYjCy8RLxKw8yKT7+U1FBMcLp5oWrOF0qmtmjg7mw3IwNgoGV62J2Al+ZGUANiFsxuAZH8S1JuUCJ7ovYAQLoLhkDqL0qHYVp6gUsdHEZvXoyx/e7AQhRqwJTsg/Q0+bMgL2qHpUpHo+QHGqmuTIio0g+xqBWi7GdjUOkXYIeZVokvgSvYlRsBrzPahljsX0AdwNxQKPW4DoEQXatBS4FfiACAruAKSpUwFPkNhUalBVqFrceg2AqCJWhVsQVm5P5yF8mjG2pqFOtQO+fgFGpng5wo1S2CUNukUSf0P302Hzy3Dzsem/ZTzeHH+GLwbb97luNmyHXeGKkyFrpSZT0Z7nd0c6r5mxS/dryUp5IoofhE1+Bln7jxr4fj4Z8Ts/wTgcMibiYsZh35PLC5U77aUK5QxOOH/FZ+HOiCr5rHf8A8FEoPCThFc8skP4wpnQBWiT5Hu/hb2hM14d4ZyrJsNkeXTZWAwsvDKZMxExRR+SFKtFDatK06ksHcRsh1RXtPZ1o+Hsq/wDaZv8AqnHM9p/PoIYov7A5OoUq3nTv4Gcqu2Z/C47icHBHEUULacOXYlp8v5KI5+FMTmeL4ayvEZ9JkyM2nYaXNxUmTC4YJUyJJuFJtu1aavQ/j+LeNgwHhfxZiJkXlSyvEwp3+9FLihhXxaRB8+5VFKlfuQ/5qO8Xsy/2lMg/fxf+lTTo5CnCnDvD9n4Kn4HeL2ZP7SuRV/vmL/0maaviR7Kxyrg5y/oRL5M+aOH/ADEr92E+l2O/RJ37kX0Pmjh/zEn91E4jsD7HN+NM9e6y2D+uO2p1J9jq3Geef82wf1x22dkL6rrt7WvG83A5Tg+E8tnqCZmMLn49wR0jUiGJKGBrlHFWrrpA1o2dVuSVkrJbHtP2m58c3xkzeCJ/Zk4fCy4FyTleb6xM9Vmp4g6NXVTsJ7IPD/5RxNnGez4G4MBhoMLh6qqUc11ja6qGBLtH1OvcWjO2HsdUi4P4hipd5mvh7mChL4OwOiOn3tWcXTc344h4dlRxLAZNLhijgq0o8RMh83marR+WBwpWqnFHzO4MWh8+fFSKKPxL4vimeZxf2YxUCryhipD6JUJxH5Ql+ZSGx/Z4S4ixnCnEeX57lzf5TgJqm+VW95BpMlt8ooXEj6J5fi5GYYDDYzCRqZh8RLhnSo1pFDEk0/g0fNaWk4kno00/VNHf3wanuf4U8IRPbKsPD/ky0vwM8iP5HtDcP/8ACHwpzmCVLgjxeCgWOw8UUKbhilusXl5NweeH1OmPA2aSMo4y4fzbFRe7weDzHD4mbE04vJLUcLidFd0hb0O+3iMk+AOJaqqWWYltdpUTPnbKX8jLT0cENa9kxxK+mEESigUULTTVU06o/A+MfhrhfEbI8PIixLwWZ4OKKPCYny+eFeaijgihreGLyw6NNOGF3SafqbwI8bsHgcqwnDfGc9YaXhoYZGCzGP7nu1aGXNf6rhVEo9GvvUarF2TwmKk4uRLnYWbBOkzIVFBMlxeaGJPRpq1GZ/ZVdJc+8C+P8mmRKHKIMylQpP32XYiGZC+nlj8sdf8AFPwue8OZxk8p/wBnMozLAS3bzYvCTJUOu0UUKXwZ9G1EuZbNF1HzWxuJm5piZuOxkyPF4ia/NMnzo3OjieirFHWJ6bs4LpeVUS5LQ728a+D3BfFkqZFicolYHHRVaxuXpSJqbabcVF5Y9KfbUW9KHULxM4DzPgDP3l2ZtTpMxOZhcXLgagxEtO7S2iTa80NW1Vapwt6llH47tYdytW1JcBsWBVmQbfaM1+JVVRJwu6uB398Fpqm+E3CMULssrkQ/CBL8D9bj5LxGCnyYX5XMgigT5Nqh6m9lrNlmPhXIw0Uaim5ZiZmDa3UNo4PlGvme4WYqvmYofJLgh/ZXltzTo/mmD9l4wcNxcKeI+e5Z5PJhvyh4nC0hcMPuZv24VDzULbgqt4GfjTaDdIY3ygi+h9CfCpeTwv4QhdqZPg1/1EB89WqqJPRpr42PeXD3tE53kmQ5ZlUnIsrmysDhZOFhmRzpicaggUCiaSom6VoSwdwaip1P/wDtPZ3/AOT2VPtiZv8AqmJ/tO8RQSY5kvIcmhUKr9qdNf8AAmK7Zn5bxT/tZcXX/wD7PjP6iM/vZVMxczLMHHmcEqDHxSIHiIZVfJDMcK8yhq26VrS7PyXjZjpWX+EvFs+fH5IYsunSIX/TmQ+7hXrFGkQdCJdG5SptD9Ed+/Ben/FNwhT/APK8P/mI6BwVhigT+8ml8FQ7+eCv9qXhD/muR/mGqj9hOmQSpUUybFDBBAm4oonRJLVt8kdAPEzjLFcc8X4/OZ0+OLCRTIpWClVahlYeF0hSh2cVFFF1b0O73iXipuC8PuJsTho3BPk5ZiZkES1hiUqJp/I+ecK8suCFaKFfRDiNNmXfXcPQFH6LLOOOKssw8nD4DibPMNhpMKglyZePmKXBClRKGF1SSpZJH9DHeJPGWMyzE4LGcTZlOweKlRYedLxE2CKGOCKFwxQtuGt02q1R/X8HPC3MPEXHxzfexYLIsLMUGKxiX2onSrlytnHRqrdoapuuj7YcH+FnB3CsmWsuyPCzcTDd4zFwKfPidEm/PFVw1ppDRdES0dDcHhMTjInDhJE3EP8A5GVHM/zU0eWsizffKsyX/oc7/VPo7D5IYVDDRJbKyQ8y5/MaOhvhRh8zy7xL4VxEvBY+CJZnIgiieFmJKCOLyRttpUXljZ30WhE23Zs0Sq6ye2VIXvOE5+/mxcr0cMt/VHWnWtDs57Zf6Pwn/hsV/VwnWNFniPe/se/2w84rr/Yn/wCfCduXodRfY+dPETN1zyiv/XwnbuL7pL6ro57SdvGPPf8AB4T+oR6vZ7P9pN/9+PPf8HhV/wBQj1iaRGd4fZj/ALSeQfv4r/SZp0e5HeH2Yv7SeQ9JmK/0maSj2ZifzMfZnzPw6/msr9xfifTDFfmJn7rPmhh/0aT+4hxK7ceyBmcrEcE5xlicPvsHmDnNLVQTZcLTa/egmL0PfjSpe58+/DHjjMfD/imVm2XL30mKH3WLwkUflhxEr9lujpEnRwxbX1Tafdngbj/h7jXAwYjIsfLjneVRTcHMihhnyOkcFXTuqp7NkquvfiB7OGcYPH4rE8DzMLjMtibjlYCdNcqdKq/zcMUVYY0tnFFC9E66v1hnXhdxvkyUWP4WzXyNtebDyliUqbtynFRdWd/K3NJqmo7I+a8cWMwUE7COdicLDO+zOw7jjk+8pVUigtWlXZrd0PEUKlxPyy4IX+6kz6Q55kmVZ9hPyXO8tweY4ZPzKVipMM2FPmlEnR9Vc66eL/s+yMHlk/N+AoMTE8PD55uUxxua4oElVyInWLzKjfkbi821GlC7KOtLbetyV53LZpOFppqqHQojDtcr+Q1AncPki+hnuFN6Bj5C1AAXYFAgXQL1G1qgT5gvYn1AjBSIA/kNUXoQCM04q6pMyAL5lskKqmiJsNwjUV4VQybf3YTOhVGr1M0NaEdCDF+ZSphNcjTKfEq0iFVuqmk06pIDjSLTmW1S8uQVHQIV5ixAbtUAFBal2JtYpAAuFqUO4YQIFGFqNwtCg0wgwtQLTeg00HcKlQHoXuOewVyC7l03Iige6/ZX4ul5Dx1NynHRy5eEzyCCVDMidPLiIHF7tVrT7Siih0vF5Edydj5nyJ0yRNgmSY45U6XEo4JkuLyxQRK6iT1TTumjvH4GeJWH494ZlwYubLg4gwUKl42TVJzKUSnQr9mLlSzquTeOU+j+P7SHhpO40yKVm2RyvPn+WwNQyYYYa4uS2m5bevmhacUN9XEqfaqumMcEUuOKCZDFBHBE4IoY4aRQxLVNO6aZ9Mj1Z4o+CnD/AB1PmZhKjiynPI0lFjJECihnU/vsuqUbpW6cMWlW0khxo6PrQ0e3s99nvjrK3XDYXA5vKbpXA4hQxpc3DN8i9E2fxZXgz4gTI/LL4Vxri/5SdIlr4uZQ1+D14lY9oeAXh/M424zw8/Eya5FlUyHEYyZFTyzI0/NBJVa18zVYltCndNo/acEezZm2Mmyp/F+OlZZha1iwuDiU2e1TRzKeSF1poot9Dszw3kGV8M5NIyrIsHKwWAkKkEqX8227xRPdttvclo/pqx6K9rTiWDLuBcNkUuJ/lOcT15kqqkiU1FG6rnE5cNHqonyPc+e5tgciyjF5pm2JgwuAwstzZ06PSGFdNW3ZJKrbaSvQ6DeJvGGJ464xx2e4mCOTLm0lYbDxOvuJEP3Ye7q4n1iZJNV+Vod4vZl/tKZC/wDlMX/pU06Ou3xO8Hsxf2lMh/wmK/0maW+JHsvG/os79yL6HzRw6rIk/uo+l2PdMHPfKCL6HzRwv6PJ/dROJXYH2Ov/AAyz2uv9jpf9cdtWdSvY7f8A99c7X/myD+uO2rF9V0a9pW3jTxD+5hP9HhPWN6Hs/wBpen/HTn9P73hK/wDqEesDUQZ2a9jXNoFL4nyaOKXDMUUnGyoa/aiTTlxunJOGD/KR1kP2PhJxfFwPx5l2cx+Z4OFvD42GFXiw8dFE+rhaUdFq4Et2L4PoE9Do/wC0fw5NyHxTzSapcUODzSmYSI6tqJxJQzVXSqjTdNlFCd2sHiZGNwkjFYSdLn4afBDNlTZcSihmQRKsMULVmmmmmfkfFTw+y3xD4d/IcbSRjZLczBY2GCsWHjeveF0Sihrei0aTWZVdAaCh+74v8K+LuFsRMgxuS4ufIhVfynBSosTJa5+aFVX+NDCfxMk4O4kzufBKyrh/N8VFFF5awYSOGCH96OJKGFd2jSP42DweJzDFScFgZbm4zFTIMPh5SiSccyNqGGFN2rVn0Z4ayqXkfD2WZVJUKl4LCy8ND5VakECht8D0x4E+CkzhbGSeIuK/dx53BA1hsHLiUcvCeZUcUUWkcyjat9lXpVtNe+dEZtI/CeOeZwZX4S8Uzo4/I5uCjwsD3cc3+Th+ca/3qdDI4axPyqi2SWh2L9rXjeTisXguEMDM86wkyHG49w6KPy/yUutdlE42mv2Op618B8q4Z4h8QpGT8YYCLG4bHyY4MLSfMlKXPh+3fyRQ2ihUSvW9CzzSvXrrD9qJ+Sm8VqH9bh3ifN+H6xcO5vi8BF5qtYWe1A31gr5H6p7cjvLlHhZwJlCh/IuFMo80NGo52HU6JNcoo6v5nqX2lPCvE5j+S8S8L4FzY8NIWFxeBw0tJ+6hbcMyCCFJtw1aaVW15aKzq2D1nlHj3x/gI052a4XHy7fZxmCgdPWX5H8WeyuEPaakRz5EjjHKFhZMVIZmPwEcUyCB1X2opTXmUOrflijfRnV9Ry2qwzJTTv8AfSP6PDuTZlxJmsGV5DhY8fjp8LhhlSaRUTovNE9IYU2quJpFyD6NyZsufJgmyZkEyVMhUUEcDTUSd00+TR6v9pXJpOZ+FGaYqOCF4jLHBjZMT1hpElGvWCKNd6H7/hPKf7A8L5PlHvFN/sfgpOE95Snn93BDDX1ofiPaNzOTl3g/xApz+3i5cOElQ1p5o440vkqt9jCujbSSa3TI1e5YnWJvm6kdEro6fUS1Aug3CA94eylxbIyTjbE5HjIfLLzyCCGVNcdFDOlKY4U0/wBqGJpXrVQqjrbuFsfNLCz52GxMnEYabHJxEmOGbKmy3SKXHC04YoXs00rnejwV8RpHH/DUMyeoZOd4RKXjZKsm3XyzYf6MVHbZqJXpV4s+q/Pe0j4ZzeM8ilZxkkhzOIMtgahlQQrzYuQ3WKXXXzQusUN94lSsVV00acLaiTUSflaiVGmtU1s1yPpieqfFLwTyHjjER5jhpkWT55El5sVIlqKCdfWbLt5nSq8ycL0q2kkJUdI/mKXPb2fez9x3lkbeGweBzWSr+fA4lKLV0+zM8t7J2b11Z/FkeDXH02JKDhbHuLlMmyJa+LmGtHrxI9qez74fTeNOM8PjMVKjWRZRNgxOJmOFOGbNhaigkXs6u8So/sq9HEj9bwT7NudY+bLn8XY2TlODpWLDYSJTsU+cLjo5cGzqvP6HZzhrIMr4YyfD5VkWDl4PASF9iXBer3bbvFE9222yWj+mzr97XnEiwnCeXcOSZsUM7M5/vp8MKTTkSr0e6rMctr91+vvDiHOcv4fybF5rnGJgw2AwsHvJs2PZaJJauJtpJK7bSV2dCPEfi7FcccX47PcZC5SnUl4eQ3X3EiGvkg73bdLViZIr8xKp7yCunmO/ngr/AGpOEP8AmyR/mI6CQ/fg/eR378FHXwk4Q/5skf5qLfEeR4s/2sOLf+acV/VRHz62h/dX0R9BfFi/hjxYv/NOK/qYj58wfm4KL9WH6IcfAK3EoYnCqxeVuG1b0t8yG4I1LjhmRKsMEUMb7QtN/Qo+hnh7w7I4T4KybI8MkocHhoYI4kqeeY/tTI6c4o3E/Uz4jcWYfgng7Mc+xMlz1hoYVLkQxeVzpkUShggT2q2qtJ0VXR0P0MmZLnSoJsmJRyo4VFBFC6qJNWa9D8D46cIYzjTw8xeX5UoI8xkzZeLw8qOJQqbHLdfJV2TcLiSrRVaq0qsyrqjxR4ucbcR4uKfic9xeXyq1gwuWTIsNLlqit5oftxc/tRPV7WP4EXGfE1bcS5+u2aT/APWP42PkzMBi5uGx0uZhMVLdJkjEwuVMgdE6OGKjWqehxSIViZ8uRh376fNiUEEuUvPHHE3ZKFXbfJGkewPDPP8AiTNPEbhbCxZ7neJhmZph/eS5mYTpkMUuGNRx1Tio15YXWq0O9y0oddfZv8KMbkePg4q4mwrw2M9y4MBhJqpMkqNfamRrWGNr7Khs0nFVVdF2KoZqutPtl/o/Cb/5fFf1cB1kWp2b9st/zfhOH/lsW/8Aq4TrGi8fEe9/Y+X/AHxc3fLKGv8Ar4Tt29Dp57IuKlSfE7GyZkcMMeIyiZDAm6NuGdLiovRt+jO4buiX1XRn2jr+MXEFa1Swv9RCes9js77R/hNnWc5/HxRwzhosep0qXLxeElOs6GKBOFTIE3SJeXypwp1qk6Orp6RwnhpxviZ0EmXwjnqjiahTm4Ry4fWKJpJd2aiPyDVjvB7Mf9pTIv8ACYr/AEmadIY4IoI4oJkLhjhicMSeqadGvRpo7uezC6+CmR/4XFf6TMJR7OxX5iZ+6z5oSF/NpH7iPpfiryJn7rPmjhqvDSVXyvyKj5DiVyQQuL7qfomaU5YabLmKcpc6W04IoZlI4Gr1TTqn2ods/BPw38O+I+A8lzyPhzD4jHxy1Bi/yifMmpT5b8sdYIo3Ck4k3SmjWx7TzHgXh/EcL5rkWCyvA5Zg8xw8eHm/kOGgkteZfeSSpVN1Vdxo6Z5J4ucc5NBBBheI8ZNlQOvu8ZDDiU+jijTjp2iR+7yX2luJcNNX9lcpynMJVPuyfPhY6/vNxp/5KPVPHfCGacD55MyvP5LlRwOkrE+V+5xMK0jgi00pVap2Z+c95LSq5sun7yLkHfTwr8Tsm8RcJif7HQYjCZhhPK8Tg8Ql5oFFpFDErRwtpqq5XSqq/vHQ6u+yVwpm8rPcZxPisNNw2VvAPCYeKdA4HiHHHBMcUCesCUCvSjcVm6OnaLRGLMHQrx04fw3DXiln+BwEEMvDRzYcXKlwUUMCmwqNwpLRKLz0XKh+DZ7M9pDHwY/xhz5ylD5MMpGG80LrVwyk4vg4mvQ9ZM2G4pvUdAviUHVVMs1F6E3Am1wKdQ+gDQNivcIgAPUJ8wFiblIugUZFqW43Aj5sdkavuTUCDsi0+RNwI0NwqDRX0A1F92Ez8zTa8qVK0JbkUR8gqmqrZfMQ0rRIg4lpYo1b2C1NMjNQ6Mghf2YgD36AjC0Cl6F9ES5fgQLjsNxQocyk7lIDrToL+hLMoF2INxUCjalCepdigLWpYW7ggBu2lg6OwAFVSFht6gUuxNq7gop