Abstracts Publicaciones 2021
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Portal Revistas U. de Chile
Actualización del manejo de metástasis encefálicas
Brain metastases represent a critical stage of oncological disease and its frequency is increasing over the recent years. The treatment of brain metastases has moved from a conservative approach to an active management that should be individualized for each patient: in case of single brain metastasis, surgery or radiosurgery should be considered as first option of treatment; in case of multiple lesions, whole-brain radiotherapy is the standard of care. The aim of this review is to present general aspects including new approaches in management of patients with brain metastases.
Rev Hosp Clín Univ Chile 2018; 29: 154 - 65
Gustavo Zomosa R., Lucas González J., Gonzalo Miranda G., María Fernanda Galleguillos E., Anita Arellano A.
Las metástasis cerebrales (MC) son la principal complicación neurológica directa del cáncer. Las MC son los tumores intracraneales más frecuentes en los adultos; diez veces más frecuentes que las neoplasias cerebrales primarias(1) y se caracterizan por plantearse una terapia paliativa, lo que actualmente ha ido evolucionando hacia una terapia activa como el tratamiento quirúrgico o radiocirugía y lo que ha significado un mejor pronóstico; sin embargo, el número de trabajos publicados acerca de esta patología es sólo un 25% respecto de las publicaciones sobre tumores cerebrales primarios como los gliomas(2).
EPIDEMIOLOGÍA GLOBAL Y LOCAL
Las metástasis al sistema nervioso central (SNC) son comunes, afectando hasta el 30% de los pacientes con cáncer(3). La incidencia varía entre 8,3 y 14,3 por 100.000(4).
En Chile no existe un registro nacional de tumores cerebrales, por lo que la incidencia real de estos se desconoce. Según la información disponible, basada en datos de egresos hospitalarios y de mortalidad, la mortalidad por “tumor maligno de las meninges, encéfalo y de otras partes del sistema nervioso central”, que incluiría a las MC, en 1997 era de 1,2 por 100.000 habitantes, aumentando en el año 2013 hasta 2,6 por 100.000 habitantes. La mortalidad asociada aumenta con la edad hasta ser de 17,2 por 100.000 habitantes de 80 y más años(5).
La frecuencia del tumor primario como origen de las MC se aprecia en la Tabla 1, destacando claramente el cáncer pulmonar y siguiendo con porcentajes menores, el de mama y el melanoma.
Tabla 1. Origen del cáncer primario de metástasis cerebral
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)
*Adaptado de: Ellison D, Love S, Chimelli LM, Harding B, Lowe J, Vinters H V et al. Neoplasms that spread to the CNS. En: Neuropathology. 3rd edition. Londres: Mosby, 2012;849–56.
FISIOPATOLOGÍA
Para que se produzcan las metástasis de tumores sólidos a SNC se requieren varios procesos: el escape de células tumorales desde el tumor primario, degradación de la matriz extracelular, intravasación a los vasos sanguíneos, sobrevida de células tumorales durante la diseminación hematógena, migración a la circulación cerebral, extravasación al parénquima cerebral, luego proliferación y sobrevida de las células tumorales en el microambiente cerebral, pudiendo permanecer en estado de latencia por períodos prologados de tiempo, con procesos de neovascularización, por inducción de factores de crecimiento vascular endotelial(6,7). La llegada por vía hematógena explica la distribución topográfica de las metástasis; el 80% se localiza en los hemisferios, especialmente en el territorio de la arterias cerebral media y cerebral posterior (Tabla 2)(8,9).
Tabla 2. Localización encefálica de MC Localización MC
![](data:image/png;base64,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)
*En orden de frecuencias descendentes: lóbulo frontal, parietal, temporal y occipital. (Adaptado de: Yachnis A, Rivera-Zengotita M. Metastasic brain tumors. In: Neuropathology. 1st edition. Londres: Mosby, 2014:191-3).
Las MC se ubican especialmente a nivel de la unión de la sustancia blanca y la sustancia gris debido al cambio repentino del tamaño de los vasos o a la forma espiralada de los vasos que a este nivel actúan como una trampa a las células cancerígenas(10). Otro mecanismo implicado es la siembra del cáncer por extensión directa a las meninges adyacentes a la base de cráneo, mecanismo común en neoplasias con osteoafinidad como el cáncer de mama y el de próstata(11).
El crecimiento tumoral provoca inicialmente signos focales. En la medida en que los tumores crecen comienzan a producir hipertensión endocraneana (SHEC), por efecto de masa, edema y obstrucción del flujo del líquido cefalorraquídeo, lo que finalmente llevará a la herniación de las estructuras encefálicas y a la muerte(12).
ANATOMÍA PATOLÓGICA
Existen 3 variedades de MC: tumores intraparenquimatosos, carcinomatosis leptomeníngea y metástasis miliar.
Los tumores intraparenquimatosos son la variedad más frecuente y pueden ser únicos o múltiples. El aspecto macroscópico es de lesiones demarcadas en la unión de la sustancia gris-blanca, de localización relativamente superficial, circunscrita, rodeada de edema con márgenes que comprimen a los tejidos vecinos. A nivel microscópico puede existir una similitud histológica con tumor primario o bien ser indiferenciado. La mayoría de los casos muestra considerable anaplasia con focos de hemorragia, necrosis y mitosis. En general, tienden a tener bordes bien demarcados con el tejido cerebral reactivo adyacente; sin embargo, los tumores como melanomas y carcinomas pulmonares de células pequeñas metastásicos tienden a infiltrar en tejido adyacente. Los adenocarcinomas colorrectales están asociados a extensa necrosis, algunas veces con un delgado borde de tumor viable. Los tumores metastásicos que clásicamente provocan hemorragia son: melanoma, carcinoma de células renales y coriocarcinoma(13).
La carcinomatosis leptomeníngea es relativamente frecuente, presente en hasta el 10% de pacientes con MC(14). Esta variedad de MC es frecuente en pacientes con cáncer primario de origen pulmonar, linfomas, leucemias, cáncer de mama y melanoma y provoca un cuadro de hidrocefalia, parálisis de nervios craneales o infiltración de raíces espinales(15).
La metástasis miliar es muy rara y no será discutida en este documento.
PRESENTACIÓN CLÍNICA
El desarrollo de la MC es una de las complicaciones más devastadoras de la progresión tumoral, debido a la rigidez del compartimiento craneal y aún pequeñas lesiones pueden tener efectos clínicos. Las MC son sintomáticas en algún momento de la historia de la enfermedad en el 67% de los pacientes(3). Los síntomas pueden ser focales o generalizados, según la localización. Las MC son más frecuentes entre la quinta y séptima década de la vida; en un 75% de pacientes son múltiples y en más del 80% refiere el antecedente de cáncer al momento del diagnóstico (presentación metacrónica), especialmente cáncer pulmonar, mama y melanoma(16) (Tabla 1). La clínica es similar a la de otros tumores intracraneales: SHEC, crisis epiléptica, pseudodemencia y síndromes focales. Es más frecuente (20%) que al comienzo los síntomas se presenten de forma aguda (pseudovascular), debido a que las metástasis, especialmente de melanoma y riñón, pueden sangrar(17).
La cefalea como síntoma inicial está presente en solo el 50% de los pacientes. Inicialmente es de carácter opresivo, de intensidad leve, pudiendo aumentar en los días y semanas siguientes, sumándose la aparición de signos de focalidad neurológica. Posteriormente, la cefalea progresa y empeora con la aparición de la “clásica” cefalea de los tumores cerebrales; una cefalea severa de predominio matutino y asociada a náuseas y vómitos explosivos. Pueden existir episodios aislados de cefalea severa en pacientes con SHEC de 5 a 20 minutos de duración, asociadas a náuseas, emesis, ataxia y obnubilación, con frecuencia desencadenada con maniobras de Valsalva, cambios posicionales o movimientos y que significa una abrupta elevación de la presión intracraneana (PIC) y una pérdida de regulación del tono vascular (ondas A o plateau de Lundberg de la PIC). Las alteraciones de conciencia están presentes en aproximadamente un tercio de los pacientes y van desde confusión al sopor o coma. Es frecuente encontrar papiledema al fondo de ojo. Las manifestaciones de aumento de presión intracraneal se pueden ir haciendo cada vez más patentes en la medida en que la enfermedad avanza. Además pueden presentarse vómitos con o sin náuseas, provocados por la compresión sobre el tronco encefálico, acompañándose en algunos casos de sensación de mareo no vertiginosa. Los vómitos fáciles (sin náuseas) ocurren en pacientes con tumores de fosa posterior o hidrocéfalo; sin embargo, no son habituales(18,19). Las convulsiones son frecuentes, pudiendo producirse distintos tipos de crisis epilépticas(12).
El 25% de los pacientes con MC fallecerá por causas neurológicas(20).
DIAGNÓSTICO
La historia clínica y los hallazgos al examen físico y de laboratorio orientan al diagnóstico de MC, el que posteriormente es confirmado mediante el estudio de imágenes, el cual es recomendable como pesquisa solamente en los pacientes con cáncer pulmonar de células pequeñas(21). La tomografía computada (TC) con contraste es el examen inicial para el estudio de pacientes con déficit neurológico y sospecha de enfermedad metastásica por su alta disponibilidad, tolerancia y rapidez para diagnosticar estados patológicos graves como hemorragia, hidrocefalia y SHEC. Si bien la TC no es lo suficientemente sensible para la detección de metástasis, los hallazgos orientan a su diagnóstico (ver Figura 1). Los hallazgos que orientan al diagnóstico de metástasis son lesiones iso o hipodensas en comparación con la sustancia gris, generalmente sin calcificaciones y marginadas por significativo edema vasogénico perilesional y con intenso realce tras la administración de medio de contraste. Su aspecto es el de tumores de ubicación en la unión sustancia gris-blanca, con edema en la sustancia blanca que se introduce de manera digitiforme en el cerebro. La RNM con uso de gadolinio es más sensible para la detección de MC, ya que detecta en alrededor del 20% más metastásis que la TC. Es útil para la mejor caracterización de las lesiones detectadas en TC para la búsqueda de metástasis en pacientes con alta sospecha y TC negativa, y para planificación del tratamiento quirúrgico(19). Los hallazgos en RNM son usualmente lesiones bien circunscritas iso o hipointensas en secuencias T1 e hiperintensas en T2 con intenso realce tras la administración de gadolinio (ver Figura 2). Algunas metástasis, tales como el melanoma, son hiperintensas en secuencias T1 por el efecto paramagnético de la melanina. Las metástasis hemorrágicas también pueden presentar hiperintensidad en T1, dependiendo de la temporalidad de la hemorragia. Generalmente las áreas sólidas del tumor no restringen a la difusión, a excepción de las lesiones con componente hemorrágico o con alta celularidad. Presentan extenso edema vasogénico, desproporcional al tamaño de la lesión; sin embargo, hay algunas lesiones que pueden no tener edema significativo(22,23).
Figura 1. TC metástasis, primario cáncer pulmonar
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)
Lesión intraxial córtico-subcortical cerebelosa izquierda, espontáneamente hiperdensa en fase sin contraste, con centro necrótico-quístico y realce predominantemente periférico en anillo irregular. Se asocia a marcado edema vasogénico que determina importante efecto de masa, caracterizado por disminución de amplitud del espacio subaracnoideo interfolias, deformación del ventrículo cuarto ventrículo y herniación transtentorial ascendente (A, B). A nivel supratentorial se identifica otra pequeña lesión intraxial periventricular frontal posterior izquierda con realce relativamente homogéneo, marginada por edema vasogénico, que determina leve efecto de masa local (C, D). Imágenes obtenidas del Centro de Imagenología HCUCH.
Figura 2. RNM metástasis, primario cáncer pulmonar
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XL28q15bLFvlUuOH7L8rrxUTQ6keGbll+xPPDgPwe828MwDgACkl122aW+N6SsdTAxYIAVQ7o26T3SEknbMsQLvboY2wvGHh34dN27Ht5sT7/hbQza5MjY1edQ5hzNQFLoIi9n5bc57DT4qid9hW4gPGckzervXr0c/vPDm8edCXrWKD+68gdl40VuLUdstFH5ylXvKz+98ntlzCvHBQIW7s0/tHm56hpB8wsnOmZHC7mAsdWPOkn9mDFjyk477VQff6ZN7BM6tNq7I95///3rNrRr+GIXfN761rfWhc7nxhyato4sLC2v8ONEfF5sN9LdEdpgNjRpl1x5r5TxRR65JIhRRwe/+tWvyg9+8IP6EnTok7c8jUe74ZTcte+7374Tfc5zN43D0Y2bliMu+1ZZZ4HHy+UHbV02+u6/ysePOaXst+ZCdXiD8TmtXmIXuff/PErfcMMNa/AcfKAPXdp2r1PeVx47ydM2eeraflIWmvBNe3mXhg+EDy875w69pQ+Pl0K+8oorl+NOOG6iH0rQM+b/lMv/7wfKQvecVj6/xs7lpCX3LGeevVNZcdZxPsMj7R132KlcfMng3+/JF550HP3Gdh4TbbDBBvXG23qE1lxmx/iGrk21DZ/YtLVR6Puq61UeeeTxBfigtdPtsf7//M//TPLzHuGDzsH32pmSm2fh08o2VM77Cnr6f3t3vPTegr/6ymvqy2GTDOjh28oVf3q0zD1687LV6MVKueqmcvtjEx/joBVweKnVl14DTZQLKFtuuWXZd999a+ASpYcHY7QGUd5e+wzZouXTPgbSPm283X7VVVfVu2VO4ZRTTin77LNPLQuP9JM87W1XZtFJXfLI2M3Vp+/QJgd68nkGLeL2CE5EjcdwSHPOMVeZb/75JzqaXkLPNFuZc/5xn3231Z5nr/LmVYpdxBdK9JHn5N2AJ21h5rOf/Wz53ve+Vxcrbeg3Nu2lU7tr+CWh9Q7QRz7ykfLTn/602iUv9WnP9g7nCUK01U5fAmi7AV60T3+t7ZVFnvTZV572aZPrYIactsjdpX3wgx+ccCeGH9rQt/L11ddQK+dz/nrjzRMDHjq++5ryuz8/UWZZb7Wy8gIC53nKcuvvUg4+fL+y1ZsmYmgwPifjj87s8H3nO9+pu9SwwNHTuxTddvPwGGje4iJ8u21DI09/XZrIHB7tNT94wAEHlJNOOqn6Q2No67u8huu1XUG+pK/3TEuZqbxssXeUjT6wRCk3XFNuvG/iIxo/V1F/pmKOcZ+TT6kO6NO64GjnthsN7zkKOA888MD6HqmbJ4kdHK0P6dVva/+2Xru2bdtvr/K2Hh8yB89y6+Qee+xRzjzzzPqumg2ApOAFD2PMS9l8XcYT2uGQT3zJoR9pLcpbfuyjzWMtxM+XJ667pJwxdt6y4gorl1XKsqU8fkW58uYnypqrTnRAKH1y957Ra5TTTj+tn14m3jl5Aewb3/hGfe4pKqb0VvGUH4Mpd50ykTawJQVY6IBBdOpLLsGOLTrG9Zm7F4s9LkDja7A28LBdaevv/vvvrxGxRycmF5pe8kXW5GQhBxmllGcMKTNuwHvLW95SvvnNb9bdqoytNhyCf4B+zJgN+pDsjnLZWaeWp566pBx+7sNl1jFrlJUXmmgbjeyIXHrZZS/4iItNOaZuoksHO+633371pcBMRG1SH91323vfx6fiAl92tkiwgXeBcvfGTrDix+HsxAk2vF/GTgIimDFH2j5i49jPtfOUJ+/VppUxdClznTJ96ttnqHarfIIveIdxNOpCqx8LN6fVBnnhO9Ty+JxWrmfvv7NcXUqZf+lFy7g3B2cucy+/VvnQ8i3VuHM+Z+111ionnnTi5JV9lERXftBUwOuuPHpsfYqy1m5h16tMXfh261POTgNJfbXvto18ybWzsLup8g6HBdiNn9Tl2eU1XK6XePWS1Zf0L+9cZYHF5yul3F7uun9sKUtOvBFbbbV31y+cBvsCfHQdn26N2Hbbbet7jvkUPPZOTlb0aeu6PWebXCcPTcYZ+6mX0ibnbV4Jxv8JvTyHth7L83+bbLJJ3QX34Qbf1yY3fW4W+Vk+BX6VSZGnpR9q5wMKegjNCU2axpZ7br6xPFoWK6sus0RZvIwq85eLyh+uuafsuupypd1Cet1Sr6uOeNL2464oPIpy7lNDn4C+4x3vmGAM5UkxUK7bPE5eHjCpd25By/sW+TXd3LG7q/PvAVxb/Lxk7HEXGbSx7SdQstXtDt7v8Pjsz0Lrk1UyAQBwOw/wkrfyt/KmPA4VvYXWu0t+R+Zb3/pWlcV4oqO2/VA4n3mmmcqrXvWqPkS5svxizyvLL2rtwmXM2iuWhSeaspa6W3jDqFH9Bj3sR78+e4/NWn24m9p7773rb7hElxEoOk6e8rTXv7be/xEsWOjYWNIvOo9Avezok0+TXbDrhWLb4htttFENlLp8XbNb+OjfgV+bp11/eVf2Li2e9ONRsGB81113LX40Uzt4Mne9u2AnjEzmQsbf5TVUrsncK8gdqHx8jt8jGWiiK/amQzdcbd+Zf60d2vNuH7Fxyru6dq0vfD0OZRuBtAUE39iIDib3u+E6cYGJLMlR5FyuL8ncyEv9PnHn56SufLVwmP3hQ8zlwSZBMl822BSb2jHxlejHP/7x+vUWfu2NeOzS9tOf/tU58DBvE6zCS7ubjF/4uLFJYnN9dvvtXodeObxY69xI8Yu+NnbDZy1M0pebJ1jle5wn8AnNUM27kczA5Xz+n+W6C72A+kD54QdWKD8c3/LqC28o931iufKqBj92SOaee9Ldn3REeTGKu+eDDjqofhqcern6GLQtd96Wo7MocSICEHfh6hnDZ3rkYCS7Noxk8Qo9cFjcOCE/Kuh3DThNjsE7GkBgd8i/D8BXoGSHwI9c+URUfxZAv7YLkPoBHjJ15XSd8tSRMwd5TUKg+/73v18/kyZvO9bKdMj/2bi+0/P+l11eDvv89mW/3X9czhm9fxmz8KSwo/O+Ej2ZVCZynpejVU6/PkX3ErIF3TW9p77lSXetzlOnDXsJdhxpr96543e/+13d9iUDx5Mgwv9H8hWExx8+XW7tgw6OfBnBWdhBsoPIUaGLrMnJpjxyRtbwzHXkTq48bWEY/ryn5KVb74nBUnh4bt/Sh8dQzJ8b/yOfrWyzLLxkWamUct6t95aHSimvLM+XJ/92cTn7+mfKsm9/e1l+oXG/LaJNfz6n5emcTmDMO3W+QMwOX3TFRtFht217Hdsp69LDDv9iHiehgds8LuCP9GU+8D12ftvgq5ccZGz7c9327TrtnMOzL1ntaju8PpB51baLjMMl78+HTBjD8w+VO68XCL+9LLHwRKyo7+5mTGgzwBM+wbuEgklzPYlO4akv3aZcHvukrTw/NOhGPWsVe1l/7JL7Eiz2xSM/isvnKPdeoRtowVh2nFr+Ode3pA2MhCe/5kMbQY+ddPzRRm64dqAfLmnS1acPqSnh2mv/MmntY7eWy859oBRvxn9ohTJPeaRcd8Ivy1nnX1tu/fcHyqvmmhj13HfvfeXRRx+ZtP34Kwp02OH57ne/OyHgSYSKjIIDipwrT9sw5uBvvfXW+m8hgMKWri+/ANovU1qIYlQA4FAEMhwkXhJagOGMPN/0g4Zos41nt4Hjsg0o1x8wArodIP8Gw/s53d9biLyRtVeeMZokdO6LEUDz+M12O3ChGUrJBPR58MabbNynWC975ajylhUWKuW315Yb73yyjFl44h2ZHYmLL7qkz7ZwYMxxzCFU7sssvzfBVrGf8r5S9Jv6Fj9pn8mLlg3y/pc2ytSjhTUyCXp9JZh3CdT5estzfL+tg4cg2eF3fnzq7Es3+InceIZ3+o+Mybuypzx5xoIOFuHlsMMOm/BiIjoySxkD2qGannv++cl8zkyLr1jWestc5fdnX1CuenC9+iLzdScfUHaa8CLzxIWsP5/THbNHEd6L8piQvaLrYAJ9e95t315ri0drR/5BcOzRqHP+xiKpX/7JwsTv8B+CYgs4PnwYjLnmg8KTLJGx7bu/87YNP8LH+MLVjvZuu+1WbwTxHK6JD/FIuu/0fHnmzkvLr3/zQClveWdZZfGJj7a0sXNP11Oa2MTc3nnnnev7mHabWqzkPHnLP/qWt+dZx9xgu0EXLJPN+iV36Mdus2AmvPkqvlgbPMgGZ3akPZXgc6yz1rJgSb85x6e9ji+Ve/rgxv/ggw+uT0NgSIrcMD9c0oCCHs8577rzznL3XXeXxZcYF8U+e9dfy2WPlzLvxz5ZvrjbamWu8lC54LE/lrMOvbZcf8eTZbXl55igAwvAVVd5Gj9pirH8xLaXT92BSIyQOkqNMdQxJiP0ck5oRcQeRTEsJ4IeLeNzOIDEyaBz551dGSByx8X5aOvwGz/acz7aM7RgRjlgcRzKAMoBlBZBj0lE4JyaMXFYxtCCy1gCmIyvHbdz9e7+fOKIxkKmj7ZtvZiBf54c+2Q56pdHlz323KPqZlJRriun//cPym2z3lPOP+rmUhbdtrzt9RNfaLcj55dRxz418e530vbjsEDHra7Yf4sttih77rlntV/bBh1dJbXtcp66vnJ4CQ844UzgQRkcZIILWgTIfnYArthbH96b8Mk0fLAjTGln8bL7w0n6sT0LHnp3Yh6l2m1wrZ/kZMx1X/K25WkH41/60pfqoub9MJhNQuMYyunxJx6bzOeUmZcu79tls3LI1r8su+9cxn+yfnmZ5c17lS3eMen7Xscee1xPn9OOmV597ND6HtiKDlvaXuddHeIH0372X2BrpwZW4EMgbPGCA/8iQODjq0Bt3HzxM8q0QWv3GHb4J37MuXnAH8AiemWOVo72vCuzviRj1F5OBjs+O+64Y11E1ffHo8tzqFzzISccf0LZ5XO7TOYTyo2nl8O+c/G4T9bHvrZsuuNaZZlmY4K/5sP4soEmunR4LcIOoR8YpNNeCR2dJg9NW8aOkjJ48S6N9Yp/UYY3LOUcFqxzAhk3XOrt7MKOlBt8fPkfgZLA2w6in+BwQ62OTG3qyqgOnb71Za5kRyu/gRd/2PIZyuez7OPNx/HpoAMPKo898VguJ8kt3iblWmv7D8Bjyx3n/KR895zHy5gddy4bv96jq1nLHE9cW3562kVl7Iobls1WXKD+