/V4az/M+Gc6w+bZFiXhsfIf2IleGJPWCJaOF8u26TP5VL3CZB3Y8KfG7IOMpeGwWZxwZPn8f2fyadFSXPiqkvdRuzbqvsOkWqo6VPblbHzLdHD5YknC9U1VH7zhLxZ404Xky8Pl2eT5uDl2hw2NX5TAlRJKFxfahSoqJRJdDN4/wd9wdTMq9p7PpSpm2QZXjKaRYafMwz9U/eHm4n2o8dHA1heFMHJj2inZhHMhXopafzJ1qu0tT81xxx1w9wTl8WK4hzGVIj8rilYaFqKfPpakEvWK7Sroq3aVzqdn/tAcc5rKilyMbgsrhiTTWAwqq0/wClMcb31Shdl2PVmOxmJx+Nm4zGz5uJxc1pzJ86ZFMmR0VF5o4m27JK75FnH+pr994v+KmbeImYQy44YsBkEiPzYbAKKria0mTXpFFyStDWiq6t+um6kb6ivKhoV6HeD2Y2v+JTIf8ACYr/AEmadHa2PYXCfjBxbwpw/hclyXGYOVgcM44oFHg4ZkX243G6xN84ny2JYR3rx18LNX9B/Q+aWG/R5S/oo9rR+PvH8cDhizDBRpqjTy+Wq/M9VQpQwwwrZJL0JJg9/wDscr/76Z70y6Bf9cdtYnQ+ePAvGuc8D4/E43h+PDQYjEyPcRufJ96lD5/NZVSrXnU/aP2gePfKqY7L69cvgX/xC8aseL7SrUXjPxBTaHCr/wD54H+KPV5/Y4t4ix/Fef4nOc3jlR47EKBTIpUr3cL8kCgX2avaFH8epcRewhbTTWqI9wtSj3x4B+M0HCchcP8AFc2N5F5m8LilC4osG223BEkquW27PWGujT+z2zwWMw+OwcnFYKfJxOFnQqOXOlRqOCOF6NRKzT5o+aydND9HwhxxxJwfM83DecYjBQOJxx4eqmSI26VblxVhq0kqpJ9TN4mvoanUrsdTMk9pvPsPKihzvIcsx8X6sWGnx4V+qamJvtQ8rGe1DmEyVFDgOE8HIm0flmT8xc2Fd4VLhb+KJ1qu0/mXM9M+NXjXguD5U7KOHZknHcSNOGJ/elYLrM5x60gXeKip5uvPFvjLxxxNBHJxOb/kGEjSUWHy2D3EPX7dXMo/3j15CoYYVDAkoVstCzj/AFGsROm4mfNxGJmzJ2InRxTZs2Y/NFMjidYoonq2226m8Fi8RgMbh8ZgpsUjF4eZDOkzodZccLThiXVNI4WQ0O9Hg94q5Xx/lcuTNmSsJxHJlp4vA1aT2cyVX70Da2bcNUns37Kdu580sNPn4WfKxGFnTJM+VGpkuZKjcEcESdU4YldNc00e1uGPH3jjJJMMifi8Jm8qFJL+yMlxRpL/AJSBwt15xeZmbxzxXbvM+EOGs3xUWKzXh7J8diYvvTcVgpU2N00rFFC3of0csyzL8pwyw+V4HC4KRWvu8NKhlQ/CFUOtGF9qPGwyksVwhImzFrHJzJwQv/FcqJ/M8HNfafzvESXDlXDmX4GbX85icVFiVT92FQX9SZUdqcdjMPgcJOxWNnycNhpELmTZ06NQQQQq7bbsklzOmfj/AOKEPHebysDk8cX/AAdwEXmkxOFwvEzmmnNad1Ck3DCmq3ib1SX4rjTj3iXjOZD/AMIMzm4mTBH54MNClLkwPZqCHVrnE29b6n5hxN63ZZME2uKPuiOvIvU0J6C2wdG6BPYguh/U4Y4hzThbOZGa5FjIsLjpVlErwxwvWGJaRQuiqnyT1SZ/KdgUd2/C3xqyHjKTIweYzJeUZ/FSB4WfHSCdE6UcmN/erVfZ+8r2au/a9T5n2ao0mnqmqpn7nhbxZ424Zly5OXcQYibhZa8sOGx1MTAlSiS832kkkqJNIzeJrvuNjqblPtO57Jg8ucZBlmNiWkWGnzMNXumo0eVifahzSZLawXCuBkzHpHOx8UyFd0oIX8ydartPU/M8c8c5BwRlzxfEGPlyYooW5OGgainz2qWlwavVKtkqqrSOp2f+PvHuawxSoMbgMrluzWW4f7TX70zzNeh6ux2Mn4/GTcZjZ87EYubRzZ8+ZFMmTGklWKKJtvRbicUfvPF3xQzTxEzSFTFFgsjw0biwmAUVftae9mPSKNpum0KbS3b9e/iZKjQQffhb2dTv74L0/wCKXhCn/wCVyP8AMR0CrRp7nsfIfGjjXI8owOV5bjcHKwWDkwYeVC8BLiahhVFVt3dtRZo7feK39rTiv/mrFf1MR894Pzcv9yH6I9n5r438cZplmJwGLx+CmYXEyopM2H+x8tOKCJUiWu6bR6xSUMMKSsklfpYSZALWl2k6XpSqZAmB239mXxNwea5DguEM2n+6zjASvdYRzGksVIhr5YYXp54IUk4dXDColX7Xl99VSPmhLjilxwxwROGKBpwxQujTV009U10PbPCXj1xpkWHgw2KxWGzjDwWSzGCKKaktvewtN94lEyWK7j5nk+V5tDCs0y3BY2GHRYmRDNS7eZMmW5NlWVN/2LyzA4JxWf5Nh4Jdf8lI62SfaixSgpO4QkRxJfehzNwQ/Bymz83xN7RfF+ay5kjKZOAySRFSkciH387r9uP7NO0FexMqOxfiD4j5dwtmuT5Jh5knE5/mmOw+Fl4XzV9zBMmQwubMpeFUbotYnpZRNfvqo+b+FzjF4fOcNm6nRTswkYuDG+9xFZrmTIIlEoo23WKrSrVnsZeP/Haf6fgVXZZbLp/nFvEew/bKacnhKjrWdi/6uX/E6yXP13HniHn3HUvAwcQTcNMWCimRSnJwylOsaSirRutoUfkdfQsmD9BwBxLO4P4zynPsPLcyLBTvNMlrWZKiThmQrq4W6V3od/OGeIcq4nyeRmmQ42TjcFNVpkuL7rpeGJawxKqrC0mtz5x1P6vD3EObcO4543IsxxWX4uJeWKbh4/K44eUS0iXdP0JYPo5VGbKJHSnLvaB48wcCgnY3L8c0vvYrBKr7uBwr5HmR+0Xx3FD9hZFL6wYONv5xkyq9RYuKKPETI47xxTZjfdzIjut7Mjhh8FciVUv5TFf6TNOkcccUyOKONpxRROJ0VFVtt0XKrZ+94U8X+LuFuH8Nk2T43CycFh4pkUtR4KCZF9uOKN1ibveJ7GrPxHevFxJYeZf9V/Q+amHtIk/4OE9qxePnHscHleZ4J1s65bK/ieq4UoYVCq0hSSrrYkmD2x4DeKS8P85n4XNnHFw5j41FiPKnE8NMpT30MK1TSSiSVWkmrw0i7pYDGYbMMHJxeBxErE4WdApkqdKjUcEcLummrNPofNWp+h4R414j4Pmxx8NZvPy+GNtxykoY5UbdKxOXEnDWy+1RPqLNH0GzLAYPNMFMweZ4TD4zBzKKORiJcMyCOjqqwuzul8D+Ng+B+E8DPgn4LhfIsNPgaihmScvkwRQtaNNQ1Ot2T+03xFIh8ucZNlGPSVnh5kzDRetfOvkj+p/9qLENPy8ISU9nFmra/qSZVdnmz1r4zeKeA8PsojlSYpWL4jxMtvB4KtfLsps2jrDLT7eZppbuHrxxL7QXG+bKOTgsRgcoktun5DI80bXJxzK/FQo9TYnEzsViJuIxM6bPxE6JxzZs2NxxzInq4ondvuyzj/UZxeJnYzFTsTi5sc/EzpkU2bNjdYpkcUTcUTfNttnFYj1KiibgPqLFDcMVsE9iBF0JSwbFaXKqPoUj1oF0Ar+YdSOodQBTJUwHYb8gwgA9NQnegrVBB+gGu4u1VUsRUIH1FUBp/dRlmn9yFmXuUNhZbDYNUWxBgu+hlFNMtbdCw6NeplddCw6RdgJffQrfIi11KAoNQEFL1KTcMAVEAF7AnyKgAVOSLqF1AiKBYgagbhFAtSNhAOuxR2AAqdSbCoRRQDoRQdQF0AURaLkg7MifUDVgSqT3C6alClRYBakBK1Sq5NGFa5RWFTkgNSCp8yddWC9AJoPgG+grYANw9RsALtcgQAFYQDVdhUdKkqAL9RpzHzQEC7DcJ1ArWjJvbUdEFqBUBsAIkVaagJgV3JtoG0EBWFp1IxUC7UJroWy0ItbEClQuhSaMouqDIEBQwEAA1IgKNVQm7KBNhvYrItwBa0D1JsQV0YtqPQIoEKN7gTQP1HwLuBOwTsPUj1uQUPtclQtaAUO60J2C6gOlEXZkKgJ3CG4Kp/vcF7E3Iiv5Ee3UadgFHzFdw9SdGVDUAMipuLFfQi0ZUHsOjuHpUPXqA6/IDRko9gDDui78iU6BTWgWo6jsAQAqA6Ib3Jo/4BUArJ3H4jUDNq9S9ikehBp/cRC/qpoyVCo+gqlcPkBxoquEvQ0l1KiW2LD91sUt/tKlSGIDOlygXAjpuUi6lQC+43DAUFUHYKnMCulLgfMleoFvcvrqZqVBCpSd2VANwq0G45AEC1qidyKoXQFVrlE9WEupe1SLkBpdSWemwXqWqbCI6BAqRFTqV6DcJ2KI+g12oLCxBWrMDW4qUCaalsTsAqaRAvUgvYg9QgFx6hWKgAJ9CroAuA+4AV2oF1Gw1TpqAt2KupLPYAV/MDoQAAVATsX5C3IAEATcC2qFYvxGoE6jbUabhaWAXoRfEurFgKHcAATY0Z0eoEoXcVsPqAXzKO5LgB9AtQ9OYB7hfMFVtgJULQrFQD57E7l7k9AHrUqpXUjpqW2wC9KkvsP1RcAwx0FVsAZNugsNwFg+wvUoESGiL6k5XIHVIroR9B0YDS5XoQFCgpYrJUAS9CsU5AR0HWxXZjS9ArNRXpUu3UWCA1Wgd7/iFaoB3WhPqLFQEoqjvoGRdALqAhqgIHqV2JUB9SOhRpzCoPQt09g6hE3/AAKRABZkfUr7CvoBf1VTQy6eqN6wKhmnSwgnYb13LTlVE6OtQMbFTI9Qu5UXqVWUREag0ipd8gIthuWnVDy9UvUDJVoPLXS4o6WCjXMoJqECh6CoEfQq7E9AgLp6haEqvgVALch9BYuwE9SjYfAAORSAWvoVMmxV/vUAyXrYtSb7BVpsXfShC2YRHYq0Ap2RFTYF3J3KHyAdd6UDIARX0D1KG1xZkqNqEAq2ZNF1KwHTYbDqXuBCgnOtAD1KtkN7loASt2JTmW3IPqUTS4WhaVWxHVbMgWCarcjaqVdmBSehWmSoDYPQNoJ37gUAP5AQqF6CEC+lAg6EAaMCw3uAi0CD0sOgF+BNS9CfQAOw6juAC6FCtdAFoTsWo1AnYelC6aEWoBWGyuQoBhFhTbsezcg8E+LuIODcDxFk+Gw86Xi4Y4peDmz/AHM6KBRNQxrzwqGkSVVWLSjq62g9ZBo/TZzwFxdk0yKHMuGM6kQw6zIcLFNlrb78FYfmfmeaWzo01Rp7prmUQV9A6C1gDVGOxepEA0ZGUAZ9C0b0oUK6tuBKFWlTciVHPxEEiSnMnzHSCXBC444n0hVX8izZE2Rio8LiZccnEwWilTIHBGnycLo/kQcf0DTRdiWAlGTcrHYqpcoQQQ+Q2qGFqA/Ei1K9CIC06i+wqr2CptUKhFTdFelwqBE5i9WXcj9QHyHYACMUvVCpV1AjKruwCAakoUARjXoH1J9ABX1JrsW/oBNS7B+qFOwEJ1NJN1uviRw31XxAr+6nSxm1NFU3EmoVWjsZVtAIw29a2K+Rm3MCEHYFRVqHQUuK/AAviUmiLenMCw18xKcyw6itwCuQqYVACIXsNQGwDG4AEehQBVoTcIBQq0IjS0AU6DuK3CsgFORVpcbDqgDuKB/MUAbhUrcoAm5eRNzSAgtQu2pNAFB1LroSgAiKtQBPoF1LRBAC0dAtLi3qQSgWlwigTQu2w3CpsVTc1aliAiJcbgqKqwXiXeh2P8IPA/hrjDw6yjPc1x2dwY3F++ccOHxUMEC8s6OBUTge0K3OuEL+2u6+p3i9mn+0lwz+7P8A9ImmOQ/PP2Z+DHpmPEa/9Mg/+mWH2aODV/8A3HiP/wBtg/8Apnu88OVm2XzYPPKx2Ejgf60M6Fr41M6r06/Zp4Mao8fxF3/LYf8AUPHn+zJwnFC/cZxxFLipbzT5UaXdOX+J7pjzjLYPv5hg4e8+BfieRJxEmfAo5E2XMgd1FBEol8Ro6ocTezLxBg5Mybw/nGAzXywuJSp8p4WZFStIYWnFC27KrcK7HpfiXhnO+Fsw/IeIsrxOXYl18inQryzKUq5ca+zGlVV8rZ9HT+ZxDkWWcRZVPyzPMFJxuBnKkUqbDWltYXrDEq2iTTTunUs5I+b60B7d8cfCDFcBT4s1ytzcZw1Nj8qmRXmYOJtUgmc4W7KPnROjp5vUZoRq5SFtQojYWug6gB1RQqDsBCpbEC9QK0TqX6kbAPqUhVoBGOgY3ArQA1CJUL6FFVTQKNWdNeoevUlTUN4la3xYR+q8NOD5/G/GWXZHJ88MqdF73FzIXRycNC154q0dG6qFVX3olU7/AOCw0jA4ORhMHJgkYaRLhlSpUuGkMEEKpDClskkqI9T+zf4fzeD+FI8yzXDxSs7zfyzZsuOBwx4eSl/JymnpFdxRWTrFR/dPK8ZvF3LuA8DHg8BFKx3Ec6CsnDJ1gkJq0ybR1S3UOsW1FdYv7WnkeNXirg/DzK4cPhVKxfEeKgrhcJE35ZcN172bS6gTTorOJqi0bh6V8QZzmPEWbz80zzGTMdmE9pzJ0xJN0VEklaFLZJJHFm2ZYzOMzxWY5piZuLx2KjcydPmusUcX0SVEklRJJJUPERqTEHqTbQv0JYopKPYKoYBqg26FVBYCEbavCk3sqb7fMvpQxNh80uNbuFpfC3zoQfQHwq8P8q8PuGpGAy+TLjx8cELxuNcP8piZmrbevlTb8sOy5ttv+jx1wdkvGuRzcsz7CQToIk/dT0kp2HjekcuOlYYk0uj0aaqn4Hhlx/k/H2Qy8blc+CHGwQw/leBijrNw0b1US18tU6RUo/il/W4z4oyvhDIMRm+e4hSMLKVIYVeObG1aXBD+tE6WXduiTawr585/ls3Jc8zDK8TGo8RgsTNwsyJKlYoI3C2l1pX1PAasefn2Zzs6zzMs0xUKhxGPxU3FTIVFVQuONxeVPkqpeh/Pjp7uOqWi15VSNovlbSpR+plqj2v1qfQd+HfBV1/wP4cs/wD8rkf6p6t9pHhXh3JfDKZiMoyDKMBiHjcNL97hcFKlRqFx3SihhTpbmTt8HUpdisbcgaE6j6BNbl9AMijoWlybgGNxqX1AgehaXAEdeYXYOw3Ajp8QOhEAYASAD1L32HYCaIW3RUh3AgWnRjeiH0AgFb62L6AHXdh7E3oHqBO5aPsSxeoCnxIUAQPoE/iAMFIlzGxUDS57ERfwAg6DS61K79QLAqxE2oal/eRnnqA6DcFQVPiUnqVaBEf0KK3oPoACVqjpUKvIBepVsvmRvaiKAS+RSIqd7gS7uVDa1zVuQE1ColdpLrYq9D2T7POXYHN/FbKMDm2CwuOwUcnExR4fEyoZsuJqW2m4Yk06O6tqTcHrdLzU8t+1w10PoO/Drgn/AMjuGv8A3XI/1D0T4weFsOfeLWS5FwhlmW5Xh5uV+/xEWGw0EmXISnNRTY4YEvM6OFJbvkqtScldbXSFViiUK5vQQuGNNwReZLVwwRNL1Sod7+BfB7hDhKRJil5bKzHMoV9vHY6BTZjd7wp/ZgV6fZStStdT2HBCoIVDClDClRJWSRO0MfMtRwN0UcDfSI2qrU+jmfcNZJxBJ91nmUZfmMtOq/KsPBM8rpSqbVnRu6Ov3ih7OciThZuYeH0U1RQfajymfN88MUKS/MzIvtKKz+zG2nXVUSdnKGOsjByz5MyROmSZ8uOVOlRuXHLmQuGKCJWcMSd0062Zws0gVqxPMoU4omlCtWz374Q+z/i+IcNJzfjKLEZdlkyGGORgpT8uInJ3TmNp+7hpSy+06v7tFWWq9AxRwS/vzIYejdzcCUUMMULbhd1EoIqfGh9D+GOB+GOFpUEOQ5HgMHFCvL76CUnNiS/amOscTu9Wz9J6mexj5kqOW2lDMgibtRRXNpbM+i3EHCPD3EcuODPcky3H+aFw+fEYeGOOFNUflip5oX1TTPQnib7N8qGRNx/h7NjgmQ/aiyrFTfNBEqK0qbFeF1TtG2nXWGhZy0x1iSKzlxOHnYXETZGKkzZE+VHFKmSpsDgjlxp0cMULumtKM4qpKrLokNa2Vexpp0+6zsv7K3CvD+e8NZ7NzvIsqzKbLx8MEEeMwcudFBD7mF+VOJNpVqz3fF4ccE0twfw5/wC65H+oS8h8+Fr3I5kuCKkyZBC+TdX8Ee9PDnwnh4+4+4jxOLgWB4Uy3NcRIil4ZKW8REpsTUiXS0EEMLhq0lZpKlaw9quHOGsl4ZwMGDyDK8JgMPCkvLIlKFxUVKxPWJ2V22+YvIx84vPLcShhmJt6Wab9GVaHcz2sLeFktK3mzPDJ9bxHTJP7KLLsBpjkKhFGoPvQvqjvH7NX9pLhn9yf/pEw6NwffXf8TvJ7NDr4JcM1/Yn/AOkTTHIj2ZGlEmnS9j5l4VQPCym5Ul1WrgVT6bUuu58ycL+iSV0/Fk4lcjhluzkSF2lpHk5fjcRluIgn5bOm4PEQOqm4WZFKjXaKFp/M8awVjY90+HXj/wAR8OzZOG4iczPsqTSicx/zuXDzhmP85S9o7uy8yO23Dme5bxLkuFzbJMXBisBiYfNLmQ/NNappppp3TTPnDU9y+zJx2+G+NIMkxsyNZVnUalUbfll4qylxpaLzfcdFd+StkZsHcPMsFhsyy/E4HHyYMRhMRLilTpUarDHBEqNPo0zoL4pcFzuAuM8ZkcyZFNw8MKn4OdG04puHibULip+smooXZXhrRJo+giuj0N7XHDix/BOBz6UkpuU4lQzYnFSkic1BFRbvz+69Kk40dRQE6pdTnwOFn47GSMJg5E3EYqfGpcmTJh80cyJ6QwrfU2jhhTbolVmfND5/Io4XE9IVdv0R2o8N/ZwwOHkSsbx9OixuJi+1/YzDTHDh5fSZGqRTIlZ2aVar7SPe+ScPZPkUn3OSZXgcvlfs4WRBKXr5UTsr5wTX7iJKdE5beimQRQ/VCGJRJRQtNPdH0yjhUcDhjSihdmndM/CcZeEnBnFsuY8fk8jDYyO/5ZgYVInJ0om2lSOnKNRLoTuY6E7g9k+L3hRmvh5i4J0UcWPySfH5JGNhga8r/YmrSCK7o06RUtR/ZXrZGpdB1pVF8sTpTc/aeDOCwuYeKXDmDzDDYfF4SdivJNkYiVDNlzF7uZaKGJNPRbcuR3SXh1wTT/wN4a/91yP9UluGPn0obX1ehIk1D5naHm7I7MeO/hssz424RyPgXIsqwEzFScTMxEeFw0EiCCCGKUnMmuBKsMNUlreKiuz2VwD4JcJcK4eTNxWDl51m0MK8+Nx8tRrzWvLlusMCqqqi83OJjsY6PQS5kxNy4I44VrFLhcaXSsNUcXvIHEoVMhcVaeW6dezPpnLlwS4FBLShgSooYVRLsjw82yfLc5w7w+cZfg8fh3/c8VIhmw/CJNE7GPm5SmurIztR4p+ztg8TIn5jwDXC4yFON5XMmVkznylxRP8Ak4taJvy6L7KudXsVhp+DxM3D4uRNkYmTG5cyTOgcEcuJawxQu6a5Msujg6joGWFV3p1bpQqMrTcTPsLzONS9IoW4vK7breq6Hu7wh8Ccdxhg8Pm/EE+flWRToXHJhlpLFYmGlo4fMmoIG3VNpuJKyo1Edm+E/D3hThSBf2CyPB4eck08RFB7ydFV1dZkVYmraVoS1Xz9UWNnwONzMZNg3ifvok/lQ8eH3cP2Zblp1p5VROvbX5H00p3+J4GcZNlmdYd4fOMuwePkP+54qTDNh+ESa2J2HzcQO1/iT7OeV47DzcZwPH/Y3HL7X5DOmRRYabe/lbrFLd7UrDZKkOq6uZvluNybM8Rl+a4WbhMdh4/dzpMxUigf4ppppqqaaaqmiy6PDYYdz+hw9k+O4hzrA5RlElz8xxkz3cmXWldW4m9oUk23skyj+elV/LoWV5ZsxwSolHFvDBDFF/mpncnw38AOGeHsLIxPEkiVn+cOFOY8RD5sNKidaqXKdmrpVjTbpVeWtD3HhcPJwmHgkYWVLkyJapBLlwqGGFcklZIz2HzUnUkNKcopVf25cUP1RlRQuGsLUS5p1PpfiZMnFSI5OJlS50mNUigmQqKGJcmnZnrfjnwU4M4rlzpn9jJeVZlGqw43L0pUSirWsUC+xHXfzJu7o1qOxjow+gP1viRwJmvAPEDyzOIYY4JiczC4qUn7vEy1uv2YlWkUL0tqnC3+VlXmQV0qqmhqRNmSZ0ubJjjlzZbrDMgicMUPaJXXo0axU7EYuf7/ABeImYme1T3s6Y5kdFt5om3S7O4vgXwRwpmXhLw1jMy4ZyPGYybh3FMn4jL5MyZG/PFeKJw1em5/e494E4OwHAvEeMw3CXD0qfh8txM2XMgyySooYoZUTTT8uqaM9jHReFNu1WzGIhj9zOh8sSflhpZ/to/TeF+Ew+P8QOE8NjpEnE4edmOFlzZU+BTIJkMWsMULs0zvBH4bcERa8H8Ortlslf8Awi3B+rhTq2+Z6d9qqFvwqjaTtmGF/wA9nuNaHg5vk+W53g/yTOsuweYYXzKP3OLkQzYPMtH5Yk1W7v1Mq+bqhioqwvTdCKFpXha7n0H/AOLfgj/yO4b/APdkj/VOt3tU5Dk+Q8QZBIyPKcuy2VNwc6ZHDg8LBIUcSjgScXkSrRVpXSr5m+2pj0OCqlKtpLrZI91eD3gTj+MsJh844hmzsryGanFKhgSWJxMNF5YoVEmoIHWqiabiSskmoij0nFFDCk4ooYU9HE0jagjigUSlzHA1VRKXE16Oh9BuFvDzhPhaXLWSZFgZE6BfpMUtTJ8V6usyKsTv1P1lOrM9h8x1MluOimQ170fzN351qfSHOsgyjPMM5GdZXgcwktpuDFSIZiqtHdarmekPEb2b8px8qfjeCJzyzH18/wCRTo3FhZnNQ2cUttvm4bU8q1V7GOpqQPNzjLMbk2Z4jLs2ws3B47DR+7nSJqpFBFqu6aaaas001VM8OyKibD1DpUBUdtyFCAhQ2RaAX0REC9EA7k+YJ9AKK8tBetA0BH1oNNCu2xAJ9Gai+8Ra6FeoE3J9A38RYC1qRivQLTogG1gG6oMDFQELFRYNQtSw/eJUCrXX4jYlvUoGpf3jPM1B96EzS7QEbVbml1J8i7XCo/QblGoQoX6EXyCAFXUgQAqvQlVUqv0AUC5Dct+gBd0Ulb6F+AFR7P8AZpiih8Zsi8ujk4tPt7mL8aHrCtHc9nezQq+M+Rv/AJHFv/qYiVXeVnCpEiDEzMVDLgWImQQy4piS80UMLicMLfJOKJ06s5j077THHOJ4S4Mk4HKp8eHzXN44pMuZA2opcmFJzY4XS0S80MKumvPVXRzivO8QvHLhTg/Fzsvgmzc2zaVF5JmEwVGpTVU1HMf2YWmmmk3EnsevIfajrPaj4QpJV6rNYYoqdlKpXpU6yrywwqGCFQwrZWGz6m+sR3z8NvFbhvj6KPD5XOm4fMpcKjjwWKhUEylLuG7UaTqnR23STVf3+h81sFjcTgMbJxuBmxyMZhooZ0ibA6RS44bpp9zv54V8XQcb8DZXndJUOJmweTEy5T+zLnQukcKTulVVSezV3qZswekvau8PZUqV/wAN8plKCJRQSc0lw0SabUME5LVurUEWtawuipE31lavTc+kXEeUyM+yDMsoxbiWHx+GmYWZFD95QxwuFtdVU+b8yXMkQxQRwP38usDhV350/LT4o1xpXYD2XvDGVnmKfF2eyoY8vwU5y8Bh44XSdOhpWc62cMLstaxKKtPLftk3Q/hcC5BJ4V4PyfI8OpahwOGgkxxS4fKpkaX246c4onFE+rZ4viTxRK4N4JzfPpsKjeEk1lS4q0mTYmoZcLps4ooU3sqszbqv5HiV4q8OcAQwyc1nTMRmcyHzy8BhUoprVV9qKv2YFfWJqtHStD1HH7UkXvH7vhCFS628+a0i+CktfNnXHM8wxmZ5lisfmmJjxWPxUxzcRPj1jjevSi2SslQ8SprrE13c8OPHHhnjLGSMume/ynNp1IYZGLcPu5kbp9mXMTpE23RJqFumh7Xeh8zHRwtO6Z3j9njjbEcaeH8uPMprm5pl014PETIn9qbSFRQTHetXDEqt6xKIzeOeD8f7UPhrKzTJcRxhk0iGHNcBB5sfDDb8pw8KvG1vHAknW32U1fywo6mUsqdz6XzpUE6VHKnQQzJUcLgjgjSaiheqa0aZ86eMsmfDvFeb5PemBxczDw3rWFRPyOu/2XCy8SuzPsd34T4jf/nRL/qYDsEzr57HMSfCvEaW+ZQv4yYDsHES+j+Lw1kmB4ZyWXluXOOHDSoo5jjmx+aKKKOKKOOKKLm4om/W1Efi858ceAMpnTJUzPoMVNl2awUiZiIX0UcKcH/SPUntUeIWJm5y+C8rnOXg5EqGdmLhio50cVHBKf8ARULUT1rVJ6X67+eKiSbSVkkWTfTXZTx58U+EeNfDiDCZBmcU3GwZjh5rw82RMlR+VOKrXmSTS3o3S3NHWhWhS6G3HFEqOJtGfQsmCMla6FFCosC+3D3R3k9mi3gjwv1lzv6+YdG4Pvw90d5PZo/tI8Mf4Of/AF8wzyV7Of4nzKw36LJ/d/Fn00iPmVhf0OT+7+LJxK5O5B1GhsU1JnzMLOgxMh0nSGpsD5RQvzJ/IxXUkf5qb/g4v81gfSnJ8dLzPKcFj5NVKxUiCfDXlHCol9T8t40YWHGeFHFsmKBTP+5s+OGFqv2oYXFC11TSZ/U8O6rgDhlR2iWV4Wv/AKqE4PE6dDI8O+KJsX3YcrxTf/qYznPVfPOXTyKJ2TXm/H8Tt57MPhzKyTIZXFmaSlFmuZyVFhIYr/k2Giumv6UxUib5eVWvXrBwFkf/AAi4tyHJGnHBjcRKkzEnT+Tflcx16QKJn0TlQQypUEuXCoIIUoYYUqJJKiSRrlUjixuKw+Bwk7FYyfLkYaRBFMmzZkShhghSq4m3ZJJVqzrnxv7SvucXMkcGZXKxMiGqWNzBxQKN1pWGUqReXRptwvWy1PP9rniqLA5BlnDWHnQy3mUUWIxX24VWTLapC070ijadv2IkdU3Mgd3Nlf8ArIf4iQe9su9pXi2TiYIsdgMkxWHr9qCXJmyYmukXniS7uFnvnwr8Vcl8Q5EyVg1MwWbSIFHPwE5pxKG32oItI4KulVRq1UqqvRBTJb/usp//AOxfxP6vC/EmI4W4hy/PMtmy3i8BNU6GH3sK95DpHLfSKFxL1LeMH0Oz3KsDn2T4vK82w8GJwGLluVOlR2UUL5NXT3TTTTo1R0OgfiTwlieB+MsxyPEuOZLkRefDT4k17+RFeCKtEm1eF0VPNDEtj6AZbjpGY5fhsdg41Mw2JlQz5UcOkUESTha7po6/e2Bw/JmZRkfEUuGCHESZ7y+c1B9qZBMTjgbi1pDFA0l/ysWm+eNWvSvgXbxc4Wf/AOtS/wCqmHfWljoR4FOvizwo/wD9cv6qM777IchwfkuH/LPyv3Er8qUv3XvvIvP5K18vm1pW9ND1t4heNnCnBuMm5fHNnZpmsqLyzMLgUn7l3/ORtqGF1VGquJWsPaF42xHBXAUyZlc5Ss4x81YTCR0q5dbxzEv6MCd70bhqdIIaQpKHQSajsuvajTntf8Dpnua2i/spD5qfu+7p8z2v4ceLPDPHc54XLZ87CZooXG8DjIVBMcKrVwtNwxq1fsttbpHRBs5cLiJ+FxMjEYWdMkYmRMhmyZ0uKkUuOF1hihezVKl6wfSulTrt7VXh7KxWWf8ADTK5MMOOwvllZjDBC/5eS2oYZjprFA/Km2vu6ukCPang/wAYrjngLLc3jcv8uo8PjIIKUhnwWitsorRpcokfqc5y7DZxlGNyzHQOPCY2RHh50KbTcEcLhiVdrNmZ+VXzaavRK57p9m7wylcYZvOzvPJMM3IctmqWpMVHDisQkovLEv2IE4W07RNpXXmR6gzXBz8rxuMweKp+VYGZNw81Xp55UThfzXzO+/hHw9L4X8N8gyuBP3kGFhmz29Ypsz7cb/yonrtQ3aj9fZKx+L8R/Erh7w/wkqPPJ82Zi515OCwsKjnzVWjiSbSUKveJpWaVXY/u8XZ5I4a4YzXOcTD5pWAw0zEOGtHH5YW1Cm920ku6Pntn2cY7P85xucZtOc7MMdM99OjdaJtKkKrWkMKpClskjMml/HYif7Uf8vGsPwc4pSf2YpuaqCJrm0pTo/Vn7TgX2g+FuIsRJwWbS52Q46bZPFxwxYeKK9lNVlZfrqGuiqzpm3yI7pp0aao1zRrrB9MT0/7Q3hlL4z4ejzbKZCfEWXS3FLUKvipSq4pLpvq4f6VreZs/leypxrjM84cxmQ5tOc6flSgiws2ONRRx4eKqULWtYIoWqvaKH196vTQx5VfM2CkUEMSdVEqrsdpvY+4ZkysqzriedKTxU+f/AGPw8UUN4JUtKKNwvlFHFf8AwaPSnjZw7Bwx4l5/gMPC1hop35VIVEkoJsKjokrUUTjhX7p2R9lDGSp/hbHh4LTMHmOIlTNrxNTE/hGjVv4j3HPnS8PImTp0aglS4XHHE3RQpKrb9EdXuMPaWzGdjpsvg/LsHKy+GJqXisdBFMmTl+0pacKgXKritSqWi7NZvgJWaZVjcvxFfcYuTHh5nldH5Y4XC6PnRs6OcWeEXGfC+IikTskxePwkD8kvGZfLeIgmQpWicMFY4OvmhXd6kg/X5N7SHF2ExEEWZ4XKsxw0L80yXDh4pEyKHlDEo2k+8LO0fBfFGW8YcM4HPMnmRxYTFQ1UMxUjlxJ0igiW0ULTT1VqqqaZ878R/N50cme/dToHSKCNOCKF9YYqP5H9vJeNeIMlyaPLckzzH5fgY58WIjgwk1Sm5kUKhb88K811CreanQuaa7seNHB8vjfw+zLLoZXnx0qH8qwMSV4cRAm4Uv3rwvpEzoTJiUccEUNoYmmvWh5uaZxmGbR+fNMfjsbG35vNisVMmuvOsUTv1PBl2jgStdUpoWTB3s9nr+0xwr/+1f8AWRH9vxUfl8MOMIlqsmxj/wCojP4vs90/4meFKf8Aij/z4j+14r/2reMv+Zcb/URmPquivAmbSOHuMcjzbFyp07D5fjJWImS5NPPEoFpD5qKvdrudlY/abyBKKJcP5woVe8yQn8POdTvNd9zMcVYYuqS+aN4kfTCF1Sa3PyviXxph+AuF487xmDn4yVBOlyXKkxQqL7cVK1fI/USvuI9Q+1Sq+E+IXPG4X+sMRX8GD2nOHn97IM7XaKR/rnp7x18RMv8AETNcnxWWYHGYOHB4ebKmLEuBuJxxQtU8kT0o9aao9WQ3SKmlDE3WkKcT7K7/ABNyRHuX2bvDWVxlxBNzfOpEM3IMqmJOTGm4cViKJwwNaOGFNRRJ61hVGmzuboj8T4L8PwcM+GPD+ASanx4aHFYhxUq503+UjTa1o4ml0SP0fE2cYbh/IcwzbHNrC4KRHiJlNfLCqtLq6UpzoZt/R+d8R/Erh7w/wsuLPMTMixc9OKRgsPB5501J0bSsoV1iaVnS9j01P9qSL3zWH4RrKrZzczUMT9FKa+bOu/EGe4/iXPMdnWbzPeZhjpjmzGq0hVEoYId1DCkkl0R4FblwdzOBPH/hviTE4bB5rJnZFjp78kP5RMhjkOJ1pCpq0tT78MNW6KrPctOZ8zXRppqqao0dxPZY41xPEXB+JyXM5sU7G5JFLglzYtY8NGn7tN1q4oXBFDWit5NXUlg/oe0V4cy+MeFpua5Zh4XxDlktxynBC3HiJKq4pLpd7uGz+1VKnmbOlMLUUEMSdYWlEq6n0zPn/wCMPD8rhfxL4gyvDQKDCQYn3+Hghl+SGGXNhUxQwrlD5nD/AIpeNK/GN1FhuF8zQjuqkLvsNgIKUYqNwF+g2HqNUwDRNUV/AfUCblAAm9ykABWaEX3ugvURa3KJX4ABX0IH4hB6BfUBuQrI+gGVoFTkF8i/IqKtfQjKtdCMAB3AGoLxImrfUsH3ifxAX3AqADC1FS7dAHqFqNVYdQF6jYepUraVAhfkhZbCldADRbkuUB6DruAgNM9nezU6eM2RdZOL/qIj1g3zPZ/s1Qt+M/D7SspeLr/6iL+JL4sd5FpU6ie1/ip8XiNleFiii/J5eUKZBDeijinxKJrq1BAvRHbuH7p1e9sfJZ0GY8P59DDC8NHKjy+OLeGOvvIPRpR/BmJ6V1vYANoPmjt37H06OLw9zeVHE3DKzibDAm7JOVKbp61fqzqJr0O6XssZPMy3wow+LnQxQx5pjJ2OUEUPlcMLalw+jhlKKv8ASROSvcNjoNPwUuPxyjwU77UmPiyKTHXeF4xJ1O/Op87sTn0l+Is/iGrikPPYsx80K/U/KFMql2uTiV9EE9T0V7X86ZB4dZXKgialzc2lqYk/vJSZ0ST6VSfoj3rC1EvNC007prRnqP2oclm5t4T4ydIh80eW4iVjolu4Iawx07QxxP0Mz1XSggXUHRkOyPsYzvLmnF0in35GDmN9YXNX/wAR1vS2O1Psb5HHIyLiHPZsEcKxmIl4WS4oaKKGVC3FFDzTimNV5wvkycvFdi2dGPaQlwS/GbiJQKiiWGmRfvPDwVfyR3nZ0K8eswl5l4v8UT5EScuDEwYW37UqXDBEv8pMzx9HvL2N1/8AdPiF/wDnCD+pgOwcd4bHXv2N3/8AdTiH/nCD+phOwkdoRfVfPTxNxU3G+I/FOInxeabFmc+Gv9GGLywr0SSPzHofofEJU8QOKUtFmuJX/TZ+eo6m4gHpbUB2KhS+oFq6Cq2IqwL7cP7y+p3k9mj+0hwv/gp39fMOjcL/AJSF/wBJfU7xezR/aR4X/wAHP/0iYZ5Eez2j5k4X9Ek/uv6s+mzdD5k4b9Fk/u/iycCuQlAymwSPPyPKsTnucYHKcCk8Vj58GEl1TaTmOlXTZKrb6M8GqSbiaUK1bsdoPZd8Mp2Djh40z/DTJM+KCKDK8PNhScMuJJRT2tU4lWGHT7Lid/MmSjsZhJEGFwsnDylSVKghlwrkkqL6Hrv2ic0WV+D/ABHH5YoosRJhwcKXObEoH8E2eyanVr2u+LIMVmmVcKYWZDFDg3+X4xJ1pMiTUqB8moXFE6r9aEzPR+D9mzDS5vjVkPvL+4lYiKDrEsO4fpEzvDsdEvADMJWXeMXDM7ETIZcqZOm4asTonFNkxwwru4vKvU726jl6R/KzbIMmzibLm5tlGXY6ZLThgjxOFgmuFVrROJOh4f8AwK4VX/8AjeSf+wSf9U9W+0Zx5xZwJmORzchxWGlZbjZU2CNR4RTWpsDTu21ZwxWS/Zi129OL2guPk6vMME11y6D/AFhJVdtv+BvC6X/g5kv/ALBK/wBU0uD+GP8Aydyb/wBhlf6p1J/+0Jx3T9OwL/8A46D/AFw/aD46a/TMAv8A+Og/1xlR3PkypUmVBKkS4JcqCFQwQQJKGFJWSSskkeq/aflwx+DmbRNJxS5+Figb2fv4FVejZ6DftAcdrXH4Gv8AzbB/rn8XjDxc4v4syDEZPm2JwMWAnuCKYpeDhgj+xGo1Rpul4UMXXD4FQ/8Afc4WSrbH/SXM/gjvsdB/A1teLvCsWzx6XxlzDvxsXkkdV/bIxM555wxhYn/N4MNiJ0K/puKXC36KFfF8zrsztF7Y2STp2W8OZ3KTilYadNwc1KCtPepOGJvZJy6d4kdXGXj4BEArvuVHar2OMTE+HuJcJ5m5crHS5sK2TjlJP/MXwOw8Toj0b7I+URYTw9x2azJfleaZhHHKiT+/KlpS0/8ALUw95O5i+q6D+NWClyPFnirCwpKXNzJxun/Ke7ji+cTO/EMKghUK0VkfPvxczCDNPEXirHYWPzQR5hPUqJOvmUFIE1/kVXod98izLD5zkuAzPBzFMw2MkQYiXGqrzQxQqJOnZ7lo9Y+1NOjleDWaQQOinYjDS4u3voYvrCjpXHq+lvkd7PaAyaPO/CHiWRJ8vvpGH/LIG1WnuYlNaXVwwRL1OiMUSf2lpF9petxxKhUTqio0PdnskzHB4pTkv7plU+F9aTZLX0O4z0OpfsfZRNxPGec5tFBF+T4HBLDqLRe8mxp06/Zl+lVzR202qYvqunvtcSoZfiVhI4X9qdlMtxLrDOmpP4RfI/heA/iXB4fcRYhZp7yPIcx8kOL8icUWHihqoZyh3STaiSu1R3cKT8/2qcbLxfizMlSok4sJl0iRMX7EUUUUynwihfqeoU6M1n4j6SZbmGEzPAycbl2Jk4rBzofPLnSY1HBGuaaseXU+dvC3F3EnCc2KPh3N8dgIXE5kUuVFWVHE1SsUuJOBuiV3C3ZHtLJvaS4vwihhzTA5TmEOricuPDxP1Ta/6KM9R20zPLMBmkj3GZ4LDYyT/e8RKhmQ/CJNHr/ifwP4Dz1Rxw5LBleKihUEM/K4nhnB2gX8m3rdws/C8P8AtN5RPjgl5/kGNwSbUPvsJOhxMCru01BF8Ez3fwxxHlPFOUSsz4fx8nHYKZZTJbvC6XhiTvDEqqqaTJ+xXTLxa8H858PoYsd7yHMchcaghxsqHyxSm6KFToNIattKJNpulaNpHrKH78P7yPpJnGXYXN8qxeXZhKU7B4uVFInS3+tBEmmvmfOvOcrmZJnuPymfGpk/L8XNwcyNJpROXE4aro6VNy6ju97PyS8GuFEv/FK/9OI/s+K/9q3jL/mXG/1EZ/I8ALeDnCi//Rr/ADoj+t4rv/vW8Zf8y4z+ojMfVfPh/eipzqcc50lRvkq/NG4nV1SpWhxTquTMXOGnzOiPppIvKhfQ9Qe1V/annvljcL/WHt7CtORB2R6h9qpP/ikxVNsbhW//AFhz+q6X0oWGD3jcvTz0gr3t+JDMyvu5lK1cDXysdEfTGTBDKlwwQJKCFKGFLZLQ9Se1NiJsnwkxcEtpLEYvDSY+sPvFFT4wo9m8OZhhs2yHLswwE6GdhcVh5c6XMSaUUMUKadNvU/Fe0LlE3OfCDiGXhoYHPwsuDHQ+Z0opMcMyOnXyQxpdWjn9V0SVgE04VEtGqrsDoge8PZCnRy/E3HSlFF7ublE1OGtm4Z0pp915oviz0fodh/Y5yOZO4i4gz2bLi9zhcNBgpUbT8sUcx+eNJ6VSggqtvMuZKO1b0Om3taQQw+KcilKx5TJji7qbNhXyO5T0OlXtS5jJx3i1iJchp/kWAk4OY1tH5opjXopkJnj6PT70DKyG0P8AtGw3FeYVHa7LuHanMUb0CI9BsWj3IVUoVELatiCP5i9N7lZN6AL7AACdyxa7WC1Ef3mEQqJsGVRk26FZEQUMP4EragGUXWzMrQq57mmWl6ELDqREVSArKLAvtdyPmalv7RGuRBAOxUBLWLqHeosA9CogtSwBml910sZrqaWgEqxetUrjqKXAqhb0C0JSjTVao0knSlomURgOFp3QILVbntH2an/35chpvJxf9REervme0fZnSi8Z8jdPuycW/wDqYkZ5eEd4190/icZ8M5fxfw1jsjzaGN4TFQJOKW/LFLiTUUMcL5wxJO9Va6aqn/bWh+E4l8Rsu4Z8Qcq4czuGDDYfM8K5sjGxTKQqao/Kpcap9lO1Iq62puYjTqN4heFXE3BWOnrFYDEYzLIPNFBmWFkxTJMUCp9qNQ1cp3o1FvWjiVz8DBFBHNhly5kMcyJ+WGGBOKJvZJJan0xVKmVKlqNxqCBRv9air8TXZMdMvCvwLz/irGSMVxFhcRk+QQxQxTPyiBy8RiUneCCDWBOn3oktU0mdy8JhpODwsnDYSTLkYaTApcqVLh8sMEMKooUlZJJJJI5tjwM7zbAZHlWJzLN8XKweAw0HnmzpsVIYVp8W2kkrttJVdjO6r8l43cWLg7w1zfMYI/Ljp0v8kwaUfkic6ZWFOF61hXmjotoHodB5MKlwy4NYYU0+tXc9ieNfiPP8ReJoMRKhjkZJglFBl+HjhSjpFTzTI/6UTStWiSS1q368N8ZiV3k9nXi+Dirw2y+VOnQx5plUCwOLg81YvsKkuN1u/NAoXXd+bkeyMfhMPmGBxGDxsmCfhcRLilTZUarDHBEqRQtcmm0fP7w145zPgDiaXm2VpTZcSUvF4SKPywYmX+y3tEtYYqVT5ptPvNwPxjk/GuRSs0yHEqbKi+zMlRUU2RHvBMh2iXqnZptNMzZg6h+K/gxxBwdmU+fleExObcPOJxSMTIluZMkQUb8s6GFVXlSa89PK7OzflXqdTIHdTJTX76R9Ndu54seXYGOep0eDw0U5X945ULiT70L2MdEvDzws4m43xsiHBYKdg8smKGOPM8VJigkwwP8AWl1S946Voobc2q1O8XCmQYHhbhzL8kymW4MFg5SlwVp5onrFFE0qOKJttuiu2f1tFTQ8HOc2wGSZbPzDN8ZIwWBkrzTJ8+NQQQ1dFVvm2klzaRLdH83j3ibC8H8I5nnuOvLwkrzQQXbmzG6QQKn7UThVdq1sfPLGYrE4/FzsXj5sU7GYiZHPnzIqVjmRtxRN0tdt6Hsrxx8U5/iHm0uRglMkcO4ONxYWTGmo5sdKe9jVaVo2oVsm92z1gakwdrfY3/8ABTiH/nCX/UwnYSZ9069exw0uF+IlyzCX/UwnYOY/sumpi+q+ePiFfxA4od//AMWxX9Yz8+z+/wCIia8QOJq6/wBlMV/WRH55vdHWMqh6kKBO5QncncCwXjh7r6neT2aX/wB5LhjpLn/6RNOjkH5yHujvD7M7r4JcMv8Ao4j/AEiaY5rHs6ZVwReVVio6I6PYfwD8RYcNKUWRyFFDDRr+yMhP6tfM7yEdOZmXFdHH4D+IiduHoH+7mWH/AIn9XJvZ047x0a/LYMryqCq8zxGK97ElXaGWmm+lUdzhbmXsmPTXh14AcOcLYrD5jm86ZnuaSX5oHiJagw8uKrpFDKvVqusTiuk1R0PcrJFFDDC4m0lzboeofEfx34Z4Wgm4XKo1nmbwtw+4w0dJMuJOj95N0VL/AGYVE7UaVak/aP1fitx/l3h5wvMzLGtTsbNrLwODT+1iJuy6QqqcUWy6tJ9D83zLG5zmmLzLNMRHiMfi5rnT5sT+9E9aLZKySVkkkjzeMOKc24wz6fm/EGJeIxcz7MKSalyYNpcuGv2YV8Xdtttt/wAVG5MHkYLFT8Fi5GLwcfkxWHmwT5MdK+WOCJRQv4o+h/BnEOF4q4VyvPMDRScbIhm+TzKJy4v14G/2oYk4X1TPnRWmh7a8BPFaLgDNI8uzRRzOGsdM885QQ+aPCzWkvewpXihaSUUKvZNXVIlmkdovF3gWT4gcHT8qimQSMdLiU/BYmJOkmctK0/Vabhetm3RtI6McTcPZrwvmkeXcQ4CbgMbC3SCbDSGYlbzS4tI4XzTZ9EcszHB5rgJGOy3EycVhJ8KjlTpMaihjhe6aM5pleX5xhIsLm2BwuOwsTq5OKlQzYG9PuxJrdmJcWvm44WoHE01AtYqWXqfvvCLwzzLxBzqRDBJnSeH5cxflmPp5YfKneXLi0ijdKWqoa1ex3CkeGPA8jEKdK4SyOGYnVP8AIpbSfNKlF6H62XLlyZUMuVBDLlwrywwwqiS5JcjWo9WZ94C8A5rBF7nLJ2VzWlD7zL8RFLokqL7DrBXevlvuegvGvwpyjw5wmDnYPiPF4rEYya4ZWAn4eBxuBfejcxNUUKaX3XVxLrTtT4gccZNwLksWY55iPLWqkYeCjm4iNfqwQ1vqqvRVvQ6Ncc8WZjxrxNi87zdpT51IJcqFtwyJSr5ZcPRVbru23uJtH9nwOhr4tcLKtf5/C/hLmHffZHQnwM/tt8K//vl/VzDvstETkR/I4oyHAcUZBjslzeV73BYyX7uYlZq9VFC9ooWk09mkdMPEPwa4r4Sxk2KVgcRnGVeb+Tx2ClOa/Lf85LhrFA0ld0cN1ep2r438Rsu4M4pyDLc8hUjA5tDOX5c46QyJkDlpedPSB+d1ira1aKrX7eB1VU9RLivmdFFDC3C44fOnRwu0VdKU1qe0fDPwW4k4yxsibjsLiMoyCqc3GYiW5cyZDa0mXFdtp2ja8qvrSj7v+4lef3nkg8/7Xlv8TbReyY8TKcvw2U5ZhMvy+UpODwkqCRJlp1UEEKShVdbJLU/P+J/FUvgzgXN87iigU/DyXDhYY15lHPitLhomm04mq02qz9DmOOwuW4GfjcfiJWFwkiFxzZ06NQQQQrVtux0q8d/E9+IGeScPlzmy+HcBFE8NBEnC8RMao50UPaqhTVUm9HE0pJtHq+GqUKjfmiS+1FWrbrVv4ncD2V+MZeccFPh3FToP7I5NE4ZcDf2o8LFeCLr5W3BbRQw11v0+P7fBvE2ZcIcR4PO8mmKDF4eL7UDf2J0t/elRr9mL5OjVGqmrNI+icSUULhiSaao09Dp/4xeBmbZDmuIzHhDAT8xyGdFFNWHw8Pnm4NtqsvyL7UcFW3C4U2kmoqU80XY7w18Rsj8QMpWJymepeNlpLFYGa6TZEXVfrQ3tErPo00v2qMS4PmZM/kp0UmdFDLmwROGKCOsEULVmmno09mfqOCeAuJeNcVLk8P5bNmSonSLGzoYoMNKVUm3MpR0r92Gr1omfQHEZbgsTN97iMHhpsxfrzJUMT+LVTyIIIYIFDAlDCrJJUSNdzH5Xwz4KwHAPCeGyXLm5sSfvcTiIlSLET2kopjVXStFRVdEkr6n6DNcywmU5bi8wzKfBIweFlRTp02N2ghhVWzkxuJw+Cws7FYyfKw+FkwOZNnTo1BBLhSq4oonZJLdnUD2gfF+Vxt/3A4ajmLh2TMUc/EOsDx0cLrCqa+7hd76ujpZEk1Xq/jTPcx4p4nzPO80ihhxuNmebyQtOGVCl5ZcCpqoYUlXel7nZXww8FOA854QyfO8RKzLMHmGFlz44J2PihhlxuH7cC90oLQxeZXrodUFbQ9/+zR4qyMgmwcJcQTVKyzETXFgMVG6QyJsbrFKieigiibae0TirVP7OrEe0uPfBPhzGcAY7LeEskwGAzWBKdhZ6hrNjjgdfJFNifmpEqw3dFWux00xmDn4DHTsHi5E3DYyTF5ZuHnQOCZLitVRQu6Z9KrH8Dijg7hziyXBDxHkuBzBwKkEydKTmQJ6qGNfaS7NGZf6r54uCKFVjTgS3isdpvY8wGYSsj4gzKdBNgyrFTpUGF81VDNjgUamTIea+1BDVfsNbHsfLPBjw8y3Eufh+Fcvjje2J8+Ih/wAmY4ofkfvpMuCTKglyYIYJcCUMMMCokloki2/mI07qi1Pnt4jY7D5j4icSY3BxqPDYjNJ8yVGrKKHzUr60Z218ePE/C8DcP4jA5fioHxPjJThwkqCkTkQuznR7JK/lr96Kio0omukklJOXBDaFNJDjPo73ez+6+DXClf8AxP8A+OI/seK/9q3jL/mbG/1EZ/J8AUl4OcJ0/wDEl/nM/q+K/wDau4x/5lxn9RGZ+q+fEWr/AN9jjnWkzP3X9Km3Z3poiWdmqp2fY6I+lOUT4MVleDxEqJRS5smCZC1o04U0/mfjPHHhbF8X+G2a5ZlcEMzMP5PEYeXFF5VMilxqLyV0rEk0q0VWq2Pzvs1cdYbibgPCZTPnJZzksuHCT5bVHFKhVJUxXdU4Uk3+0nZVVfb2pz8V81cfhp2XYuZhcfKm4XEy3SKTiJUcuOHvC4ap+hmOTMlQwRRy5kHnVYXFLihUVKXVUq6rTofSx0aOqnthOL/hJw4m24VgZ7V6/wB1gr8kjUuo/e+ypxdJzfgd8Pzo6Y/JonDDDFFVx4eNuKCJVWkLbgoq08sP7SPeDuqUsfOng7ifM+EOIcJnOSzVLxWHivDF92bBVeaXEt4Yl8LNUaTXeDwx8SMj8QsqWIyucpOYS4f51l82Je+kNWdv1oKtUjVnXZ1SlmDrj4xeBWa8O5hiMx4OwU/MchmROYsPJTmT8JV3g8i+1HAq2aq0q+bRxRekZy9xOjlT44Zc2CJwxy404YoWtU07prkz6ZaHDOweGnxqOdh5MyNaRRQJv4sdjHz/AOBPD3iTjfFSpeQ5dNiwsytcfPgil4aBJ0bcxr7TT/Vhq9bHd/w44NwHAnCeEyTLX7xS6zJ+IcKhixE6L70yKm7oklV0ShVXQ/TQwqGFQwpJKySVKHj47GYbL8HOxeOnycNhZMLjmzp0aggghWrcTskubG6PH4hznA8P5Jjc1zbEQ4fAYSW5s2ZFslyWrbdEkrttJHzu4kzjFcQ59mGcZhT8rx0+LETIVVqBxO0KrekKol2R7U8fvF5ccYiHJ8ginS+HMPMccUbrC8dGqeWJw0qoIaNwp6ujaTSp6ZbRrjAfQPS4FK2V2UTXQtLVeostbxcuRCoV5kpXRhumw/EKv6nZksy/3Oq5hBChNNg2tgwo6VdiahlQROYVK0FfmKoKUbsWO8TIteZY7RNERl6UHyA+hQ1Q12FthRsihOgFVbkBhFXqRGl2NMrDZ8iadirUlCKLTctepCqgHNhpaj80TdKGJiUMyJQ/d71N4aUo3E4u1DM6BS5nlV1SpUcbFAKoii5iqG425AHR9CrQVJvetgLaptWhdTBpWlt8wI7opNbIqAbhaDYAWzs0RqmoKrPmgCR7R9mdteM2SU3k4tf9Qz1glVfZ22PaHszX8ZckT1UnFv8A6lkvhHeJaHU72xaf8Lsjqk08ujVNf7ujtitDqZ7YzpxfkFP/AMumfKcjHH1a/H+HvjXxVwdhZGAU6VmeUyVDBLwuNq3KgVV5ZcxfahVKJJqJKiSSR7Uw3tRYP3MP5Vwti1N3UnGQRw+jihT+KR1bTKqG+sTXZHPPagxkzDzIcj4aw2HntfYm43GOak+suCFV/wAo9Kca8ccQ8a4xYjiLMpuJhhi80vDQvySJLVaeSWrVSbXmdYubZ+Zb+BKicZDVda1dxsFqVblER/S4fz3NeHMzl5lkOYYjLsfAvL76TFTzQ1T8sSdooapOjTVkfzeg3A9+8K+0xn2Cw8qRxJlOEzdwLyxYjDzPyabFpRuGjgb108q5Upf9dD7UOSqXWPhrOFM5KZKa+NfwOqfQvoTrF12Nz72oMfNw8UGQcN4bCztp2PxLmqm/8nAof849K8acbcQ8aYxT+IsznYpQOsqQvsSZV3Tyy1aqTa8zrFTVs/OV6itRJgUdCFehN0VH7/w18U888PsBjcLksjLJsGLnKdMixkmZG01CoUl5I4VSz5n7F+0rxnvhOHX/AOhz1/8AOPSHYbk6xXnZ5mU7Oc4x+Z4ryLEYzETMRMUuFqBRRxNtQp1dFW1WzwdhfbQFQJ03LpexQJ6XKABYXR1PaHBfjjxXwfw1gMhynC5E8DgoYoZcU6ROjmReaJxNxNTEq1ieiSPVtUNRmj3evaV433w3Di/9Dn//AFQvaW44rT8l4b9cJPX/AM09JVI3cnWGvdz9pTjffC8OPthJ3/1Tw8w9onjzFSXDh5uUYOL9vD4Jt/8ATjiXyPTvQv1HWGv03FPHXFHFUEUvPs+x+NkR082HijUuTFRpqsuBQwO6WqZ+Z0SSslZU0QelybFC+41KyfUC2pcdiLsNXYD9RwVx3xLwXOii4dzafhpMUz3szCxr3kiY3Srct2TahScUNHTc905D7UGMhkQwZ/wzInz6/am4DFe6hp+5MT/zmdbi9SdZR2sne0/kil1l8N5xFM5ObKS+Kif0Px/FXtMZxmGEnSOHMml5RNi+ysVPm/lEcKo7qDyqFO6pVxK10629BuuwdCdYuvPz7OMy4gzOZmWd4/E4/HRryudPj8zUNW/LCtIYU2/spJdD+egVGkfvfApV8WuFX/8Arv8A5Uw76bI6FeBrp4ucK3//AK1f1cw76rRGOSurvtlRP8v4Tht+bxj66yD1v4d+MfFPBMqVhJGJgzHKYKJYHG1ihlw/ZVJca+1BRKiX2oVX7p7H9sqv9lOE+TlYz/5J1wpaxZPwrtHgfaiwDlL8v4Xx0uZv7jGS5kPo4lC/keHnPtReaXFBkfC9JjTpNxuMXlhf7sCbf+UjrRvtUo6w1+s4+8QuJePJkt8RZh73CypnvJWCkQe6kS4qUqodYmlWjicTVXzPybvcA1iILlfShN76geTl2NxWW46TjcuxU/B4yU37vEYeY4JkFVR0avdNr62PdPCftIcU5XKlyM/wmCzyVB96d+jT4lfVwpwOlV+qrLm6no1lqTJTXayT7T2RuV5pvDmcQxLVS5smNfHzJ/I/lZv7UT93/wBxOF22/wC6Y3GJU/xIIX9UdZ6pN0QVh1i6/Y8feI/EnHUaXEGYxTMIovPBgZEPusPA9vsK8TWzjcTVWfj3dioCIIrwtNJp6p6AXKPYnA3jHxjwdIk4XBZhBj8tkw+SDBZhC5sMCtRQxpqOFJKiVWlyPbeVe1HhI5ShzThfFQzlSsWExUMcL7eZQtdr9zrAtC22JkV2qne1BlMMDcjhbNo3t550uFfFNn4Xiz2j+K80kxScjwmCyGF/3SFrFTqWsookoFv+q/Q9HU6joMkNc2MxU/G4udisZPnT8TPi882dOjcccyLnFE7tnDC2mmtUyMID21wj47cT8K8M5dkmXYXJI8JgpfupcU/Dzo5jVW7uGalWr2R5Gfe0HxXneQZllOMwmRrD4/DTcLNil4adDFDBMhcMTh/lGqpN0qmenkTYZBKIdi9gUeZlGZY7J8yw+YZTjJ+DxsiLzS58mLyxQ811T0adU9z3Pw77SPFGAky5OdZdl2ceSFJzqxYabG+cTh80PwhR6MVULWJkHZGP2oZvk/8ABD7XTM7f1R6o8V/EbGeImZYHFYvL8LgocJKjlS4ZMyONuGJp/acSSqqapLU/C2CE4yGqeRgMbicuxsnGZfiJ+Exkl+aXiJExwTIG002oldatfE8f1BUe8uFfaS4py6TBKzzBYDO4V/dW3hZz7uFOB7aQL1P3sHtP5F7uszh3OYY+UEyTEvj5vwOp9vQW5GesXXZbPPafnRyHDkPDcEqbtNzDE+ZL/Elq/wDlL1PSvHfiDxNxxiPNxDmcc7DQxuOVgpMPusPKe1IF95qro4m31PyjZBJgm/NkHQ1DDu3b6mkIYW7r/sJE6L7Lvuw3VafAgEQZRW4GS3Go2oQVfm/UjL+o/QhQG3YaIbX3Cor6jbUr66E12CD+ZPS5dBZ1Cid6M5J8MKq1qzMmGGKP7TaOTES4YYfMm3elAjx9irsNlYm+oFCHoKoARgj0IqU6lMrUq+ZplVzFByAUtsV6ERb0qBqXRTE0jMVXFWJtt8zUH5xGVoQKPVCw01BQtsOgbQIKNhuAL3NNLyNdRLh88cMMOsTof0osBLUFIW/PzbsWS1Lykfy9i+lBp3CIHyFGKkfUqmruVaDfQLvqBVXVM9o+zTF/36MhVrycWv8AqYmerq0Z/R4ezvMeHM4kZpkuLiwmOkQxwwTYYII2lHD5YqKJNXTexKR9IU1TVHU72xlXivIGt8umr/rV/E/Bf8dPiCtOJp6/9Dw/+ofmuLeLs94vxWHxHEeYx46dh5TlSoopMuX5YXF5mqQQpO/OpiTF1/B6lrYgT5m0V0IHSllcjVUBS/AludCroAt6izfUDXRASwZW/QiAbDR21CsNihqW2yJ6VL3VCB0JpuVkQFC3AVOWgCvMbCwXTQC6E27DsFYChMBdQHcAlkBWVadSW1QYFo2tg+oaFwDIugfJ2GugAbDYLWwF+ARKlXMA6crkelaFRHcAL6jTcqQH7zwMS/42eFW7fz9f1cw761SSufN3JM2xmR5rhczyue8PjsLM97JmqGGLyxUarSJNP7z1TP2X/HT4hp24mn/+y4f/AOmZvG1dj2h7ZFHj+E3yl4z/AOSdb3Q/v8W8ZZ/xfMwkfEmYx46LCqNSXFKlQeTzU833IVWvlWtT8+XjMhamugDYKiu2rJ8hVcg9Ai7E6BhahQFG4E2srj0LuTbUCrkgTaxU/iAdyLSq1D+gAW6Fb7GW1Uqo+gDT0DHoF21FEoPQOqFewCnMIVCuwL3FAq8ggJSwrYPoy/QCPoNGOwAWFkWqoQA+xK6FfIiAbBXZaFTon5d9XUKlEuvQju6vUtbkCFRy5EAEHUqAE2rQbVoFr2GlagVfdfoQ/pysvluTD5m3HEk7aI8DESnJmxQO7TLlScpa4wR2KRU7oWe1BpyLamiQE6ArJvoBFXY1Nr53Yzv8DU1fykWgGdgAgKybggAfUrIBnkF8BUIqKNrDcLS4UF/QVKEWX99E5llv7S6E3AiT30KvkNx+BFBZ2BU76FCgJuUCptNNOjV0eXMxk6KRDeFeeqbpc8Pc03/JQcqsalmptQBf71LzCnUJDYLsEKbjmHYLoFQ1rruTcqIhToaVaETpZkVaFxVd0OxN9y2e1AiNo1rbYzbQvdWIqsPQlegZUULXuS3IVCq67kfYjuy1IKupNwn6lAnYt0RgCgDTVAKfEaIm5rcCFVdiN31KnXsBGFpVD1BUXuKciFXV2Am+oLZoPTQgl6l2sLD0Cq+RFpQEVQivW5Bu0VdQA501QKBEr9xtzD+QXYKK3qXYlyhEeuxduhlv4lWoU6UD0DCpcB0tTULSwC5gIn3HUbUqRagWoWgWuw3AdHQUAWvcBuX0G4AMgYXzAbch/vUABvsH9QLlEfUtqk6j0IKx0IPqBSMpL1qBKJlVS76Bq4C46EqAHYWDFbgERlIBUCVCYCwo6XLSl2rE3qBXyRLUA76AKVJ9S7t3FtwIxoWhLAOqBN9Qu4B9iOxSPuB5uGxk2GW0qUgVFa54syOKZHFHG6xN1Ylv7E3n5V9TL7DUkkoxsS6AUoyvQhQD7GeiRfmLASlzUyvmM73LM+8BCdkUn0Ar1uQtVTqT6gXVE5juOdgMFC0CdyihE1Lda6AW242FfkFYCwU891Ui1LL/ADhL1CJfmVUA9Aq9SPSo7gCjapK7FV7ERHrU2/zcPOphnJFeXDzbZRELslblIG+gQ7MFB6hEoyoA9blVCbl/iAF6BkVQq6XLyItStXCLWFq1mR1I+xpNNUj7VAy0NixLyuj+JFcC3oyOm2pbADJUrlCAUdNaAPW+g+oAX5jXVBagVIfiOhfSwVKP4FuQqpS5ERlSMlWr5hSgVA9Ll2sERl36kYqtyir5Ab20C02YBrStwV6dSEAJDuUCUGwqh8AHYnqVtBXsBC1Q7jruA+pbE3LYCO1dC7WIwvUCta0K7aEr1Ffgwo1cm4YptvqVCwo+ZbK5AIXVE0KnyqQNx3FvUW9QLTVkXMtSKgVepNCX0pqVFBoq1SIwn8SBbuy05Mm7J1ArIUdiiaDYPqEQWnPuFRgICCm4AAAAAqCqoNU6ALU0IK2C1olVgKevQ1Za0b+SFVCqLV6vkTlyAnyAeoWuwBhdQ9aMuoEXyD7h7j0AXHwIAA6UGxNwLS99CP8AAr13IBqX92Zz8pm/qal0pN6w/iZYE0YpYFQE3FChv0Aj6Dsg9dQA1ZY3VktURa2AmoBK1sBa30RN3QV9Av8AsAfQIPWw6AYKnTmRWbKkyihL1BqDVv1CM9qMpbU+6wqU0dQLL++mZpd9zUMSTTpUm7Cp9QlctOQAgtTqQqexBew9SFKHdHI/zUD5t/gcfU8hyY1KhbWm24S3HA12LpqRfMqAr6E3C5igVKc7gvYAArB26FpyAlUFQMa9wimn0oZaLSqoBGNA9QBYXW3w6Bqj3qS5qGJJfaq0tKASzRNWbXu3+rH3qipSq3Uz0aAwLG25S0U34on8lso13uBlqoepvyNp+Vprp/Ax3AXKQq16EAq0J0DsA0H4jYIofILsP99S7WIC0sFcaaDYoNKulCW5FYvUgJFX/aZZVZ2KHUULYLqBGrDXYr1G1CCehGWqYd0BPiNrFS6BIofUqI9S9gG45E3KQRrqKh66BXApNvUoZQ5kfcakepBXYj06lot0NSiUFOhWK11IIWoYQDXe4FeQKHpYqurEt8CqhBAUnqAQpsxyAAjRbVCowqBVKEgibcwLrcBQO16CxuGW3D524YYecTpXsEYfYG/5JW80UT5pWFZW7mv0QHHqRm37rZTUu6KlIpf31fQDCVWkrs26JUhvXV/gIopdKSoHDzbdWzJRA7qqKR9dCA7sL5h2Fwp9Rv1KyIQGO9O4d9CoCbELR1Cr6BE5DYOzGroFR6DuIkANQaTP3fxJsckqVFFBG0k6qi63ON2bKiD4ktUbkVU+dSMLpoGAA3qXoBmpYvvMV6FiaidaOlAMC9HRGvoWzdd+4GO4LElam5OoD0LoCNVAwiolqf7CoqHyNw6MzvQ1D9112AjT2YXIarYi7BWodBuQBFuROnMNjcAUhVRbAEWl6atl8tqt0XzCiqqKFQ/V9wKkoWnE/M1svxZ5UWIhclROvmrSh4bNf3OFPm/wCWayq7lRNwuYVXdFJXkAD5l+plFXoBW+hUZTuFXuA7hcxVV0C5gXd0NfUyuYsBbMW5k33AFSqQLnWxVa6AdxqEy1AndChddwAW1G0+5ua6wym7tw/icbOSav5OT+6/qBxFQCIKralRK9CoCPW6CXQr1BRPQcwUCV56IrJo9S2AiuuSG3IrAB69Al8BqH8gLZ6WoF9A+wWmnoADFth1Amo7Mo2II9Rfaor8wUK30oyolbl2qgD7IPRh61HVoglLi7DoNgHxDp3G7LYogSDv0AAhUUDNPgVALQB3uW5C3oBkq+YeroVAR6VoGWuwuBB9RuUCOgWpbACFW9RWjJtzAPUmlC6jbSpBkpaADcl0hmxUuobdDjipE/tNvublfm5v7v4mAIkiq2wqNigTb+JQyCX6F2CIyqN3BLVoVaWIgRaF+oAN0FN9SWpUqsFL3oW/MlqhfMIjFttCsgAdgFcCOmgQ+oA8uVOgUujqnArnBFFDMibVYYns9DKtDFzoZKkhEqRUaoyGlF9mjVV80HDasLUS6aruRWS16IjT52KVR05XDqK3J8SBuUyi/QB+AVWES9ALEuxCx7U9SJlAnNl7Agwyohdiov0GxNy7gTmVEKAGoeo6MBSm4XqVa0WppQqF/au+S27gSGFxXStu9EaTUOiTfN/giRRRPW65bGe+oCK+rC05hhagHozb+5B6mEbi+5B6gZ3L2IikEaNbGWVciirQLQjKnTQCLVgrp3XzJsARVp2ATVAHwLtSpK3HYB1D0HYUAbld7BdEACpShWq1oNtBu6AS3Ic+Q0YAfQ5Z35uTyo/qcTTtY5p9HKw9P2X9QjgtqaDXMBVQ2JpzK9NADJsNyrYCF0A2AnWiL8hS1gACCuXawECLsPQA6a7gVTQV+xAQo+wbrYKvlKH8RR8w90XbegGfhQtAmVcgidyk3sOgUsFuN7K47kE0D7j0sF00KGw3KTYB1FC2pyD3sBFTka20J9AiIOnInpcpEVTQLuLchZgXuOg9Q70AN9EQroStrAV6VCFadxsBNtCrZ8wOQCKlbkddy1VCAQug1sqUGttAFiacy2rRk7Ackq8qd+6vqY6bG5H5uffWD8TjIG+iHYaioBroPQrViX7AFfUOlOgrT1FmUTbQbVpQvwGhBF0Gwd9LFAlk6UHoAtQD5ktUr7hKteXMCUYNN6UVEZQDUWDoQBUdgqVG4Gtouxh0Nw/ci7GbNARBWbat2BWUWqf3vs9UreoaiSrSq57Gd6lUTh0f8AtAn1BqkMX3XSLk/4mWmnR1RFS4uOdxR8igAFqREZdugAVPSgZdqkYGeyKiblXIqCsVX7UJarsUCdgWtNQtAFjShpeJ0+pZdHHDUy73dagXzWsqL5sn0A+oFfcm9wwmBdnaxNivQj6gU0/uQU1uYe5p/m4NNwJvdjbQLXSpVrZARKiKraC24Wr0Act+pBUqAJtOtKla3Wm/QBOjsAZKliW96MbaACFehG0AK+jC6XD3uA6l5E2LyqBXpsybWFVzFH2CHzqXXoSu24QA5p1pWHT/ZZwvsc878xhn/RaA4UO1CkCha2uTpUICdTSI1W1aAC200AsR01CKOpPUu4VV8AG9Br6gS3MaDceoBW2LuStO4rXuEEqXKO6AB2Gw7ah7bgQpC2ABDsNgDQ0XMJ3YXIKj0AsXQIi1LqiOvMtqAC+pPkVd6gTYblC7AR01IV3dBdqoE7Fo6OmgKBKdANwBHr0CDu7BAXbQDS9AA3IqFZK7hV66kG9NArgR6jnQu4pegEfYdy9NCdGBuX+amtfs/icb10OaV+an/u/icVCIaC47i+wUaGwdxYoELYEEdeY73Y9QtCg2EGNwA37B/IsMNbxfdXzIJCk7t2RYm27WXJFiicW1EtjJRLrVgqIQGwBqAsPmGCiw/rU3RnSxqGyfYyBNgV1qFTmBCFbRAF3a9CwxtLytJr5rsSjG4GnBW8EVYeVLoyW63oanNOZZbEGOyIi3CCj5gnwLuBEA6IoGFdF7kWhVr1Kh8y/Am5RQ9BUADUqnmSIWW/toiAddwhuRAUevxIigCv0JCm1ZGklD/SfyAyk3pc55stQyoWoq0scTicS2S6DYDK1sVaFAD8BbkCAKFX1FfkEBduY1I+hUBYW11W65iJKlYW6ddh2InTaq3QELsIoWvtQ1cL3oVJ/sv4MJqUFuRfLHR0hb9B5Y94Yl6MGi0K9KrUnxNUrs6gZepLc9Tfkjf3YImuzCgiesESfZgYaLbkjThip92Jd4WEnya9AIcs5fzaQv3vwOOj/ZfwOabVSZKae9/gBwXb0KtCb0KgDJ6FIuoU12BVWlqBp00sEQOlNCq76BAAh3G4FIysdwICoATUIW0KgD7hD6IqAiVyFCs6UAiNIzuao/8AaBHqHouZb15gCW1sO5dwlZVAj6jow/RlvXYDNPkX6EZd72AbDXkPUuoEqt7hUBbAR62CruW1SICV2LdlVO5F0YAi+ZXQbhR2uKcgEEGhQvqOgGdCroH8h8Qow9g06NjcIjVtQtLIOzLpdgR6haEdOyLVVsBySfzOIe9F+JxOlDnw6blYqi/UX4nDTuBBqVJ/ssUdLJ/AGsq5VqKPeqp0Kk2vutegEa1BWra/IqTpo/gBki0NNNa29GEnsm/QGptqRlaa1Tv0ZqGCJrzNOGD9pqiHi6xDDXdJIrdey0EUSdFCqQoygKx2Q+I9AIChagZpfQF9bEXICu+gIy3IOWRAo1E20qLQ44ofLWzpz2ZFapVE4UUZIb/k4ucMXyZlqmvx5kGbVsFQpPqUF9C67Bi+9wIanXjT0M2Nzfvu+y+gHHsXQOgsRTYhde5FUB8SrUEetgMoq6gFQfOly7dSfGpU/mAdwwLAal3jSM9jUt/aTsTmBAqVLqydgKr2SqypQrW75LREraiol82FyAsUVdbdAStw79gG1TVqGdDTsgI7/UpAgKOpE+pbV0uA9KgL0C6BDnYtqdCbgDRnnQrqtbDXYCQxRQ2UTpyqa88X7UXxZBazA5YHE8NOfmis1S/Uwo4v24/iblfouIp+1D+BxrsEaUcWqiir3Djj188T9Sdhr6hSsX7cX+Uy+eKmsXxZO4swL5otool6seaJ/rP4k1YAVf7UXxZzTm3h8NVt0USv3Rw79TmnfmZHZ/gEcJUPgHqFBS/IDVAOwum6aAdgDS50FqaDepbU/iA02JqVatciFFuAEq2IFKIK/Ia0CXQBcDSrLS1lYA6cgGFrcATS4G1gLZiwt0AB3YQ3G1gAToHfkRXARBcwVfECNLbcJlZFy0AvpQja5lIwKibdAPgBdkFe6QTCvYCLpQvZInVlAarQJEbvYXT2AFIUBoSuhXStwq7XAm4hWvLWhabvREd3YC1ImhpoABKWK7MgDUn+9ivUbAc2HqpOKabTUCdfU4vNH+3H/lM5cPT3GJtrAvxOGtqg+teaP9aONruPPFp54/iZ+o5bgXzx/txV/eZVHHW8cf8AlMyW4BzIqfei+IUyZvHH8SVqybAxXHM/vkf+Uzlijj/JZD8zr5olWt2cDOWL9Gk/vx/gBjzR/wB8jf8AjMjib1bZGLN2AnYq6B6CHUKWBa1XYlQFmQ06ECDu9DJS7aBWbpOxRvdks9ACCtsVfAiIFOQhbVk7ctherGhQonXRdNiNOHUv0ELpo6AT6AaMAToamtKMm5Zn3gMofUFdNiKjIV6hdQDILdhbYDPxKqbkBUW1WFqNyr5gO49LAdQLKvGTU1L/ADmxnmAXQvyA3AhozcuiAbWHwD1aQAWpc1sjO5dtAHUuxNygNh6Esy6gKO5PkivcIBuUbF1oESnMJXHfQFUauB6lIjkkp/kmIpzhZxo5Jf6PP/xa/E410CHyDLpcUCotdC9i35kdmBCulK0HYb7AQ5536Nh2uTX0OCnU5536NhvX6BK4hqTQulwp6k1RbVsrhJb6oArDvc0r7hU0AzsWtNLIPW4qAaa5MUdbjRloBNNS/AACMugfyADd8hv0G5V1AgG41QQdmA+oqAXoL0bCohS5VGF2GugRAd+YAqUH0BLehVqQCU7h6lAb6E2H1GugAehUyd3oAsNdgN72Ady7kd9y9AiPqwx3dS0CorlfoTe4rRN2Au7CVnSwVK/MVCJF8kF6lvrt9SLUKN2Ar8RqwHe4XoCbgGRl10pUdwOeR+j4p/0F9Tx9zyMM6YfFrnLX+ccASIUIKgU/3sBYLoAarpsQa2AEadGckX6LJXJxHG1yOWJfzWU/6US+gHF8R0L0QQGWuZpa10I9SrcBQMDcCdw9Al8CgZDdi/QgBh+gdKUC1VQpDeqIkaVuxAJ8hvQOlbj1ANWvcMIAT5h6MpPUCehqaqR+n4GXqam/ervQDIJYq1ABa8g1q6k6kULe9CFas2gMFIlQtDSLapaEeoWu5BaE5XHYdgNQWir0M7um5YW4WQC7XGoqX41AlL3LSxNNSpgN6k0LdahU3AaArSC0Am/+9i6EvuVU5hDfQBACFXehPUvwAr16j11FdK6ltQCDfQrC2QEReoL3A5JSphsR/i/U4kckv9HxH+L9Tj36FF3LT1ZFUpBAw+giAal23MrnQtegBnPiP0PCdXF+B455E+v5Jg09UovwKlcJaPmiLYtHepFQv1FNQUVWeg2Dr/ux2IJtUUsVXoFdaagS6RbqjWpNHXYpRacgupE7bLuW1OhETbowk2NbBFCmuxVd6EsVdCCdhf1D12QdHYolLt0KxtYED4BadSk3dihsO5d72JuAtsTqa2FrhWWWj5Ab2IG3QPSwYAL5jYvyJruBKXC1voXTegCG4A9AI10qXoR1S1RqtWBEtwN7jRFD0CWtUVpqrqR9GArzHUjqW5FZa6jqjVLkAaaoCtFehKAHoC9XoN+gE12FqMvxGwHLJ/MYtraBfU4d7HNIVZGM/wAGvxOLVV0CT1PoXYg11sFKXuPwEOrWwTKJ2sNivVk01IG5yRfokrWjjifyRxnJF+jyqftRfgBx6k22H4lSd7BUCD1oEuYQuN+oRVfboBFVajVlsq7krewDYMBJvkBLE22Nb7EpYB8AKUS67CioFCMOlHzLQCb3HYOzCAmgY3JegB66Go1f0MvW5qrdKbAZaqqlSrsKtu/zCdGgDVNUTc1Fr0IBBz6gpBx9igKlHUqK9RsR9EaStUKnoA+gr8QC1FArsLoBdwrizehdkBOwqnsOYtyAtAqaUJ9S7MC/I/oYbDQuTC3DVxKp4UEKabidIV8+hywYmZCmoIklstaFn4zylvjE6CVLmOGsx0eyTX1MVlf8rTsiN1d7kS5hWv5J/qzHXsaXuqWUafoYt2Jazd9yGKtLIU6MJ0rSyRUUKc1cL0LvsEtgI+dBUrdFchAfoN6Dcd+4HLK/RsT3hRxpbHLK/R5/+L9Ti2uEB2QKFR+oi+BXcNaFEoChkEp0PInKmFwz5+ahwHkT6vC4btEVmvHpYuoYIprqNQVUvUoKhNtBvyCd+wF+Qraop8S9AJoyF9CpXqBNg+tx2+YemgDqtS6CH71BSmtAJcvxI9ehdwM7lFNmABdrak6FqqEUfpUAWoVGXpcJlaBBaAVsFyAleY3sHzCAr6hD4Iq6lEfYK6oIqai+5AFLld1WhCgR0RXyZE6VdAGwdw9Qr9SAlXUu4TNRKlijNAHcLQglOo6sP4lQEdmA+YXYCBBp15BUAKnoNVQOthYCbvmX0Dt0C05sDnwq/m+N5+7r9TgsjyMLbD4yt/5I8f8AVsikRjQvVj6kUVa25E5ULBTzPmRaXCDVxrsV0qRlVFc5I6fksnn5ol9DjtWxyv8ARJSadoovwIlcTF3XUnIKl0FVhdSW0KgJvQq6AaLQCP0I9NjTI6XqBpOVRWmV3o1QtZW/vfkYs9AvgBr+S2Uz5GoPduJL7abtelDjCoDH9GLCyvJRV81PvH81NPTQ5/yqbFLpVJ80jjpWGsOm6Wxak2esaD1D+QZFQJjuEFRgvq6EAg1di6DcB/vcq1SJvYq1XQCxama8jUTuZYRPkSKvlfOhWNnYKzdOg+hCoIq10KlZomha05ATUBhMKKvUvMLqNQiksUm75BQaAAFpc2od4l2QS8tImq8l+LI22226sqUibbrFd6dEX0I/qWluhBC/GhOxaPmUL9BsA+qIHpQqoQFF1VlUtL6MlaIN77gVqnUhXzIiC/IK5GVaFHLKth5z6w/U4jll2w2I3+79TiXxCCXKhpGS7bkUvsItF1IzT0SZURCzrQlaF9AI9Ox5M5UwuGavVP8AA8Z8meVN/Q8H2i+oSvHdR2HqV3Cp11LyaHYqWuwGWqFhoib0LDQCt8khVLar7jsOVgFVuiprWhPSgT+CALoiNWuXW+46AIEvOivW+mhZVHMVtGR630Ay9ClfREAm2hQF2AjKuxbCroBCjUgDUX50BdrAQMOzGwC3qA9dLhfUCfxNUJS6uW++gEdAlbUur0LzsBNbBfIqIqbgR9VUnZUN762JYgnQnoUbaFEVW0l2NzbRtO9GYV+hyTvzkS3QHG/gUm9y6oDTdtESutEHqhqgI63rRoJ0rpRjcLStwMvWuoWl9CtK5HShAVKjWxXfRBU+IEZUr02D6oj5lHkYa0nG13lpHjrRHPh6+4xj18stN/E4XdBIg7h0D06kUhuyKysagdYutCLRAR9wC7AZZyxV/JZf70X4HG9DkarhpXLzRFHC9A+1zV2uSAVNOwS5FpQIglHyZfK1qQVbWoE3oFpQr6BW2AzTkirTQMq0Ay9QVpkAqtWpFVOqdC2oQDbXmq1rujH0KndOtGatGqw/e5LfsBx/IFdKkty1ADcdWAI620K+e4dPQNoKlK3FqltyCelQhH95ksajacVdDAUsHoOwfIDJUS2xUVDUUqw7al03AeSJ6JseSL9l/AOhO2hBVBHr5GXyxVp5WRa62L6tLkA8sT1haQ8sT0hfwHzQVQNKXMf6r+BUvJeJpxfs/wATDrzZb6AHV73C0oR2uWyKDo9C0oR0LqgFqXG1BUlaAV7B3FR6EES1KlboO4VLcii0tZXG+oWlQA2CrQqXIi3IKT8B3KVHLJVMJie8JxU+Byyn/NsRbRw/U43pUB0JtcrqTS+oUNPZdCWLFSqREZK+oWhVRrmUZZ5c79Dwip+19TxbVPJnL+Z4V/vIfEvrx1qVEs0UKa6WHMWqUCdaFVmToEBaX2Gw17D6AL+gVCWbNQ7oCLtYWoqDmy9LAak/n5cL0bSM6eZcnQsn89L11EV27bhP8ZGnNVD1WgClGlbUt9tETWo16AAuod0ALYaBsWVgDsEAviBHQevQteQtsBKFXwDWm4AUFOWhXUdAJuhet9RroO5A9Boh9AUFd6B2ug+YrsBFS9gl8C1XIbWAiWhufVzo+5jVm5/5587BHGLl3C6WCqFpYjF76ANegQtW4VegBktqlQoXyAlblhsyMKnqQVaVsZd0afozHyA8nCfouPT191D/AJxwOzPIwn6Pjv8ABr6njlSfWewKtRtuFIPvWZEyw/eXMlPiBVoLbE3NbaWAy7HJFbByX/Sj/A42crX80k/vxfRAcW3QbgKhAKSvwCCpYW5Fd+wXTUCU5iiDAREi7Fa+BNQqU6kpyqaoRcgC0voTsa2vcyqa6AEFZrQuiCsBqnvE9FF9f9pPdzP2IvgZD828TAvu5lK+7ip2HkjdlBF8DPqy1b3fxAvu5j/Ui+BPLHX7kXwJV/tNerDb0cToBfdzGq+7ip2Dgi1cuJehKxa1dO4q+bXqBGr6aB8g3fQcgCoIidCxaOwGCom5QFRUb2AF10IO9isAql5kVajUCrqO+gHPkUNdS+lxbVDcBR6bBD6hciCv4hKxH8iqysURItqUAVNgDoxouZV0QaIMr0KiWqaQAegH4gUPsLErWvUqK7IcgmLWowOWVX8mxD5xQo4zcr9HnJ6twv5mUrc67ARhp+oZQJsWOjYf1EQE2LtoF0sFq9wG55E/9Ewv+McD3qeRPS/JMK7P7wiX2PGKNC2WgVO61DZWS24FCV+pH0oitrUA7kqaa6pCld0qcwM76GodHQlNOhVpsER61I9Eae5OVQNSfz0t9SRaxdzcj8/Bf9Yy/vOulWBh0ZSum4qgqMj16mnQj6IBdCw+hVbYCWoFoXdqgXWwQ0VwRdi8wFCfiXegVa9Ap9CLmWnMJ0fMAK9A6jQAQoAm1y78gP8AdACbFYXzAeg36j6j4gR2q96HJirYiP0+iMWtW5vEP+Xjqr2fawRx0pSg+JVT4gKjuS9btm/LX/YSld0EZ2CvYrVypWrWgVHRD4ltW5FfQCMFHO1AEVjL9DXcgHPhbScZ1lpfM4DnwzpJxnWWvxOBp3YRHpYtiXqOgVYa1uT6Fgf2iLToyCbl7jcXoUHR7G4v0WVSv34vwMa+hyRfosqmnni/ADh0ZSaalSAdwmSvIvpqQTpsUNPYi5WAcwviPULmACfIN6EenUKbPkEKXAC9KjoVL7LSIq0AEsH8xQBQcxYAQMuxPgBCxfMblfK1gIk/QFsQCbjuGKf7rYBqKbDsOYGdXVIAcrgN+goN6oICoU2J0oXYoKz1uVrYi10uaXVeoGWVOnMMb3IF9bFZFQAH8+ZV0pUasFCIbDqF82QVVHf5Bb3CuiirUCr3HUBuSwqALrsiqxNyt2CHZXJSpd+QVwq/iH0VCLXoUI5Zf6LiO8H1MCCNweZawxKjRY0leBtwPSuq7hPrAF7lhVeQUXQrs01yHUbVqAS5lXqTRa1LsBH0PJnv+bYW2qiPG3seRiK/keEbe0WncsZvseP6hWFq/MEaV37hfElalWgB9idihIA9uYvWoVHawWtEER0VbmlSlCPdURaqnUKbXQo/QeupdVr8Co3h1/OIK6VMxW81dmaw9HiJe1zEWsVtyCOzGws2LaAAr0HWoXwAaXLvVE20C7sA+oV1YdS0sUS9ArMrXNWBBK0sx8S3rYaBTVk+ZWtSK11cCUsX5ldKXHYIzYq6DsFrpoFOo1HbUtOYRNx2Ff8Adiq1APUehHpYq9QD5nJibYmPev8AsOJ6nJiPz0S3AxfTYUpZlpSGqrUj1ANWrQluRYtCKlKgPQKiXMOqZYedKAQKtB9B6oKb6D1I6VCe4FoOYqtVcvUDlwy/m2Me6gX1PHvVnk4T9EzBf8nD9TxqBn6XDpWhUA0Qoi0LuTTUB2sxR1vRjuCCpHJFbCy2v22Yhh8ydXRL/exqOJxJUsloijioOpqK3IykyBZ2KRajZFBpvSxEV9rDcgjC9Ctq5PkUNg6LUB8iCPoHYo3Ci+6/mZRq9zOuhUOxUTctqkBk3LfoLW5hU7ChdCbWAiuV6je4vsBE1QPQvcn0Aj5gPUAB8RTkAM1CqEShRXrrQvpRAvwoQZp3KPQu4CEumohTbpuK3AjvsKF6DsgJ1GxbboQxeW/lhiT5lFpsLF94lrLlr0Kpl6eSX8AjCOWGRNil+aGB+X6k947fZl06Qn9RYiW4FFFGqULIzy5WP5K3QRqJOKOJ05sw9CNFPQB82UArigRUASJpsW5KqtwCKOw6sC9tARX2KgLsFE035d1dcyMm4HJElSqq4Va+qM7WELcLqtStKlVZfRgTQMm5XSl9QCKq3Q35jRX1Ab7HkT0lg8LXbzP5o8dnkz/0PCf431/2lZvrxnzDBKLUiqqlJcBVROxQruhUN7cy36IPV9yV9bAHVKpXZaE3LqlcCPmhoW9yEHLh3WclS9dTjdat2q2bw/5+DuYdL1Kg9dES1dDTTewfrUis+hStPRoFEpezoggk66FSdXZgId+Q1FHyADXUlti6B02IHwqNA6bDZMA+Yp2I9RuBVbqxpepFqUoz0Lp/ApEuViBeg+JUnsvUJNvRgRvpYXrW1CuFrn0HliWtQJuT0NUa/VFH6gZocuIviI3Tszjdr0OXE/pEfNfwQHEA9AAf3VvclK1SL+qqbkvzAFX6y6DYLfUCbXDZXVa0oRtdQDJYPQrs9AFHTQc7FS0qTYDnwn6Pjf3If848fd2PJwv6Ljektf5yPG7j6kHoWK9CLcrap3DSW5Mhon4ARaXKoapuJ0S+ZUr1i0+plurq1/sGI1FF5mq0otFyICbhR9Axp1FiCegdSkXIACdyq4E2uCv5EAdxqOwAKtiOybZWagShcMUd6/q7ga/J5vk8ygbVKrqcTuf2YcRJihcbjTSu0j+U5jcTaUCTbdPKjVmMy2uOgN+f+jL/AMlDzutoZf8AkGWmOpK20NROq+6lTlYygK+hOhdWTV6hRChLFYETtzAAE+pUl3G4WoCldAwR6AZKSm5pcgJQblBRPoVahpiqA1C/tLUyrIsFXFStiU1RA31KEXnYojrXUUdKofUfiQO4WvIfQWKjWxyayYVyib+hx9aG3+bhfNv8AVh1rWv+w1RTaK0MS30TMhoA1Ek1EqUK9jSiUSSjtsouXckULgaUSu/97ASgVCkAUq60FOZVYLpQArkL2GwE2ZpEV7l3QB31FKsX3HfUBqgnR1XwA1Ar8sV4VSl2CVvyZp6VWnIIm4G+lx6AGeTiP0PCf434HjNHk4hVwuFadqP8CpfY8fclyuo7akVErOhaFVEUozT1LVa0Rb7aClQJFerJtyLvUPQCX9RtoGV61qBOxaOwu3T5lVtSDUj8/Lb08ybJe9zeHXmnQJ2ucbKg9aDZV0I9ikU7Ni/Qr2sTuUS5VStB9AyCb7gPoUom4sPUq+YDoF3AaAmqGqL2BBOVh0CKUEh8O4VkhYBy1F3S9BtoE9AhR73H+9ALVugpS2ool6lWpNgMtfZbVjnxn6VN7/gcVjkxF50b6/gEcVuVR6JF6haEUrVGXe5p0JuIJepVo67XDoId9fQCfQLWtCvXQlHvuA+ZOu5WguwFW3Mm92GnUad+oHkYT9Gx3+CX1PGfU8rDXwuO6Sl9TxtUipPWdFU0PwCrsRpPkVQu7bVBSroTVu4Qf2tdEKPpQb9AtAGqIVkAV1HoHqKVVaBTbmN9KENdXoBl9NRcruSlAGo2oxv1LToBkv1Kl5nSFFqobQNOLeLl2CafZgV7x/KH/aZbq29XzG29wFbgf8lOtRUX1ONUqbg/NzE9KJ/Mw3yAIj1uF2H1AmgK+iuKEEetSNmrtGV60Cn8TcbuuxnoWOqiafQCNhjvsSgQZO9bl7B6bhTfZE6FRXqgOMq6ak6l2KKNUKNMALi2jAINS6eaxOTLDeJDdFRLeoWhQFT6FtsHcbaIIOm4Qew+gFXyN/3KDvEYfI5IoYlJltql2EY30FOROdSoKdjUMaS8sdXC3tqnzRnUabAaih8tKNNPRkZYI3DVUrC9YeZY4UkmnWF6P+IRj4FXclChR/EEoWFJ6gO9Rt1K07BUr1+gEWnUvULQLS4BV1L9QAgupWyOtdSt/MCFQ9NB8AB5M62Dwv8AjfgeM2jycRbB4N8/P9UWJfXjULsRAKtLjtsR2ZVrbRgEnzKnR9CfPsVa11Abu5CxWfIXvQDOq6mnoqBlo6WQRGnS9BvzIuVS9wrkw9fyiXXSpx86czkk2nwV5o4/1nbUIUYXMF3IGpGm/QrC9Cqi6/AUqqDsK0pzIGqLs0R2L6FQ1Doti+hL0Ag+pXr0J2Ab3dyK5dOQpYilLPoWxLDXYoqJroXQPmBAvWo3C2Ab3KuZNqMqaS6ANGAHq9KATY5MR+kTFfU436HJif0iNoiONAi0uXbmF0ehOhp6K1zOvICb7oq3GqENG6NAGqjRk5LQoCjZKl7IAGuepHSmnQu92PxA8nCL+a47/BL/ADkeK/oeVhXTDY9P+9L6o8W3MrM9PRFpYLTWvQMjSJa01HahdRtbsBCU/iV6gCX25h1r1G1rBaARaC25WqWogugB0diJr0K/mTRbBSopvuK7PUdeYBfM3DD5oqVSpq3sIV5k23SFb0JFF5koVaBbc+4QiihUPkhr5N/6RmwsFcCXp2J2L9B1CtQ/cmdl9Tje6OeVA4pc1paqi+KOJ211QSVlU9S6OwrVhL4EVPqy2q0CMBSi1GlmXsKrWoEZY19ojuuxqP71HyAykTV3ZdiATRgvUir3AKvMrqtNSDmFZVqAbBVKhpdh26lXW4Ci1CVEPoXQCwfeTGohtEG+SoEPQm29S/gNwG4sC1psBCq6tsWCGt3ZfU156fcSSCJSCH71XFyPIgnQOBKYnXRqh41hWl+QLBqjapYUVdC6w1/Wh17E2qmAG1lcb8y6AKNGoInA62dVRwvRmVrQV6ArcUNvNLq4d09Ye5gsEUUMSigf2uujNxQwuGsKaS+9Dy/2FHHuW2lLinIvRkDq9iW9QrFABD1uVAR0S5h2ZXTcjfqUGV7Cly7BGaOhdtblfzJzIpvzPIxP6DgktaR/U8fc8rE/oOC7R/UsS+x4i0qW3xLRBaBTbsEqjpoi6bgSjpYsK/2gQ2YRHdOqKu1xuF07gKW6mnVQoj6ldfKnrWwGXajYfItemg12Asn87DXmSlaU2LLp72GnMmqqtwBL2LoOYBqjI7XLuS4Ft3DFVoyVsBaPkWCCN1cMLfoReorTdr1A5Pczd5Ua6tE93H/e436GW4n+tF8Sw1qvtRfFga9zNWsqPnoye6mbwR/ATG/fR/ai1dLma/0oviyo2pUx6Spn+SyOTNSq5UdOxlt6eaL/ACmWVVzIaRRVqt3zIo5cf97jXox7qZ/e4/8AJZZkTc6ZWKK0T3fMym/2oviEHBFDeKFpdtyPqHdXr8QFR09Q+5W6sdWAqOmxeqRLcu4Us1YUqyWpWlEVXVgCoaxH56PZszq1szc+82O24T641bsBu6K4WvzArdlQzS2tEaeiCuwMvnSgWj5u5XoFq3s6AR9fmWtLgnRKhFWlajYlehUA5BCu1RYo58MqYTHtbS4fqePFSrPKwd8LmK29yvqeM7t2DM9qLQClqFV9CNIqXvcnNCtR6BAbj5FCpsuoo6dAPoAem9WTY01fYzzAehEjT1uKWrUDNzcEFV54mlAnTq+xYYEl5plVDst4uxIm4nV7KiS0SBqRR+alqLZGUV70RN+QD6At9aWI0BO5qCHzNLd2M2Nr7EvlFFvyQHkQTpcEESvZ2R468se9InrXQzavcWdnoEzFcLTo1TqQ3DHbyujRIkkqw33pyCuN9SdysgUYGvIVIGqNTX9tsz30LMr7xlGdhfXcPXoNCBrYmpbVAB3pRClNFcv0AHFyLS5FqVLmUVUHpYfQt99AIUb9CfiQag+9yoNU+ZySJajbb22MzoFBHRb3Kms7sU3qR6vmaghcV0viF0101NUUPWL5ItUrQr/G/gYtoEVtvXT6kQfUeoC3qVaXC+gVeQVU/LEmvmVpKK1KNVRGnuWGjXl3V0/wCM9i9iOzoyrSupQvq6CjtQrpyGyIJQ1C3C006NaUDT9CVW6oyjk8vvKxQUUa1g59V/Aw9K6hNVTTa3XQ26THVWje3PquoRj4BahaVKqEVHbuFbcbl2KidlUa7DexafMipcqqKUZVqUS72XqVfAi2RaWCI0eTiH/MMF/j/h/E8ZqjR5M9NYTCr9/6oJfXjlItirqFSnUtAl8AtADVdhfVUD6lhhb0Ajs67iy1LS637CtAIW/lVBr1D2AnqXTTQnYtwELXnh2SLork0daB09WA+ZPkG9x/sAv0Ii2emopbUCN3vYfQbalpYAlyLvYnKxaW6AEE6RKuqaJVtIv1KlJlpjtR1J0Nz7TolybOOvaoF2XU1KX8rLpvEjL1epqU6TYG/wBpEVJqpOjXWv4kepqcl7+OhLBE/WVSoi7mlsFZWhWFrWor06ALchXsS4XOgEevcqtcb1CWqSAq/wB2WbT3kTXMm6LG042EZfQmncr25BhR2SGha2WhO+gBkSbTRX1uWHV1AxyG/c04N62ZnmBd+QvQm1tA9QK2qjmibFWgHk4JfzfH/wCB/wDiPGiWup5OE/MY6u8lL/pI8Z66FvjM9qfUq0IFppcy0j6Cpd9CUe1Ch6FvXQm9BRkUBdCIA+tx9AgqO2wE7nLAoYEopiq9VDz6voIUpdIoknHqoXour/gYbiibcTbbu3zKl/SNuOKsTRBuFqBl7DXYrr/2E1Iq053J2LQbN7gIFWK/3Vr0EUXmvS3LkuRqKkMChTrE7xdORgCPsKrYOuxNdgLQsMTh0oZ9DSQGmoYqtKkT+Bl2d0R6dTXmT+9Zv9YDGwZYofK+ZnuFOuxqbTzo1hpcMybSJ/ZpWnM5MTKUK80NeVwzv68YrqLroLkaTYLqOwaAB2KtSfMDj7GlqRFRRe4pqFcquwJoyqyD6CzA3KbUdnRGYovM/M9TUn84ntcwruJBPT6G9JFv2n9DGjOR0/J4dqNjCs6hksUCO65jcEQGrF1IioBvWgpWw1Co0BKNN6FtyDXwC6lF0rXQXFw9K2TrQBzqFZXQKr7oBYip3RV8ygclfeUVlN2e0XR9epxPWjVHpTkNbaVObGU/K5n7wRxC1CbFqvUA+hVz2Jeuo0AbF2J13HZgXqFqTcoEpU8rE/ouEda2i+p4zseTif0TB8qR/UJfY8alS0u+Y5JWDCiL/vYiK+oE6MrbpStFyC+ZHXYCKxdCXrcqAIuy5k7Fq3TWoB/DsXaqZLbjYA9b/EWoSLdFTQE7q4WvUPQAUfElfgVMAtdbAdQ60AtxzJqPgAdW70KTR6LUsTaTdtUVFmqk6PqzNHTU3iVTEzf3jCuANQ/eS5tGXpaqLDaOBv8AaRByYijnzGlSsT+pxP4UOXE1/KJi5N29TieoPipdCOuqsX6CwVHZ8xprQtBb1AjrrsFvRkpfcv4BC1aFppcDVhUpqy1rsLOxAGpXfahO2o7gHogyvQyBUNO2pfmKgSro0iJOv8SvUiQEfyFLdS2LSwEtSrKqdkNBz0A8jCL+a498pSfzPFi1PKwj/m+P/wAEvqeLrcfEnp1L2IK2CmhGv96lrTkNNAM9jWw01FiCFVdGQLqihujkdZLSVPev/of7S4W+Kk2/WRxxV80Vf2mE39R83Vt78xuG6AKlwrdy06k/7CCtcyaB8ifMCgIBUu3cifQt3QUrQCUauP8AtL8LB6gZtQteSQD+QEqKh6hUYG0m5UVqUduxh8r1OSGvuIusSocfcBDE5cfmVmjkxUcTj8rdUqM43pobxP559l9Bpn64lsVBDqrkUabY1L1RACDLsTawHHf0NK+xClBF3G4elgDvYqJUu3MDUr85Dcy6Vrszcp/yi5GF2CHY1DHSGlE6GdwuegG1SPaj+ZmJNaihpRQ6R1fLmgMBa/72NxQPy+ZXhfyMXaAtaIa8w69heoFFbWQrcAGtLlCCAlqltu7CxNVpcC9thz5l9AuwAu3IhbUCI9nyZz422LmqmjRwPSp5GYJrHTm9W1+BT64HYely9tQqpX3II0u4d9EGEUFuUnQrskBC/QhacgF9zy8TT8hwfXz/AFR4froeViH/ADHB05xr40/gwn8eNeg9AVKqCpprrQr3WoWlmXfaoErp0BdSLWgELTmNGVKwEfU0k7VZHrShXok9AMvnzLXmrFtUiTa2oBHdjnpUrVWOtAH8BSiuNV1G2lwFKbhWYe9L7l5hDapLF10oEFS+o1rYqSaKgMpfIrSdEw0WGrVuYQn199G3q22YVqM5Jt5sXOphqzKDsWGzXNNOhN7Fh+8lduq/ADkxP6TPbd3G/qcZyYq2Ln1/bf1OOzquYB/MeioFfRj0IAowXpQDN1yK0itXHTZBUfMaldKqlu5F8wJ3BXTTcLUCOmu4emg2u16D5AXYmrtoXYiYD+AdrB6XqOwB3CTrfQjKtAJW9zSJuK8gBH1LZk6BHk4JL8mzH/Ar/O/2njUe60PKwX6Njq3/AJFfVHjPrqVJ6lL6grIvoRpBsFbqV6WAnZDct2QB3FL35lZPoByYVfzuT+8jEa+1F+8/qcuFdcVKpoojhif2ov3n9Qn1Om4tsNwnqRR68idkXanIa6UAi66AvdheoE1Vw2EL10uBBtYdAqAHfYy/kaaJ3QVd6rQiRXzRVC61su4GaVdqs0koV9pVf7JpxJWgvs4qa/7Dj6utQNRRtqjol02MMtL9QyDKWxy4n8++dKfJHE9Ko5sVee3oyjh9RSpWnW4dSCadQUligFZh7hehFYWhVtcytTSKKtBuSqqVMIt9gq1JUKtKgbkU96t6GDchr30Nepxp22oBpFS25ma07mk/mAC5B09CJ9agVNrR0NJQRK1ouRh9Qmv99gNU5EfPcvvKpKN+tCVT+606gF0KRNFWlVcCj5rcVFb0AV5F9SV5hMIpaGVpYtQp30KiVQqqalRWk1RHPjmosZNaW6+iPHrpSxy4pp4qak9KP5BL6wte4psSvLU06BUrq9y0vYnW1Cw00ANUV1cNchtqSq2YB0pXUroSuhU+QCvSux5U9fzHCv8ApRP6ni8jy56iWDw1f6Xzf8CxHiJU0C5ojtoWq0WpFVKg3QdUqsJ16AHq9kS+1A2txrowKS4WyHPkgD1vqa2Rk0q012AIipXdh8yp1YDfkVcrGW70FbAW4Vtb1InsWGvoEGrdgl6FvTUmm4DsVV11qRPrY0BGqahakfVlqFOnoWHfkStS6LpT4lRZtPPFTmY+JubEopsTVqsytaVAjVjUu0yB8ok/gZbInRqr3BXJiKe/m/vOvxMa7GsREniJrW8cT+bMK9lcg1Sju16E0QdruhG18ii9Uiw2auYbSu9DSfJkF5VBPMt9Sp1Sa9AD15EWt9Ct0SW42sAv6dyXoGApahLcrlrcL5hClUr2C66FdFqzKfqFWug3oybjV9QDXQq6FoyX2CI6WLWgddyeoU6kTCu7FSegR5WCp+S5hz9yv85His8jCxL8kxvWBfKp41aq3ctSe1XzoGSvyJWqsRWiaK1RXfcmncKOtS6X1uGnC7pruRXAu4VLErYtLW0IOXC/n4KV1p8zij+/F3f1OXBvzYuSqfrI4E/NE0r3f1Kn02C7hqJakqRVfIaitipgTcDYlgLuQWpzCo7AL9bBc/QPqiVo7hWnXUUItLKvUvnhg+804tlsEbUCX2o3SH5s444nFDSiUIcXmu3VkaqgJW/IqMgKr9AtbdiablV9AIcuIX8s10OJrY5MQ/5aJ9voE+sWM7XLXkyJkVaUJuHcQuu4Far8BTldlrbY1Cm2vLqtAr//2Q==)