DoIf3zv1lNPKHX+/fRJ+LihTQEEEESiFtwea1igxvM/RGZEDaOud24mxsEgAIpABkNwpeSQFTIwPGHjK/c8S5xYmfBgSnbYWIwucRYy8+tU/WnV0Y8ETOOnTYwQLJTlF4/jareFk8I7MaOkgeepSbwzk0IddK87U4qpem6GQnn3u2fLu1VYrzzz9dF1Axsn0aLnx1KPLGTffXW758yXl4kuvK/cutkn5+qG7lY1fO3fFBbpf/+rX5cabbii3/e22nkOhG7prEx3a4fna175WbYKml97aNtFn8m5dyvWVc/plv3PPPbcuQHCgTMBiYZOzN+ywt0OgASfe/XHNdtpxXAmaLWASfAicBcm2jC18MBSMoCFL5Eneyt6laev0rQ2H6DAPyZo2Le1QPTev7KZ6hDkuzVzmWmrVsvpi95dzDj+6nHnZ7WXmd25fvnfgp8sai84+AVfG6pHkzbfcPMnQok85PXvx27/5cIOSOg1gSlL2QomeQxvM2OGja4GLnUyLEbr4FosaDAlo9C3Q0ReMWEjsSsMGHnbtYIm/4nfghj+ATb6OT3Ktb0dkqSedMaTe+DJv5HaX/KAf/07eYKfLKzyHYv7Ms89UP0yfo94wapyIj99YTjvsjHLLQ7eWyy+9ttz1itHlM/t/t+z5/qXLbI1pj/j5EeXhRx4pN/31pgEPjd68S+i3kOzeSsqkYCl5yqL/Fld8DjuqY0trDrywdx57wgrsCF74E9jVF3wIpPkNgbSfYNFGMm/wQ68PbeT4C/Kc8zn4tHK2Mrbllen4sXkNwI902h0jZzue0A2FfJ655y1f+OJuk4ky4H846ue9Ry03qhx62KGTfEY6GcemwM7QpvNCBkwAACAASURBVJt+qC787ty6ibJ83uuxFuUHNOjUZfIxhCADODgSDsFCIuK085KETr2dpdxdcxIxOP4JbuRewLVIAYI7eiDBwyMvkTCgqROwWODUK8MPmCxgZMTHQRYgDFhMwOw25SVT/emDLO34Mva0RZP65JypLwIAW/1QST4vHrXccuVHh/5owNjwGz2jV1+zPPzow6XXFxMWALqgZ8m5ZFfQOzwmelue+lYv9CZFt/Wi+ZM2iqLjBLOw5l8+eBcsTonzscBENoE0W7C5bWb/vNSd31FHHVUxBDtwysFY4LRzbvFy7Y4dnshn19HPFdj9IVeOiNvKmrJubuwOtMnRGJO7Ub/k3Oqn236oXQ/W52yyyQfrjU/X5wQHdOCRjkcSbJLyVm/RXy99xRbqHPRrkWFXC4Ggl/+BG7zVeddKGZt7BMGXwJKdJkEp/wJH8OTmxrkdQDeDcCcggbfcvMENLMGdtuaDQJwMUmTMmGLblGd8yjMOuR+79MgY/9BmHoXHUM39fMb8885fzj3/D1WnA5GTLXbecedy4003veA/rI0+YMb7m1//+tdrwKgfdqa/pNC6Tnn0rI7tBK4eedqdEYD4atA65CYIdgS78Q8wxJ+wLwxYR/gQ59YngQz63NjI4YvtrFft7qAgF1Y8zuVP3axF3m6e8ZBdXcYC89ZWfsX/lIyfTn3azci8r9/pGfBOjzv6xx57vPzp0svKUksvVQ3U34Asah/+8EfKf/7z73LnXeP+F0yX3mT1eZx3HSi0l8IpkeEY1N2b9yc4BOXukHKXhjfgAQEAcRLAyWEwEMAAhmDHORBoi487L231j1ZfuftSDox4MXIiaY+z0OqPwcnEqeHnHKDtCulTICapy46PMZFNW33k6OrIdfRiXCYJefEaKsld1iKLLlqOOPwX5Z3vekfdBu1PNs+YP/XJbcqss7283HX3uO3Ylp4ucpeSsctNXj9U6S7DdXukfVcvaJS1OVrX3cQm7OYldndbeV+LA8GDXHDgmu05Iod26gQ4bM1xOUfDMamHOWPS3oFfeDmHS/jhiLSJzF0Z+5K9VzmZ8JEEU352Pk6xFg7xP4P1OU8++Z8+fY4h+7FBX4jSfzCkvHuesq6aWuywrccG7AsLeZHU74DZVba4oLdIWbAsYm6qlGtjAbI4pS3smN9o7XSxFz7whA+fSW5tEjTzS+r4Jn5LfVIrazuebrk6WBGcefxhh5N8xjdc0tPPPF18tXf66b8qb33bW6uv7U92Ac9mH9y83Hf/feWJAfx/SDpjl89//vN13WILSXn3aPvt6ppe3Ux5OZht3RhbM+DITh8/oMz6ILG9IClzWZ4befjgO9iev2Ev9daVrEf8gGt85Gjk1jn9CXrgRrvImjzj6HXNT62zzjoVi/6BtP4jY1/tUj498r52egYc9BASqB555NFy819vrndSCy+y8GTAsrtz1JFHlb2/sncZO/bJ0tdPe1Oi5952LgDJNeNEuZSXg6MAUHdRghngoHDtbP9yAFLaciSCEYZQBkCAlrtsYGJo/IEOAOzsAAkHgp9PDm2re1SWqDpbedoDGjpttQNazgZP/VngpDg+gMDbbpADaI03uXNJe4ncjrbcuTFwSPgNpXTfffcWkl9y0cV1J+7Vr3l1DT5bGYONr+791SJQuuaa3u95JeChi+gBH4uAfxbLHsql5Giju7RjJ4ELvHTvZtKulc85HVuwOCVOIU4EvYWKvdmX3eCSHZTL2VUwzJFYxNCow1M7vGCEg2kdEN7qsu1s+5gOImPyVtZeZb3qowvzwW9RWVTbhA+Z9D8U05T4HP9+4qmnxvb0OcbpyA+esgn7SKnrNf5gqlunnM48VqBX9oQXNoQ3vkLuK0z+yE4MnwEXaPQfv+Tmy+Lljt/ja4E3vMITjAmkzXs+TDv44XPMA4e25CFDHr9nXF25c23MbcI3iawe/XkvjV8bTkkAY/fr1JNPqTpZ7FWLVZ20Y3BD/l8H/lf5/kHfL/fef1+fr3S0beiLPXxRC0P9BZbddsEQ+1hP6NVjRIEKu/IdDj4CPtiT3tGrV54AyDVb8Q/4qpNrA48ONDlXh7f2cnJrj3cOWIUjOG1x0I6jPc949IHee2Ee9fGb5kA3oUmbbt20vO4r6Jl4SzDA3j2K8D9t/vXQg+WCCy4sd/ztjrLRxhvW1pdffkV5+qmnynzzz1f+ct11/W4XUr7/iQVIfSkF0CiWc+AIKI5hGNDCAty+rrKwcAQchUCEE/G4iVPDA70ASQIOjkFCiwYfIAIK/P0Xd8+4yaVf/5vJNjOnE+BwOg53W3goT2DFUZHJGIHAXbYxAJngDVDJqN/ICKjOk4y165jU5Ys0znGoJY8Trr/h+jLnXHOWc889r+pk1VXfXMWEjdlnm624e0fT139Xp3O66E4SurDDI6hw3ks3Oko7AeZZZ51VF5E8frTwtzru6k9bdoMXNiKHFJur55SUW7jIwFkohz3vGtkVZFdbvmjxkdwVwp7xKYdrda4l+LMo+okEj8jyO1W1shPcpWwgORnJh79HKR7ZuU5SbwfRAp3xpm6o5AP1OdffcMMkPicYiQ7WXnvt+hs8KR/I+NI2OnMNHwl4zWm6k8MZm/ID5nv8kSACLvgsCwyfEV8hd0hu6GCN/SUvqmaX2QIJK/wlbDskL5fCFlyHZxajSjD+T8bRluU8+pDn3I6j95389IH3EvtrHz5DJfcPrj0a9UXeMUcfU54cO7a0fohfFvPdeNONffqhjCX64K/9B3s/SCqlnK5znjawkjJzyjnbWEfs4imDH+UOPPgGuJLDQGyIlr9gX+XBYeuf0OJvDUSPh7XNnIdLuIkPU69Mv8716VGadQmm2B3G2jG05xm7MnpMLvDxW2bwgpf+ktCRsS1L3YzIpzjoIaQFK/8k0vscRx55VJW9Kn+A24Q+lfTT+QxC+YzaKtc5fvmSAejyeTklMijjuCN3N89xcyYMmM/yRJ4MzCkIeiyYwGbBkmvPqWSL0bWAyF2OPiRbvf4ZqLsDQMOHzPrLokUW8gaUxiNSxy/06o1FnXb68Z925dqRJ4tyq4cqRHM3akfKuyN+iwWvoZZg46KLx/0PG9jIS+XG+OTYcdu1fclsIgYPXRqPBf3LhW6iq27iJATDXghVbzHC15GkvNVz+MCLu3fBqgCITOwFi61s8AGzOVZfffX6aAAN/MCewJQsHEswK0hitzgd53i4Rmdh5Bh93cWJReZW1oyhV46PlPG0NH4HS1+t86lzdvyjN+e92rU8ZtT5YHxOqzPz2Eunxt8rDXTc7MkPZfGySGgbbPAl7A47gh72ZhOPvdIWFtgWLs159fwWWhjgM/gyPPBVri3ZBVMCIOeCZHSCJT5I8mK898Nc2w1PImOrj5T3l9uJ9yvOgnmBz3BK8JJ/ODulfsg42SSYsH74/2X5IVr1qWOHnEc/bVtlbpzt7vArfAnbmIMOtA5zTx078wm51h4GMmedC2pgSDtJG0k7sjgEPbCkzjks4YHGAWOu3bjr1+HcOgc//E8wlfGlv+T6dJ7D+vrjH/+4ftbuf3jhqa2c3A7jmtFpUEFPK3RdyPr+4rglnXDOYF4Ec0dMCa6lKDNKZgQv7wKLux9OgqEYzEt+HndYXDgCk1/O4dg6xDPOgJE5F4EFEOSOiNOwmGqLxh2ZgEggQhZyWASBjFMCcA5IQKOOkdHjB1gO9PpQrx3egh8Bj2vykwM/LzzaFgRId3VeaBTcaRtdTFDa+BMyCBbPOeec+hipWz+UrqcUG8ZsgrSJLtjSi+DeN+groXPQrx8N9F4O+8JKDm3hTT9soV6yu8d22guiOXg2Ygt0ZGJjuYO98DCJ2QO2/DaTcwmmLGpoOY7ggWzwAWto8ZRzqsrUO9IfubqpL1x06XIdev141GIO5R2z0MCzsQyXNFBcZezuzt0kwAEbtyk0bVn3HA3c8C98C0zAJLvCEBu7SzanBUP0S8/8A7vSrx0egTSsJPndE4EJPPEjfIs+8OGD2MxHG8r5ENgRcPEpsZeXnvFlW3i1wJLLzZFH/+QknzFkrMkjR/KU01H4k9eOj51vfng4poHiJWOjM3aT6F7AY5eZXqIjuevgKeXapJwd4MV7qOyf9Sc+wVxP0p8Dzsx/if3RZN3QB9lcO2cbdoIL14IcPOAJj9Cr1yfcRLa8AwR/6NBrC6vwR143SdboYIFMaNu8Xoz/o45MfuFe0OR9XbIaE97Gg1dkaNtOz/MXHfQMRliPe7wvw4BSFBllyAU8ggLv8VCaoMHuioksEmUQisSDoRgWQBg3YOIEYgjKZ0zG5qjwAko8OCwLDz4WPzzJoM5/scYD+AEDoBI0cVD4clAWKAsd4OVRHOeXNvhKeGqHv0cZ+rZgkjly6U999KIdsKScs9x4443rdqt2aF9KKePMmEwkP/oY551yeTt254Jgv3FBx5IAxB2athLedGYL1rsY8ECfgk8O4LzzzquTM7jKRGVzGEvAw84wQzZ4FjB37cX2Flrl7A9vcVjsqQwffDkkfTqCqS4G2rHWwYz/0/abcmWhhznXFk569LssUupb2vY8vIZzbifXYwl2koyvvxSdhMY1e3ixHRY8yuKb4Mkihi9smPMwZ2cTnZsyH2jQPRyY54ITeOCX4E6gEx8FB/wFntpYdAROcIKfAAp/feGBH6zYQSKjPvAnKx6CJf7O4y/4bPGPvj89qAsO9KG9wMfNFpmjo+TR1Uslz3yhd//A2M569JUxt9fOrVFtGVvZbWYfeDH3+R28E9ikHzk7s60+2QotWzrQx1/IXaOTnFt/yAVDeGmLDh/20zfeUvwLn4NH6LXXV/r1PixMW6fNIfyk7vhrYfOHDhx+2ZwO/LgubJIzcutzRqbpEvRQQpRFeUDEIUgBinM06imFAxAUCHZsE8dpcRLu+LOY+I0EdzsMq8xCAmSCEAZkXOUCCkENYACAIMZCwzAWO+UmNOfibkqfHB0Z1OPh0JaMDGgB1JdDmT7xJatxcZAWRnVxOq7JKue4yEc2Y1emHXp5dJM8QFFvy9kzYtuR0W3qh2NujMZhItI9W5mEymFFYNJf0pYe7YDl/RRY8G5M3pFAgx9be/QFN2zgizi7Q+zsbpZ+2Vb/ztkLJp2Tz8F5mMx4OlyHv0WHLNqhiRPStzJy4a0PfJU5hxt8YCK8kvc39r7qolNyS3hvsMEG5fTTT6/jbuvhOTTk1e9wT3kvxZxuk3H3lTJu9jFnXeddHPrLzY9dZD6KLd0NwxJfQneCFe/ewRYai5IgBy08CD4d/A2swh3M4M2XwJcyuNC/I1jDS0CEH3r4ISdMS+TWrwRHZBP8wJZjSpO+YcMc9Im2T/31qfylmoyNDbbffvuyww471PO+MJPy6IP92ceXxtYuumNTOmOPzC3tHGmnHi1bwokU/4EGbfyPa1hkazYV2MIRPPEj6NBrj2fmP4wpNza5hBfs4KdeHXqyKncYj0/brU8tv8qg8yd9KfaL3/j5cdTgV3/GmOtO8+lyOV33tCnaJNxwww2rYaP4dqQxMKBwDCa/QINBAgILIuUygAnO2MpiKOXayJWZ9Pi6ZgSLaoIPYGMANGh93eK3B/wPMP9zJAAkI9oETng5lHFA5BHV42NcwG3nR0IHVJwiB0oWejA2d2eCK9ug+lfXPaIffB36sn3tpTEgH64p45Gzi3Fz5OyT5NoL7wJKdGi6KWUCQPqMY9HG4pN+6M05HKHjKOgcVjyW8Ck9LGkPE2RKn2nL3pGRw8ELH4ETObT1srB3OyT88VEOB+g5K7TKYUA5XCUnm/4l/b9Qyvj7oiN7DtvO3m9xLZHBgmY+SHA6kD4r8RD9Q36HH7C0M/xC+mnr6YX+fSFpTnrU6ZF5FhZ2EnjYSYGVvIPFzg67Ig7n5js/xqewJ1u70eLL2EFf8OQaBtnCDjT8K+NXJP2phzMYIS/sGSMe+PKD+tMOvsjJx6D3eMUP16l3LeHRPWpFjz/60JdXEvyWVKuvHuTDvogdjFWA51zqb8zq6Mcct9N86qmnVn8SewQHbAgX6Bz0yh7O2YvdBAR4xbaxt1y9NvxP+jNfrVHqYMk1Wn4miXzGYa1wnn7RwKWy+CU8HOQkr+De7rf5QEb9Rh/a9ZfQfuxjH6v/USAYwlvKOPtrP63qpstOT4Q3cM/XbZdJjKOM8igoCmVAW2vu0BiUc7HLIurkRDgDL46a7BYrE57xBALoJAZyDlBAlwBEHYfByWtnV0eyQOKrb/T+27qknT6Vo/EYIwBVhg9w6B9wGBW4yEZeTtEjFm3RJaE1XmXkBmTONp/gB1CtftJWrt5zZo9lvCQX+pZmqJ+T2fiM3SST6IVN6JZ+fL7N1knBSK6TK2dPOR4mOds710/bTl8WB2X6hrFMdmVsCZtsi0cCS7ImoTdxJbTHHXdcvatH730itueAXKOLPDCprWuyocFfGfnJCgeuk8jU2rcdS1se+v5yC6ivE+1MCMzInsUVL2Mnm/LhmOiGnfzoKdy0Nmv1lrEZs0OdMbOBl4HNex9ImOtsET6CHYG0euceA9h9bu1rDgte3CHDkKBHsJNgHj8BFR7KBTPwon9yxB5wyY/AK/6u0bMhesGVeYKenGSEL3jiM9FbtNyM6YssPiDJohmMRWfRQ3TT6kv/6v1rE3PHlzquJXQ5T9vhmtPdJptsUgNmc7OvsXXH69ruscfmbOGQ4sfCx5znDxx8g/Loll3YTxs6RsumOdDDAjvGj6CDM7YkL75kwUMOU/LgFx0+UmiVodEfeuV4Kbc+wZF1Fs7WXXfduhkRmSujzp+MFU/HTjvtVH368ccfXyn5GGPF3zG90zQJejLodjCU7jHDRz/60RoAUBoFO6QoSFu0CSIsegzAUIIRjkYbCyOFcUzuwhjf4RyNc4EGp+Gas2DMGFY/4csh4A/w5BBsCVYYGR0nA2iMjxYN50hO4NNWYKQcjXK7VBYvARZQAo/67A7YGdDW/2zxz9wCQO3R4SF3RD/KkpQbn/8/JUD0LoEy8oY+tEM5Z4PcyZLTZJWMg869vyVodN1rfMrhQO5rE+/psD3becTkyzsLIL0nwYM6mNC/tvqFK/hwDTfwoD5YdA63UuzC9g428EvgwXX4sRnb4ok3Wv3AgzL21sYYOEp9oNNnUvrq6zrlL5Trz+GRH9z5sUJOFE5TR47I2+33hfgPhXrj8EGA33Nq54vybjI+R+roP4/U868F6AMOBEJsI/ENyvgzjzDy3oY6OEsw4mYmiwU88h3BkDZePuY3lMGs/s2FyAQXbAMLsE1OwQ5swY8chskigHUNTx6pOecf+B5t6EQd7AmE8M74+Sq8o4eunnKtHg8+xzyzsyrhM5xTxi13E+kxHr225RmfsuitHTv72uWx00/H5jns0D37aGNeJbF59Aanrq0H4a0s5+mT7pXjzUc410fWKf5SYvvgNutTysx3bckEA871TTZyw5p+9enauX7gUHAOp4JCQb06SX2vpNyB9ze+8Y26DvswCW9y6Dd99Go/rcp6SzsVezNAiTPwS6j57M9gU5fuWiO7U/GYgHOQOAcOwQTlPExmk045Y7uL4ggAQtDCKBYuEWUWsBgTAARQcsa3Dcw4ZNIujifAUgYgnB2HYSxk11+AiI9DOaBzQoyKNqBInX4BVW4scVzAQUYBlfEBmPFET/LoiE7IyxmKpCNTWx+9DuWcjkwoY2kTfQt47Eqwh7FHD+gyTjn9qvOYxoLuzlsbE18w6N0ngY5r+uSc6NgEp3Nt2S488ccTLRvAgcM1HmQlnzr4iy3xU4+PcaEJPrTXFzvlLkd9kjbk0A6u8FWWpM7RK/VVjrZtlz68c7LVVlvV5/Rpqy6H8XGWqevV51Au22uvvaoPiIy9xtHqFp1rTt2i5eB7+A04YA92Mf/RqedjzD2Yk9g99K7ReFwqN8fZnU3hju+xGwRzbMH/4Gch4PfgjJ/LwqsdvyPpQz3sCLQFOPCHVrkxeBynzg6T4F7/xkB276y5UfSSrXe7PMLPo9jawQv8gQ19+ddBgqqXQqIXGKHzL3zhC3V8xqU8SX1wlDx+HV1e/OXTHfRE50mu2RdO2C6+PrTwhYYPkUvpHw1e2qKTEpyQwcEXSTDA1/A7obc+4uUwrxNcaaMvPI1JG+0d+pQiC17K3KzDDUy2OqnE/TyOJ4NXRgT6En7koYfpnaboF5kHKxyjCHb8rxvBCWUpiyHwdUfkay1BDicgoPEs0SfEJq2JbSHTnlGAAHgYRb2EBl9laJwLWDiZLGqMZdHhfCjeBOZInAOLnSKOgvNR5q6Ng2JsjgtQ8NUOPWPirzzjASKyCn7I6JGYeufkAn4AY3CP+vK4L5OJE3JnyXm5k0SnH/VtH7GHO0pOzvsH6odLoid2oac20ZNFwO/d2KWhKyn6cd4dZzDFcQmi3DXH/uzERvhYuPxDSno1+ZXBDVuThZ7ZGc7IoS2smfD6VKYv9OzoUKcvdsLPeII/5ZE7DgdPGA298XBi+OArjRo1ajJcZNzhVwn70EtoyJxz9Pp1bcEij4XZnGiTNgkaI09bP9TOMz65ufSVr3yl2qMtb2WODpQFR+zlRoM9vQMjePDeDf/BH7BPcBqHr44OBST05Sc08BHoaM+n8U3szefgkcBIv8rx0B4+9c+vwK7dTUn7vJuDxpj0BeNsA6vO8TOf8NQGtvTnkNjb2PAgH9/Cx/Fr9AFvmWfRiXb6ix5dB898Gr945pln1va1k2H8x7wXyHlloE0Zu5xeck33gkqPidnZe5mePvAhdESn5jN6PkNSxh74ZF6hh4msJ2kX/4Eu9oAhvNhZvXP4Y2vnbM9X4akML7KgCRa0VRafpR1esKEf53BObrThQw514eNaX8Ga8UXOVn/OoztY9XqLf7+RgAvmootuuxd7PdV+kbk/QTIhKLtVgAnsTW4TXEKnPsow6Q8++OC6cPtEjiEow0S1+HtnhSEFA8o4Be1t2VrEAFYbfOUmNiNyToxEwQ4LGb6MF3DhlWCGc9GOE+Ho8NUPPoApMbT27vCMR7ABQNpJAOaQtAMKfTlHTx6gAmBjcqemHsDkdEImDtB5AjBj9TxeWfRmvNqYMH5Hw8tm9CFF/2jb63oxBP6Qi37pM7ISS7nAxR2BdyfoUn3GgcaYHXBD93SJDg190TXeDj9t4Gs/NmZ7QbUgx7k2bMF2rtlKmXb4Wrhi2+iaLGyoLzJwCpKJ6zpOw7nkWt/oYZNjCgbxgQHl8IW3w3lefkUrdXWgrNVJJWr+9KJvqiveOCBfUvonk+ZHkrbsYheCHK6HQ6KPLbbYouqzL3kzluTaOIcJB9vTP1/jpiuP12EDHd/ApoJmmIBB9oVB8xs/czcLB34wyY7q0eLD9sG2OjiDA7xdwyRsOVdujuvbLg0/FuyhJwdedjgl/eS9OLjEIzgXMLGtOZLHvGj5HGMgv0NK3j2vlaXUf/h8xhln1J+IiD5TN5xy+vMUwvsqUnSQ8Wds8pzbLfaohh7p1vzBh761Y9/4CW3YsvUV6NicLcM3duIj2Ne1nP3Ry7WxVuTQV/pMv/hpmzUFlpShk1IPO2TEE37QpS9lkjGRG61cW2O2KWFttt54dw52ktBI5HG053zxvvvuW/9/GczpX5/4T6801d7pMTiKM4g4fGWU5jNZz0pbJbQDNPlMZgsA8HAoDAQQAhGOA2/tBQmUBRgS/ozgWnBF+Qyh3J2MNpwARxTHzrnhxziO7MRwbGQBYnz0SyZgACAOi+Fdk8tuEZ4AJhjTZ8aunUUDLZm189sd7qwEZfrSFng4TrKTJQEXR0kHdjwEVna89C/YAhJ9ScanT3eZgiLjbEGHluzkGEqJPuiXLtpEXnqy2JggZDfGjAmtsZtwhx12WJ0sgiS83HkaP2dEdxYKO3V+oZt90hYvCxusOqJD5XiRwaIHZ3RLVnLo1+HaJEXP9o7wQuccvpzDGlp8stiQS1tlwRp6CxJZYMf47ML4VJQ8yo3JeRIe/aVe9eTHS6IbO7BeqvWOBnmSzCfyk6lro9AMlTzjccPkf+a1iQ7U99IFOrbhP9hJci54MP/p22MLemJjNAJhNlDHzsrxN7/c8dMbHSvnvyS2Ra8vtLDH52ijjB+xyPAX2sMyvPIB6NlBvfmvXCCKt374hvgqY4Rf9Hjb0eEvlMGy9uYIe2pDfnVuLmAuqS+dkSUpcu244471Zosv60vHaTMUc+PgO7fbbruqT9f0aizRA7lzLRfweFcQVtiFPuX0qZ7+zSW8XLN9MKHcwYewER7qXMvhwZE20Rk+fAU65/Al6RMu1cEEbGrP17CpvtA7yEUm/eor/eFFfnVo8HBoK2Vs+CrXl3UKjv2OHpzmp0HwaJN+u8mNlvfCbHTw1xmTMU+PNNWCHsqgMAppkwnsB9EoSOoqRTtKVc9ockbgCPDicByCArSUZEGi6NxlCW4sJNpySoDA4JEnAQ5+gg3lcRpk4hDwxhMg8GFwTshk5oi0BSQBlKCKjEATZ2FczvVlPMCMp/HjwbB4AE7uyAAHbz/Z7f0A4+Bk8cDbmJRzbPrmVAUE+mrBhJbMtqjt9hi/hAaQjBdNQFwrZ+Af8rNDFtN2PIJJjyjonkNOQiNlEttOFkwaG13TFUdOv3StjC19SSWItqvh0WX+x4w6iY0c+MABXdOl9vRHbw7n+Ep0ytYO5dqTDx074cOG6B3qJTzJp2+5tsYDH67JgA/7wbkfxsSPzS2S0UFl1sfujzp0eOe8zWvh+D/Bhd+zgS34S9Ke3iyUQwk7kS+5sdIh23Oi5iV9x4F2dRbd0GtsnhdQYQj+8gKyYJD9BH74wyy+/ARdJVihH3TmMxs7R0eH2klk5BfYmnyu2TgLDr+FPx/Bx+CjLRmVkRumLHD6xztffeLFVvykm6S0jY9Sj4dcezZ1bj4Ys9yjcXMk/iz6lUdn+nTuyJi8d+d/mvlMe7iljMWP+lYfmgAAIABJREFULrKx8XXH2B2Tm0+vYbA9HZqrcol9ndMhu/Ej9A4LbJ4571w/dJ8y64BrMuHhwA8tOypHoxwulOOrPbrk+lVHLnhBQwYYRadf53J1+GnjGm7l6V8/+Dr0Hz7ozB989GWjgGw2NjyR6Cvhmzb+aasNAD+UGl3R6fRIUzXoMfA2GYxdHjsQSVG66yiYQk14So4TkHP2lMuAFhLJhDZp0XMgMWqMrE+Tn2NgrCxgMbp65wwYUHBumewJUvSrnhz6cK6dnFNCz+AZg/7IpZ4e8EdHLgEWwImKMyFyh6a9XxB2V4a/hN4EMEY80ZiUZEt/AahrybgECu7s3Akae+r0LdFzymrBDPoTG7Bf5CEbfbIdm9EdPCRFdjoyNjuD2ip3DR9+YJDe0NCzcXPy9O7g3NkVhtiIDmNDZSYlW9M1HmxHVnKgjxPQL9n14YARdlKGLuPTvzr0cu3xV05m/aNVr1x/+oUheEAnsBf4rrPOOjWoJaMxS9FJN1cX3SSPHttcO/KSzVzjdMiRpI48dJr5l7qhkhsfGTnR7HLQEbtGL2RFJxmfhYvD5aDtKLKdF94FMnQuBT+uzVXtzD9J0Co4EqjAF1u61iddudaGfYNHfMiAhm+gT/M8Nz7OU04OwYs5gFfG4ZxN4gfSN7yQjx48qnJtTPQAk24uXBuTQAsfQZI+zDeySujIAQ9tiu4ihzrnDmnrrbeuL7fqTwp9vRjif+jF3KK7XqkdC936KCI4YVO6pld07G0O068ytja/lbEbGteSsmDUtTZwBQNsiReZch6fgk/O0Tq0VUae+BjtXOPpCD9l8SH4pxxOyRQZ0eDBxpGdnLE5P2qM2vCdePnyETZtUISuDnb8HzTRJ/7+AfJRRx1V5Yc7eA6G2nZT+3yqvMhsMCZKVzkW4H322aduqaKRKMPAXRugc0bzVQHD4UGJJiQFRvkmrx0edMq0R+8O2MLAAbm2iyLHFy9GAVLJte1dsuoTAHJoY7ENWFJvATQOCUA4DclkwQ+gyGPB0FfkR2NCODhEfDkXQFdmPGR00In+HVlY9c8xWdy115/HPQFU2kWfZKAH7emCPGik0NaLGfyHvJx5u8Aqc1h47VYZKzs5Z2d1baJnd1txECYffcIN/aq3qGhLj+oyoehJHTvRNyzQDxywkUM53srU0alJLpEFf3zxiNOQqwsugyPyKItczsmAL7ylX/XKtAs+0JGdvBYkQbB50epDG0me81owvkx/bdI27dGbG95zIoc+Ms60IU8wSZ6hmPxat0edxtqOL+fGSXY2s6PFORs33JhbsEjnxmr8bM82kjnFtmjhli0sfnjDCd5ueOgPDwe/pQ0eeGUXJzu8MBdM5GMFfARAcvXawyzdWxDIb+4HG8bC95DXwU/F98CJ+RP8mk9khVt8YYpcbpKMS7vgDwa6GKOHYCb2zzU5+GA/fmjndTglNvB4zj9+Nn4pmHHOFjmsPV7A5ZPplf7oUX1wR7fBGSw58FVO9w7XykMndyijS7zJEHnCAyYik3q02sXPw5p+4COJXDAiOSerds7ZHR9l+pIHL7CSpFw/wY4+8JDjQb7Iji+sw7k5IOmjTa5zwLP3dd3gGZ/+9TW1Ul8vMk/qEQfZWxSheQZEkbY9TT6J0ihQigHk6Ew+L65mcTGJASoK09aCxuFQsMDDIyYOSXtKdpeHhtIB0kTEjzPQhlIZ0wRPEJE7JVu0fnNDn8BNLuDhGNE4Zwx9xsHom7NLEILGXVN2Z4BQn0CHzrU68uKlzrjIwym5luhCBGyr2Zg4Qi9UAhqnm4SP1OoUDzLjYQxtCl1bNiPOM84WD2RjK3agQ+fkNwmSgivX7GihQ0OXdIgf3uzF/q61p3/ncfr6MiFXXXXVqmd9RTd0qh9t8EzST3jDSPqDqzgKZQ5l+JELv2BPHbnU4YVn+kXr4ES0Qeea3A5jsqD4aXuLNpw7YEPAArMch/kRZ4h324fr9sjYgknvitgJax0eGnLoy51g5mPaDoWc78nXWl15Ml7ldOH9OQGLl9u955Uy+ov92JdN1ZnbCTTYhi3MQY8D6SK7s3TGppmTeAlU4EyZ+taedKmMLyEjm7m5MXf5K3Ykhz5zA4BXbIsGX9cOyZxnS36I/PpThxae2BAWgy18nZObb1Ln0C9cad+mVpcpR5N56UOVLnZCNxRzcnsC4Yvidp6Q1ViT0BmnL/rccMNA5jTd0bEyyfi1lbMDvupg1AEXsQM612yVg9/RBq3ExvpXrh/leDvXHo74ywQf2uJJPvXkJiMfpy1ecuWO0OgLT7TRRdqiD0b0k3LjglOyRw/wbG32cwh8Vn9J3zDoJwLIp23mT3/tpkbdxJBukNwoMhPGQCRlHOhmm21WJ5RgQZ2JKYUutABiq9kWs0knUOKIJHcewEbheHI6FgATUzt0HAJjM5iJDAwBiDxBDt6cHoNpyzGhJ5/n4xwcgEkMiV69vhhYGXkkxjdOu0Dk4VxccyCMqF6wY6z4qFdG1gRTgjUykJ0DRRswKeeY8zP4Xmo1rhaUzpOcJwCjP+0FgEmtzlM2vXP6cRdp/K08ZM97K/RnIsFUdNyVEx/v/WiXCW7SKnctmUDaK5dL+CqHJfYmA3zgAw+hg4FgRFnaWVRM5vTJzpwQ++EFK/iRw+EcLxMaLRzoS8IDvX4z2fGRIgdackju6Lx7wqZ0hBYmlbM1bLK/l1I9W0dDJnL0ldTBlCPYNr8E9K19yOCa3jI/+uI5vcqj4zFjxtSvR3Kt/4w5enRN1+aeMbCD8bKBGwp1fBNb0Cka5/wGG3qpHC3dsL+bEbn57UAv1w96mGMX5coE2K61YRf2psdgif6Vk0M/8EZ2N27szP9Z3NA7JLjDxzicsxG84EsGfeOFHv/g00KDzhyUjM1YtYEf/cRHOtdHcJS8NhyvZ30rd4Pr35t4Z871UE+w4AfzyC+xUyt3zuV8vvdW+Gh6ir61SWIz13SeeU7vsYm6zGft2ZfN2Ale6BmNc3T6kQfD5EATmycYtq54VMvO7Ihe/+TgcyQYgQsHnsG+c/yCU231QwY0DjKSlzzqYVRCpxwP9BI/h4b/8DqBf6StHdpuMla0fpbEO79u6OiwHXO3zdS6ftFBDyElAzMQOUWOHj26vhWvjPIpsE3oDFq95DcxvFtjC1GQoY27TzSUi54hOSIgdA24mdQWerTaoXNXJ6oWlAADp8IxoTep8VEOIJJrxkdvYVGOVxY8fYli9SEpJ59HVhxlHITx0AlaNNl1SaCjLbnwNi7O0AFceAMmHsBMPrRApI+uzlw7JLmF3O9MkF0g5wfWIm8lmoF/jIkOyZmJE3HoXUArkZezEBwp75XwEiR7/OXFb3rOpM6iEocCCw5Jv/qnW5NSX3ApaIALdkNrEmufazZgK/3CtlzSVrl6vPBOAGSycwL44MfexoU/+4QXPsE3OnzihNI/uc0J/GATvX5cyzlAvLPbY9c0+qyCNoEAGdukrXHQG53Dv3lCp23SF/tlfG3djDwX9NATfWZsyckVm9ANO5uX5qydXWV0brwCGblEl+xgF41+HGzMdnSlL/4Cbwc+wSDfhI6N0OYcP4kOnWujH3gyz/Hjl7QxHmXmvUAk2IQlib8gN1vp3yMX/k5b/PSpDG7MCwn+9MtP4gOD6pxnvNrgaax0BBNwLCdTN9GDQ9KvHTf/J6+LnW67GXVtDNGPr7XcIAQ7kYk+YytjM++8K2gnjr7ik+gWHTvL2YOu8JfoEG/1ytnEtfP0Iad//TiPbMGM8vBXrz3fRb/4sLf5iJ7dzFFYIWNswLbkxgf/th/88SG7A41xkcmB3pExhx4PZXAhGT96ORpzwNeg2gqElUnkT1KmP8enP/3penMvuNcGn2mZXlTQQ3BCGrBEGRJleDxDoWjcIcsdUnJtkxjHp2y277NzwqAcEUfBiACojWBDHT4mL0NzaBTIeAIE7Ribot0xWSyUqwcWPLUNGPGNwZ0bC/nRADD58FKnzBj1x8DonONLzhwCIXUOsmfsAJqAKkFPgGRMzvXDQWvrRTuPczhf9V3w4KuMjPSunfZ+OKvXrgr6aQ2sOtjOHzigh+BEtfHQk+CQDslNt91xdljVyb/ppptWu3px2yLBlpms9GZi6gsv4009OyvXH72pc62tMthgc/hxDl94SPiiC+YjM5osLOyvPI5EH/rWR/rFF384hht8tUOnndyYtM2YXKNxrT70xqM9foJdmBQAR+au7nKtno60dZ5FFH7c2baJTPphm+ivrZ/e5/RozrtTzDjlyrtJWXwGW5sTdEefFhG4ND66YBc6NMf5C7bJDYhruNBWgBhboqV75RYefcC0tua3BROu9SMXXMCLNsqCG4EQu5JVEBSe+JCPXfWlD3NdW/yDFbgQvOk/ARTbsiffYXe09UN4sqf+jZv8+BmvG1By2t2yU0VX3RS9K6cLwbYdH7/dM9QSWY1R8mGAhZYt2jGoc+2gQ1/C+krU2IIP89E1nStr28ROdE6HrtFnDmeepY32DrrlL+g/mGJLZa4lvMjFX0iwwFZ4w0R4qWNTSZ0xktV48Mx45RmH81wri5zwBzd4JJEJH3QZv2uy68ccIg/57PrZwTcXyCKlf+cZm8eMNknym2D6x3NapUG/yEx4ynBk8FGeuyj/jZdTUmbAGWwG2g5IGaNQsLYmJsdKkRxUjJoFM4YwWR0UFKNTGKNzUMr9BoOJq9zkV0ZmOQDJyQlUHAlDAyyZ8CBHFk8yx9kYj0CKE8RbH4zOIUlk4JQAOkDwLoA7NzQBIuA6gMnCz2nRF74CN87VbyAIfPBLij5zLSezfo1JOy9Julvt6lzbblnLZ1qc0zmnY6xt33THWfqKht7Zls5MFLoia45WLnixOFio6Y792AtvddGvOvqnO33BFKxEf+yLnnzBKf050ODrXJ1zPJTLtXM415++HGQwBlhxzibqYUvf+sIrbdAo1xaenSsLDukt8qqT0GqfhAYG7YDBCz3ioV3aom2v1ZPFI1R4C77QWDTTV/qQozFvjHtGJjL61NhLqBmf8bTJNZ9BT8Zp/ptfys0Lc0QdW/AxyuFDkEIfxh/7GrdrejF+tMrMZbYILV7kYXP2hh30FlqYhjcH/h5v6x8+Balo1fGBaNEIhOBaH2R0rVwfzgVoAiRYQ2OcZAmug2l1zqMLAY2xWpz4Mfghh2BHmaDXbo9FyxzTVtJvL33Th3LjOOmkk2o/rS1m9Dm7mE/StttuWwM55+ybsbUy2t0RvNExG5vj0S39OoyXPp2HFz2gi47kDrZVpy995lzuYB8JbeTBx3l4RVb0bGRt1Dd8wQTaYIBc+mRj5WiUOdceT/yVOXfg71p9AjH0aWMu4cdHoUerTXyic0m/2uNDLmtwaCpB5w/+NibOOuusSq9t5OiQTtHlVH+R2YAAKQMlTZQpcjMRW+NH2ihYjt4hGbhkkvmnpLYeKYKT4lw8ylCXyWuRtOhxLOmXLBSOl/45Dous92FMcvQWBlu8zvGmYG3IitZioQ8OyT8dTDmDcwwcpZxT4yT0BXzqySJQwTvvCOCTXSd96QMtZ4U+Y8dTOzwlRie/MVn8jUeit14p5eTRRp7fn2jp6aq1WVs3Lc85Zc4j9k5fJoM6iVzqXRs73UtdrCjL5BZIwotPlj3as2DQo4nJRgJadqZXZZl8FhAHPSnTl3qOUTtt1JFZWzKwHyw6yMoBsBM6beTmBAzhxSEpk+MR7OoLP9exBTrX+tB3gmjX+OFhd0Cf0Ys2kr4d5PJjhrASvpWgx5/oVJ+wCpccIzktXOYImjZlzPTbrWvppse5/u0qdPHU9s2+eTfQ+NwE2EI3/+jQ4yN8XNMD/Qpq6N/4YYEPkmBE0h++dMChC0gk85wN8OEj4E6b2F5/9Kveo0c2cq49OofdXLghE97xS64FJrDI/srhjvzmigCH7Bbo+BR2NA4HGnLzg/iQBS98HOQIxtXhLdCBJdjQvzFH18nrwJtACJ33EPnmYDM0Mzo3Rjo1r7xDEvmUGw9sJxfs+ToUjfksZa7HxrEBXbFx5hv9m6/0Tpd0go9+0IYu/KJ35ZEBFtA7tA8P9cr0p33q8Yjf0ie6yMVu8IFeMsaM3blyh/P4EW2NL307l/DFX/9o8FaXPsijPgne3UB4ZYUMkn6S8E8SGOVRNZ5kaetDNzXyF7XTQ3kU0A7EpBVJC1qkKK4Vth1M6vHAz8GAtmIt9kCEhmIp3QR2UHoOYKZwSsbHQsEpKWNQCgcMvPEgYxSrjAPAg0PgkADdAgJ8XvTjMLXj2MgUw+JBNu3J5xy/OBp0tuzcYeKLnoMVpQdsZDRGQQ96xjYGY3N3SAZfc+kb7zbpL0kbhz44bu0EBN5dybZhaGdEzp6CP+NOIr/gxk4Pm0mZwAJn9e0Y23Y5l9ObRcQn/Zw1/cYRxZZ0nEMb9qJPWIve0MIGWyizkMAUvNFnHJQ6vCTyxQkoUycpgzu4QcPO+lPv3HjTlk7U6TcLlDHpz4EH3nCmvTJywQg+GYPx2/nIwhn5ujrEw6FcboG+/vrrq7zGqZx+BAz6TlJOVnMj/adueubkgG1ffpA3eiWD8ST5wTxBhUVIsCO52VBmHHTMRnjQL/sro086wYsfMVZ6yE0YvaMzz5SzmUDHo3n8smtDLroSiLOZftHjnzkZ25v36owND4uztsrU6S+BkP74AzKzP6wFH+gc/AC59WvMaOjBtQTb2khuJl0bL2xqL+gjA59oHPCgHrYkcnZTytwE+lX0oZKiE7r2u3HeOyJr5E1OXrrPDo/r4Jzug4O0ZRu6kTvgh/7YC6YckjK6YwNtkyuXwid9oSGzBGva4o2fa/SSazxck1tCh7+y0MrxxIe8knq2VJZ1DI3z9KnOgR+c6UufeKDDI7LClXP9K1evHdqsr4LhyCF3SPowXvj0v9zQ44ePY7Cpr52eQQc9FMBJR9kEMwgTfptttqnOwkAMOgNMnkEYbNrJ2wFqx+FYLCnSBLWY4QlUDKMv5yY1UKJXj1Z77QAJ2E1aMqtnOHUMEyAzEKVry6k4x9f7Rejd8aS9xdsb82RQh2faG0cWJ7Kh5eQELuQX9OhT//qR8LH4c3JxdOTgeLyzYJcroIoO5VKundOncZOdXPrlHH2hQqY2pX1bNq3OjZVjtdtmrElk9Jl6Ak16oWcvv5E9Y+slq7G25cZNR8YLM+ro0GSFDYGrMv0HZ+wTPnL9s6OEzrXcYQz6gBkH3pmUcIG3w5jMCfWxh7YS+jgPZfg70MIQPOANr8rQyMnk0L++1LvGyxjwtej656z0LKGVIle9aIKC1CvHQ9/5kU78taMzi2GbjEnf7NPFVEs3Lc/J5hNp//PHOFwn5ZzN3GFatAUw9Cy4JjP5jcNOiVw9bNInPQhm6AAuLfxo+AI3LzCGh8PcVk//+GenBY25Lmg0rx14wGFLS+/kVRYfEtmUxT+hS5CDtzHjBwto2IK8rh1ww8/weXw0XvimXJ/KgwG5gMzYlZPd2IyJjuT4WiTRSNFz9C4nk77o7bjjjqsytfUz6pzO6MkYdt111wlzJGMgt0T2c845p+6IqaMzOlTeHikz1yV6xRuN+crO8KEcH7bVvzp9waYyuWtHbFEZjv+Dn3I8HPpjZ20ldfpVjlY5Ogkd+dXhrzxjUNbWkUO9Mu1y04S/tpHDdWTXR3SKn7kDJ8aIxmH8eKITCJPPmq0vvCTnDsn67Xd77LRpRw5tyTCY1FfQM+gXmQkd5UcgwnO6eRQTZWVQvYSnnCgXXQyEp/bKLIS2pinFpBSIUIbn8gDtPYbcdaEPuDgD/PTBKK4l/TEUWpObIfLsluwM705Mn9q4wyMDp6dvCdjUATd6cihjsDgJdWQhs7tA9eRgUDlQSBZJspDTwkNmtHI7Hpyecwe6HNoqS55yjinA9b+VPOY6/PDDK/+WvjacDn/ohi6Mr030Z+eMLWCJzLbULRIZi7yboouMRX3K8NHeuDmf7Kzpnxxsjyd6dmOfOHt82M4CwDZsROZMXHZwwEzrQASq+OFlLNo4VxZs4wuzxqweH/1zoPiTWxs06VsbNPioJ6cy7ekKD/3JfaZup0d/0Yc8Y21z5Zlbyh0e5erbuwwSOf2ejbHSY5vIKVAgE1mmdzLG9dZbr+qF7G2iK4nc5hD92a21A2iewRsc0LmbCvNcQCO4E+Spo2NjNG4LuJzuBTHRlz7wRkuX+hMs2KbHw7k6sjoED+xEBr4GPzqES/5BG1hFxw58jXq7RAK31l7akolPspjAkLHCjbbq6AGdMalzsJU+1PF5ElmUsbdDnTHqzxdhgi1l2sbWrpNC71o7/dCZ3ZQjjzyylrX0aTe9cvLQv/HEL8SGkd21sV166aX1i1fl8MF+6pxL8K6MjvF1DQP4s59ySa4du/Ahzs1T9iAHfvrQp7bpSx2eeDsk8xxm0h/e7Jy2eEvK8JKU4ZXxycmd+aotGrKji36UoXGdQzvtyaAuSbm26YfPDP/0H1waHzo/YAnTbnQlfJNrY354RcEXuehdo8F7aqZBBz0GaOBtoiiTnqHUE7y/ZEBoTDyOxznwGCxHYEK7AxPceNlSHeV7yY4jyPs1JiZAKcdD30DGcXFGElA4JyPFcxgA5Jkjx2Ci2gKnfHR4aWM8DgkdhwIsZARofMinHG9jZyTOiyycC8BymOREY9wcjHI6dC43Xv2SCx9tOUU7N0l44kFOSR7wtGXoXNODdx/8J23ObXonMhgfeRxJyo2LLeiSLrzTQNfG1ybjQ59cnYlLX3TPTh4pRp/KBMH0qG9344JVmEmQAEt4OkxKOT4wA2PaSrCkX/2xcQJ6ZeTWlryxqwAZHV3DiX6kLD4cgb7g1djZHQ90+nZOZkn7lGUHUL8OiWxksG3s5WV4JAce6qTQOg92lJFBanNf/pHLb2bQgXPjsfi1fLQTJOjbeLp1lfE0+BMdC2g9+iV75E93rtnO4xU2cBNi7sGaMcEJndOtsuBAOb0JgvQDJ+YezKBnd3PdjZexm+NsY74qc60d2+tHHTzRDb7ww96xAXuSFWblgiTt+EIHebQnJ7sKgvRD3uDU+OAKT76CXOxBDm3QmU9kQkcWfoUc5MvY4S3+0pyCHfz4K32qJ2f0QbY2ZUzKYo8ddtihvtBsTNMLH61MOacHeKATftD4k8jqIB/7WGOMkS7YLHZDrx5tbMousY32dObQH1p90gvs0J126vFkD21dk8uhjX6d68e1pB0eEn7KYS39yfEiN7uyKZrk2ulfGb7OHWQmS2yXMrn+QqudPtCjhRvn6oMx5/rnD1pafOhbmTFrJ/CBLbJqp8yYw9MX3D/72c/qXNDGPIFpfU+tNOighzCU3yZO0ueNBkFIg2qTgUnJTQh3lscee2z9fzgicQpiaAoEHIrjnAzcxGVgjoYxBD2MwDFxzmSyO0NZ2pmweDEkA8sdnCAZBVau0UscDyepjTI89cnhuBP2CTh6suif4+UYLLLk4oTIqq1DHXqAoA8yAIqxORdccSjuOPWhfSYo0DpXzuHSJR70E91Gj109uw74nNt988gH/25SHz7duql1zQ500Cb9GntkdUdr4aYvKXJFNmPOOfv5nNRvQVgg6DwvgeoLLtzZ0zGbCqhhg83ZLn3Hjq7Zi931wUbkRc8RsQN7SOiCUfWxr3YmuAXZhM6jFfRwji60cQ7a44ufPqILixdeqTc+eIN1tOhcGx+ZtfX/pCTBe+vY6U3SxhEdytsy52g9AhKw+0etkoDKfNN3krbGZNeEDqdXisx2LoPvlLUysLl5a87CGFqPo+nTIRkvOxszP8aH0J0xGRsb8A/8iDbmDl2zHZtqr17/ggDzlC3hhm3QsRs6+NOGXIJvvkIil8Re+LjBE6xrjwaO+CO82DjttMkCRz51sIDOeBzOyWIc5otghjx8rL7Q80/a4iFlQTMeNwrogz002jjgOLqhw4yjMhn/hy632GKLcsQRR0wopgt9T4+kLwfZ2JO866+/fi1r+ycPOvPcbikbwA6bp73xuo5dMueiO231gSbzmQ3QO8wRdRI6diRX9Imfa7JEl/joF42UvtXjnfEpdw7n+GhDLmVsoy/n2rChetdkxlt7KTTKJfQZDx6RTbmkTj8SPtrjH94Zr2t9GLe2fIvAx6Np8qFrMeFVDu8Du2mBRzjku9mkpasdD/LPoIIeiqdkE6pNFm9bVxQrGXCbXMeIFODH8ywOFi4GU29wHIwBc0YGih8QOCiaETgKSqNo9M5NYsoll8mKFyPioY2gTL1+OBcvQ+qXUhmGw+OUtCcfh8NhMZSxMZBF1RjwRAvQrk0qTsY5nmjxRadfTki/nCMekSuykM+YjRUvxtbWDo0vCZxzmtp65wU4jFE/ZM9kwa/VvXb04osFAWZkj11Cj25aJHKRuRsgkztBIRnghg0jT2RhB7Jpb7KwjQXMi7ccOT76MDa2dS0YZS/XHm2wiwMdm8jpQS7BFL76p8voNfXBG7uSBx1bwR4aOfng2M6hQEEbcusHb3KxK5niWNK3tuqzaFkg0ZhjcJ6+4F+CEfR0pW+Lmr7gXXBrjHDpwEPQayEjN3mNQfvW5q5T5jGZx7HhK4i0GLT0eOCPpzFNr+RGxM83tLK05+SiP49JjYfNzBX/sd7YzT/zmuxwCSfGZ46r0xYGYuMs/m5s7ASgdxPCZjClD/SC7NyMsRM5JJhgL7ZSr191+uJ/tNenOvrGS0LPdm6M1OOpDA1/wsYCGDIEF+zgWg5/dqa0CS/zDU+y4yGnE7iUO+DJNczxfcYKw/ozT9JekOhRvN0TeNFHm1x7t9M/6ORrpdZOLe3UPo8sxqhP+oYBP4DrnM7bpAydgD+/Km38El4wRAd0yz70RB/mdWjUocu8N3/1g482wYR6vMx1iU4dMEIGtM71gQe+0Rs65erxIZtz8jvwJQMbutan4Fi7YEJ7R2id46MPvNCSwTUaZQ7nonfDAAAgAElEQVTneBqTvpWlH3KqCw/jIgc+kjb8GN4w5wZNn36bB51zSXt0bmo8asQT9rN+kGFqpEEHPSYDR5BE8DgEwkeRydEplyjDljmlUZhkoaFI7+cwBCNRUpyEAaNlRJMSL+2l3NXY5aFUddpTWHhzYhRqAsopG0+BDjp9AbK+LahkVCZRPr76sbBwWGRoHQf+aDgK40CrfSYDPq5NAqAxLnJyuGgtlurpi+zk5DDdcevHlqA2aE4++eT6aajPtE3kgE4f5Jeia/wkkx4fgVObtAVKfU6LRBd0HbukD/qygJHJXSEHTeZMrMiPns4FfyZCnAg9SDAg+DFO4xAAW7BNFLzjqNiantkeb+3wQqNP43cEF3K6JLcxoIEJh77ojVPBUxlMkPOEE06omIKPJLSxC17kJIM8/eCpD9hA69qBv/GRUzJudK7pEC3cGq8FyZxkY0GKwzhhzLyyOAl+zTX9p4/oGl9lFnqPReCNTvDGq5vMGwspPYZHl2ZqXJMp8tr+Jl9kx7/tm07pW705xE/RkcDPWAQK5hJ7qfc4i94k+mQfGKE3c1IbY9QOFugIxtjE/ETLJznYEt70h48DjYATHduRDy2dqYNL8pPZfEjgw6bkYSv4IgcaQZBzuCA7mdDiQS7y6V/SPz3kfSZ9Gxd6PCSYVebuGp7JxO7wq72bBnLDgHo8yAyn+qRDwVv6wpMMkn7XXXfdutsTG2mf+ko0Df7oizz0Zy7Qhw9C2Fn/kSVd069dY7T0H/2xET7kdWgb/4GGvekBnRytnM7Va0N3zvWZmx/nyrVHCzPaodOHPDzDg+3VsY02bIFOn8qyzliDI4c+yKsdm7GhtmyvDp3kPDKj0yfe3fLojaxS67vIFx3pzzWeDv3gB7MSPbiB0L77MYI+vK93yCGHVJ8Dn8Zqzphz6iNHZTaIP4MKegjA6WYBIISBArnBujbYbooSOBz/Z8vgDcjgTbz/T9u9rEhWbGEcrydyIAgi2kjjBUXbdqCgoDhx6sw30IEIThyINAheZoqIN4RGFKR14ESc+RgHzgMcfnHyX71OUlmZWZVnQdTeO2JdvnWJ2LF3ZlUpUjwmnCRKgGuJs3gJqkUAX8nHZxzRQVbBwCA5LRYmuqCTp4ddNwj9fHHj9fRiITeO6OAPGXbIaBZddozDggcefnQtHr2ahoENi5qJR1eLlYnGR3b5ixQbwkcPvcUFv+T7B3ji98orr5zduHFjFRUeVPw76rfpcePzF0Yn4bEo26zJ56lJvOgVn0nixDdNfMXQOTwaglsO/UYF3PJKj/zIuRyIBx6xEyeyzk0W8UP4TTo4LOpsw5UddrMfv3GTFS/9ZPHRAwdsNsw+VqNTTeNhl31ve9Qbfrr0kYGxa33G2WZDgzU5+J3r0/DjZce5PljgMp80byzSRzcfvZGETwydezqHDw46EGz0IHJq1cKknz6xqC4X0+bhBa/8qefi2fgpjjBNvX1EAVfkPB7+wKk25A4+Pru2YbC5ljc1r3bwkBdHPHIg5uaWOOOjj16bH756K2MNdIORb/PRhsMaBYdGh7jpq4baNLFbjqw7+K09NqdIPVkn6HWjgk2+bcL0W3/4AYd1xdrRWgGvdYd+PriJ++i4t0JiADd+mybX3ZTUg82hdZRNPmviQsabELHTB6uj+ShO7EUzNzdv3jz79NNP1xA/q0nn/08SJ37InXh5O1h9T3wwWJ/v3r274u0aH3/MVWNiAbcctBbrywdH+aZX/ZDFKy76spde/WKnn17xp6NaJ6sPn37H1j1j8mTckY+tc/R1vyPDd3LqDy/s+GHMFv10uk6nPrjUFcqfMOuju5yz2zqVj3jYRezRrTnPpjc+fqtZDUd0mVse6N9///1z39Wd+QP/delKmx7BM2EEAQHKWROcYwJWv6MEFGSgbTY472hicrKbmAmL38THK0CSKsgK2TW7zi1Ave5tkSvR+OhJrwRIjMXCYg4n+XQbl2SB5R9ZpB+vLzlLjuKB17iNAvwWBD43OfDAIS5wGHO0iNFHv3HnbkZwsAGrOFXgxZBvFj82+U7ONX2+9EXGjpkdPGzp0xBbdDz66KPr7/bMwjGG6BQLsqekGeOpV/5MGljEDbFdzLr2TzZ9f6fNxFwQ8PILyZtc0CH+xUCdiXf6jJFTC3Q5F3v9YicG4lYsm5Diniwedr0x8LGcp8RiSp9YInmkhywbcDh3xGe8+Bd3to1NPtfx0QsHWfjx9dEM/MbE3FHLd2NkfFSqlm3WfATkRsZHOCe5qYVRrPDIwSTjYu5hx/fd/h8kHrCz5ebly9Z8Lk7bNvVbV/Cbz3jVho9EXYujuMiXjZ85pP74ZuMhpzYC5qLYtX6InXG85js91SIM4aGXbeM2Gpo+NaEWnat9NsioI30WdTXipqW/hzC+Iz7oFwMPampQnvVp5hIe8vQb55u86W+Nos8GDUb46bKWwGEMrmzy34bJum7dZNsGEl785NhTuxqd1THMzv3TSZtF61w24c3Gcu7EP8QRPuszW95w+ti3upkYYVLD8NTfumBOdMMXTznle7zsyAG91YNrOvHTRx4GOtWAMXWg0aO+8OlHHdPHhnG1ax46N6afTtf0k6PLGDv6YI1fLmGBVR8etUyPsXSaG/SqmXKEj1xrIt0IH1nXeF03xpZ6ISf3Nvp0m0d85wubvSlcCsdbQn9v7M6dO6tW1Rjy0O5TGDqvQ0dvegTXRLLQThI8kyCnGxNgBKhmwfUH8xSaRArAfNrw9CK4ilZATdwWHkGz8JCRNIXFbkkWWIH0tIOHbZhglkQbKouLSWiRK/mw+DU5djTy+iQbFsljx4SXLDcEMWBfYTnX57pCkii4wqYoJJhNmyZ6YLMAKQT+VjyuI3Lww8Q/ixSMJhd/bArsiMn7a6ho5oA9WPjrRgcrzPEZFzOLczcLfacguMXbBnbq1M93sXUuvo4In3NHNfbdd98teWNwqwljzuVELOhCNsA+hsGjVuhhwzkZcRX3ro1p/NeMmbiIbvLizwcxVFNqmH5j9JB3LeY1MTbp5Ste/HS6njXhmk32yaufmT/65Zr9Fha+OHfULwZiaJF3DZd6MV7jExl1gMfHFr5v4cvjr7/++qpfdvEjdaZO+QCD+jAn5oKD1xx25C8fTk35KX7PPffc8s35NumDwxz00bmYtJHgM4JPjYg3n9zQ8Rvnlw2Pm6M1Si34bpiY4DEGi49O5aj6Y9cmQ7ws7uahOmmeirNcqFE64SIj7/IkfupCjskb9wVsfXRZH/QZl2ONXHr5Zf3kOxvWOTxzHsDrrzHLER/4jvjGBllzFGZ9+NWw3MOsz/d34GvtMpf4bdy5mp5Ehl5YfUfjo48+Wn5XP/pbh6bcVc/Lv6N4sy/P7Pi4pPmcftgQPGImZ3hcw2WONE/Fiz66m6v4khFX+oqtfrwo/nWxeWsSPxl8dKtN/c6zxYZcuKa7NWKuKbCpDTWKyDiH3zkiDxP9kT56HDU4sseOlv90iU1rVZjpIhMe/sALE361