Por qué un bono puede valer la pena —y cuándo es trampa

¡Vaya! Los bonos grandes llaman la atención.
Expande esto: un 150% hasta $300.000 CLP suena enorme, pero la esencia está en el requisito de apuesta (WR), la contribución por juego y el tiempo límite.
Reflexiona así: un bono solo tiene valor si puedes cumplir el rollover con una estrategia y sin reventar tu bankroll; de lo contrario, es un incentivo para perder más rápido.

Un ejemplo numérico ayuda. Supongamos: depósito D = $50.000 CLP, bono B = 150% → B = $75.000 CLP.
Si WR = 35× sobre (D+B), entonces volumen total a apostar = 35 × (50.000 + 75.000) = 35 × 125.000 = 4.375.000 CLP.
Si apuestas promedio A = 2.500 CLP por tirada, necesitas ~1.750 apuestas para completar el WR.
¿Tienes tiempo y paciencia para eso en 10 días? Probablemente no. Esto cambia el valor real del bono.

Cómo leer una oferta en 60 segundos (lista práctica)

Mi instinto dice: simplifica.
Observa los siguientes elementos en el siguiente orden y decide: aporte del bono, WR, contribuciones por tipo de juego, tope de retirada de ganancias del bono, tiempo para completar, requisitos de cuota (en apuestas deportivas), y reglas de apuesta máxima por giro.

  • Aporte real: porcentajes + máximo. ¿Cuál es el bono que aplicarías con tu depósito previsto?
  • Rollover (WR): ¿se aplica a depósito + bono o solo al bono?
  • Contribuciones: slots 100%, mesas 10–20%, en vivo 0–10% (revisa siempre).
  • Tope de ganancias: ¿hay un límite máximo que puedes retirar de las ganancias generadas por el bono?
  • KYC y tiempo: ¿requieren verificación previa al retiro? ¿cuánto tiempo tienes para completar el WR?

Tabla comparativa de enfoques para usar bonos

Enfoque Cuándo usarlo Riesgo Ventaja práctica
Grind conservador WR alto, tiempo largo Bajo-moderado Mantiene bankroll estable; alta probabilidad de cumplir WR
High-variance Bonos con giros gratis; buscas multiplicadores Alto Posible ganancia grande en corto plazo; arriesgado
Apuesta deportiva selectiva Bonos con requisitos en cuotas Moderado Si tienes edge en mercados, explota cuotas mínimas y valor

Un lugar práctico donde comparar ofertas (contexto local)

Espera… sé directo: si apuestas desde Chile, revisa métodos de depósito y límites en pesos chilenos antes de aceptar un bono.
Expande: algunos operadores promocionan “retiros en minutos”, pero la verificación KYC y los límites bancarios pueden demorar todo.
Reflexiona: por eso conviene verificar la política de retiros y KYC al aceptar el bono; no quieres quedar atrapado con fondos retenidos por falta de documentos.

Si buscas una oferta con condiciones visibles y adaptadas al mercado chileno, puedes revisar la sección de promociones y términos dedicados de un operador local; por ejemplo, en su apartado de bonos frecuentemente se listan condiciones, requisitos y contribuciones por juego —mi recomendación es consultarlo siempre antes de dar el OK: betsala bonuses.

Checklist rápido antes de reclamar un bono

  • Verifica licencia del operador (ej. Curazao) y cifrado SSL del sitio.
  • Confirma métodos de depósito en CLP (WebPay, Transferencia, e-wallets).
  • Lee si WR aplica a D+B o solo a B; haz la cuenta en CLP.
  • Mide la contribución de los juegos que realmente vas a jugar.
  • Confirma topes de retirada y requisito de apuestas máximas por giro.
  • Ten listos tus documentos para KYC: identificación y comprobante de domicilio.
  • Define un límite de pérdidas y de tiempo para intentar liberar el bono.

Errores comunes y cómo evitarlos

¡Ojo! Muchos caen en esto.
Error 1: aceptar un bono sin calcular el volumen de apuestas necesario. Evita esto con la fórmula: volumen = WR × (D + B).
Error 2: jugar partidas que no contribuyen al WR (ej. casino en vivo o ciertos juegos de mesa). Lee las tablas de contribución.
Error 3: apostar por encima del máximo permitido con bono activo y que te invaliden la promoción. Mantén apuestas dentro del límite indicado.

Mini-caso práctico (dos ejemplos realesistas)

Caso A — jugador conservador:

  • Deposita D = $20.000 CLP, recibe B = $30.000 CLP (150%, tope menor aplicado).
  • WR = 20× (D+B) → volumen = 20 × 50.000 = 1.000.000 CLP.
  • Si apuesta A = 5.000 CLP por giro en slots (100% contribución), necesita ~200 giros. Si juega 20 giros/día, completa el WR en 10 días —factible.

Caso B — jugador recreativo con apuestas grandes:

  • Deposita D = $100.000 CLP, B = $150.000 CLP, WR = 35× → volumen = 8.750.000 CLP.
  • Con apuestas A = 10.000 CLP necesitas 875 apuestas; a 50 apuestas/día, tomará 17 días, pero el bono puede expirar antes → alto riesgo de no cumplirlos.

Gestión del bankroll y límites prácticos

Es imposible eliminar la varianza.
Mi instinto dice: protege siempre tu banca.
Amplía: fija un porcentaje del bankroll que dedicarás a bonos (ej. 5–10%) y calcula la pérdida máxima tolerable por sesión.
Reflexiona: si el WR exige demasiado volumen, mejor renuncia; aceptar un bono que te deja sin dinero para jugar responsablemente es peor que no tomarlo.

Aspectos regulatorios y seguridad (Chile)

En Chile el mercado de casinos online opera en un área gris: no hay regulación local exhaustiva, por lo que es común que operadores funcionen con licencias de Curazao.
Esto implica: KYC/AML activo, pero protección al jugador menos robusta que en jurisdicciones como MGA o UKGC.
Asegúrate de verificar la licencia, los métodos de pago locales (WebPay, RedCompra, transferencia bancaria) y la política de retiros; y guarda todos los comprobantes para cualquier reclamo.

Mini-FAQ

¿Puedo retirar ganancias derivadas de un bono antes de completar el WR?

Normalmente no. Muchas casas permiten retiros, pero congelan las ganancias derivadas del bono hasta cumplir el WR. Además, pueden retener fondos si KYC no está completo.

¿Qué juegos conviene usar para cumplir rollover?

Tragamonedas con alta RTP que contribuyan 100% son la opción práctica. Evita juegos de mesa y en vivo si su contribución es baja; no sumarás al WR.

¿Qué documentos piden para KYC y cuánto demora?

Suelen pedir cédula o pasaporte, comprobante de domicilio y a veces prueba del método de pago. Si todo está en orden, la verificación puede tardar 24–72 horas; si piden source of funds, puede demorar más.

Consejos finales y reglas de oro

¡Aquí está la cosa! No hay bonos mágicos.
Expande: el valor de una promoción es práctico, no nominal; se mide por cuánto puedes convertir en dinero real después de impuestos, comisiones y cumplimiento de condiciones.
Reflexión final: un bono grande con condiciones imposibles es un gancho; el mejor bono es el que puedes cumplir sin romper tus reglas personales de bankroll y tiempo.

Mayor de 18 años. Juega con responsabilidad. Si sientes que el juego es un problema, busca ayuda profesional en líneas de soporte locales o internacionales. Establece límites de depósito, apuesta máxima por sesión y opciones de autoexclusión cuando el juego deje de ser recreativo.

Sources

Curazao Gaming Authority — verificador de licencias y regulaciones.
eCOGRA — laboratorios de pruebas y certificación de RNG/RTP.
World Health Organization — información sobre juego problemático y recursos de salud mental.

About the Author

Marcos R., experto en iGaming con experiencia en producto y evaluación de bonos para el mercado latinoamericano. Escribo guías prácticas para jugadores responsables y consulto plataformas sobre usabilidad y cumplimiento.

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