jVcOjFUjcOCJnw58CBb95q4HHG/5YVFj3kJa4+wBrkP/+42uPZoA46BNA+ciIE0Yn+3iqTWeI8B64lJk5PEJCKcFiWMKjmOeLCxAdAuefjZ818CEJC8ZAqIgNPJs4TPxBddiVQKMs0UeBtfGenJjB7+EwMY2HfpNbguEcxuzNmrsweL7RPjxkIWHjHM3CzZd002mBRW/GLDDF5OEzCTyFmY8nrrwiBF7CkE+fCHcR176tkmx0eH1OH8jdjRxtGkrT41f98iWBdvCPYlNi6dakivxR/rhlyPx832mNsFio8EojmKBx2Smx+trN2/xwSfO4sr36oRu+dMQ+TnhXJOBmx1yMMkRfa7lmk/su1G4ifLBd6vyiW58dJB3rn7bQLg5wWWxYg9+12wg+YVVzjTX7OGhE/7ipIbVMj1w0kUPGf6gFkFY8PFZ/drE//LLL+vjB+f40ysGXj3Txx7b+uiYhF8O3ABPTWyjcN++fXvh22UHFrWmzvkiX9Yc/tKl8dumSE660fsoT1zYUTv5JJ/OzW3xF3txdU23vFucxZtdcaDLpkUdsmWjoJ8uNsizYVxNaPKnL8zwirW1iAy7ruWxjUbrBhn61ZZaoJ9v8OGl18MRG/Twp/qHW16tJTZ6Ghv48NPjQc0fjPNRBBtsiSOdrp2rUTgicWQHObfpwNc1/8TzlJQ92K39zRFro7dN2wQXylfx4oOmTxzFQkzlCH65aB5aA8qJOIizeDqSTQ8bzsmTNcZ/NjT8Ytr8N4a/uda5+0c6ki/OZJPXRx8705Y+tviD6Ei+c/nOHvvkiysZ1/TAjfCISbz6yzNd4qKOxI9e9vghP63h5mD2jUfGren06TeX1Fz35/iucjxq08OAiaTIORIBZVL3Sty1JmA1Qfjhhx/Wzs1HY4rMxFWcAolfUiQPeco3CQVEwOIThALnpkGGLvphqJAqRInSF14LFqKHXbrx2FSY/IJNPzxsW9jywYarwmXPzcu171JIiAIwGcTIGL1ihZdfnpZhdm0xtFBaVEwuyXc0ZvIUQ1gVTv4oWmNs2BjaaIqjm9Ynn3xydu/evWV3Obn5Ucws9jCRR3znG7savlOSfIih/LATiZM4IPEWYznKZ7w2E35tkXw8+JtIzuEVG7WiDuh11FeN0imedJqczhG95MWOfv0wyBNe9eLG5KZGHx/ort5ce+q3MZNHTyW+DEoGqVf28NPLntzSDRP9+vDoU0fhM17M6MFLT/LJ6HcOP1/UhKYG8RtHLdB4NXEio87Vwx9//HH24YcfrhqCKbIxd8OSR3hgnMQv2C1I6h3uUxL9kY+ixJcNNi8iY+ahtxzw8oWvcKsH43xxIxQHb5G93aTP2wFyvvckbtYGeTVH1IQaIGuD7g0Rf81F80bt4LOGqFu2xFds1QMe8xsm8vDIq2b+mwtsujamz2aN/3IEi3zS6RxOtq1XbM44GfcWyBFGNaM21DHddJARJ/asxcmToRNWRz7Ble9ixJd0i60Ya3SWl47lSN40/TV6Tl0v9PFVPlonffzswXDacj4xyhef9IlFc0CNiIE8ij/is4bowWOMfASDfkRferqmX03pb1yc9bPlSJ9z6xM7+uRODhGbsCH+muPwyzfZ1jPj+WTtNFZe+V1d5h9+tmALd7r0a+RnHOQS1uLHBt1hc4SbHJ3hFSdvEM0zRDcqV37pwj0OmTuwmivdn9fAFX4c9W8ogLFLMwm0wAmqRen5559fi2794REMi4HfwDGZJVzQTDpJ4iwefZJvEcWncPUjNoxLHH46bByQhAuGRUwC6BB4srAoFjwwCzpeY+zgRxJhDJGBjQ7FYJHsusXAGD7jsJXIfDKWPuMWBYmHWyF3E4HVYqJo8LjGL842kQqFXMk27tr3KNhWXBoZsfExnUnuiTNfHBUKfexa6GeRiwUMsMFwKrLJY2f7o1D+w6jofadkviFkG0b/N4kvSN5hLFdihcScfgu4m5V/t+FcnzE50NSLY3GES3zVBJ+rGecIv7j7XgVbbar006tmxRsu1+rUTcVnzumA15gawOsIl3E3I3Uib3QYw6vhgRNeGFALCl597DvCg5yLGRl55lcy+tisj41qV/zTYeHxVk0+5ibU3On/cuE3Z/g2ybWNgLmxPTb5jj2HjT4+3Lp1a/3mGR3iGRmLxMHf/PIQgkcsy60Ni/iJixq3VpgvYt/a4dyGQyzkR6wQvzWy5MLlmoz4wunahkRtseccPvmSc/0wWQthgMeTq7pRQ3Trw1MdiSkd8qde8PATds1cgg2PGwQe/dZjD2keHGGjT22IC7+sI/rl17VxawB+PhmDw7naduQDW9YRdtny8br1hB7rZDTzos/m79tvv11641Hn7GjXpezBwDcxkNfXXnvtfLPMBj72OsqZTX8bXP381sS5+5N+181NcwjJC2pOiS8+xI546YMJj9oRa3r00Su2chAvHvbJGQuTIzm8cCPj+I2xR865hjriqV6n7ezizbd8KC9dJ88/evOHDtfZXoY3tvWbg/mEp/jjo4t+9wPHiJx6Vf8+miWP5FTM7Q/wXEa7/g3FfSuXSW/GMmLh6zwxNy6TukDpd64Jlqd2Cwq5NjMSZiNiweaExikTCl+6nFsMBIUuMhWjPguMgjGxJM45HVrB9obHDVGC2JOwguxcs9jbSEmMxcjNUVJMCHLwkdFMfLbgcYTPxEcWNP1wdQNpkYHHguoaWZhsYCw4kkmPiev7OZo+vooZnc7FxcRxzhd4FBYer/b9RV02Zo5glCNPPjBNwqe4WhTn2FXP6ZQH8SyPdOmXY2OOfG/SGMPrJuuLsfyTF7GSkxZocXBtjF/8dsPWyOiTHzdwfyzQH8xkh3/iJrdiKxb4tTCKIzzy5AbgDZoYa0is1a1GBj8fYdbnV2Nt/j2lqD88/EJy61r9Ij7AjmCDezYYYBGrFkq+w+IIi3NPQDDIOZJf9cQ+ffjY4ifSJ3Zk1TdcGn+/+OKLtcnTj8TNv0Ixnuw62cxv53QjPpyKYC4ndPrz9OKofxfxyVyVE1/YdjNTE3CJhX4+i4MciKv5ZV3QL2a+3C0+5oOnUG9H3dzNaesXfnkmQx+bNsXO2TDnYbSxERdxU+fWDm8Gbcjo028z4Uu2sHhD5y2QnBtzzf9yrx+ftZc+vDYhM3/O9Vs/nNuMmDvNGz7qsyFQT45i4wEJPpjZVltsixP74m5DRWc+i6t/Dmkj42N1sSGjVe/OyTiaF/7Zp9gY16e2T1kz8iL+ra024uqGLS1c1Y9rMfBmjAw8+BBc1Zo8yjMy7lxcxEpe2BVPRzLJGWODvHP9bBQTfc1jssgRj342onTrk09HfHTCRJejfliMOepXb9nBXxzoxB82uIzRgz8yjsjy2bg6ELN4+UhejTmnh45yoZaKhfFk9VvrYTReoxd52OntORn6e6hYDFf4cf8LHgcIc7ogAQUgEmDALOAFJdCOFg8fbbWg49NPxtFOzmRWaDYa7Eyi0+JrQbK4FySLe5sCCbZbtBBYXOhVHCVCwCxKFpM2HWQUMJ4S7mgBoMsfqvJ5dosBPy04ioVtWOjlV4tohaQoKhzjJiO/3YwVET794kmHBi98bsp43XDpxS827Le4KhwFYEyD22JHnwXIb6jBDwM7csUGvV2LEXJUdOIh9vRdl+iRGxgn6Re7YijfCAYNxt9//33dyMnzmW/8INOEd56cviYNH/x6vj+M5jth5GwKPCG7IWpkLfSwuKnJIxtsi69xzTVM+MQV4UP08g0+9unwfTX/CNMNwlsq+bOoij1czul3zFfy6lLMLQBs0c131GLi2lg5Mifg0yef+uXfjbu+YoRvLiZ0sacfD/yIfb9k4MuD/pouvXT5rT85saGeepbQ5s2YTYHalYdTUPVAl9q3cWUb7jBkB2+k5i2KNqHmto2cuKg5VB251sSiDb88iIEHERvm3vCJkfiaO7Cw76gmrCXsWxec420TJH7yhN88ZhsmDaZqUB2pK/bVh7mLBza6+aNu6ZIP+cJnTG2bQ3jpZ4deNvnlCLtxc4BMvPjVIj/ohZ/u3uioTSS3sHlzBavv9+AXWzxwaXQnQw4PkjPn77777sJrk9R8m/yL+Ro/xIktMaDXg421FC5x6DjPxcSmxzwTR/7Dilcu5bCakxPn+lBjfGnukqXfmNa1+LgWc/zlHG95pt8YnjA4h0OO+FS/PjbVIRn1gPRriG78rtmHnV/qWJ9rLX42Wm/Is6fhoUtjM92O1hD22YHfkYw+BD85Ooyj6iU/4XHPVXfZwQerNdx9Xy3jV4vkbe6tNdlZig/8cfSmp2QFylEyGecYoJFr/f5arsklGBzH42YjwAU5eY7ow1MAFaIFleMWXhhMZPqNCbziVQDa3NjQS183VwtSCxYZSYTLOHsF3cIBiz7Nk40bCn1uasb54lrRWjDgMuEsgGwimx2+W7Sc67eAwKjPZ+rs89ci7GhRgUtc2eCrftfOjXligx/RSYeGxwRw83Lzh4WsBqeNpphtk3H+8v8UVNzgn0Q/P42Lg8Z2cRcTGwiFrR/xT67jcXQ9Y2ni8J9u/yiTXb+dRJd4iYMF0FsLsuzKp+8a0CMPZCwAcimO4kXWuHN1Fia2XMujnLRgwO+GRj/ZdFXDZNhRN4g++uVMv3O6YETsuIZHzNhyjFec+FxN50N8YsWnFkU1Shf9+uFKRr/mo0Jx8oVc8j7mU0s+ymC7GCyAm5ua+LvpuDFel9hA2fElcXF23Zhx2OJxFAtP9t6gwO+tis2am5rvJxmXGzHorTN/xcrctKB6+HJeo1esxE+MrR/mM7ni2sJOv5YMPrIWc/jZlV/n6sN6Zg6T9zAkj+zjyU83g2rCUU2JMRt08I0N9SmX5jAMYqOPLXOAj9Ui7OpPH7/6niN/YDWu5swPmPhBb9//ISfGPkLLDvz5HXbXzh01a8/bb7+9Hkjo02c+sCsG1yE4rMviqZ7FwG+rZn/qDo8+67qYwsPvHsTFVDP/xIoe8Y+qPdjx4KWHDvHRR4as89YOcpp+OMTZOXn85pFreprjztPPPn3i5QiT8fr10a8v22T1xZ+9ZIyxrb7ViGv68TlHjvBo6ipM6SaP9OMlq+lvzDhZRL/YJe++OSm7Yvnss8+ut7bNT2Puv9Yb8/FYOmrTI0EmLmcmKXiLonEOSiZyxG+j4lxRBJiTnsbwuyEJQBsSNye8CtDiI0AmukIuWPgF2KQVOAmTEAtJhSjA7LNh8sJAHk789NFhUvNJwtlTHF5fW1B6nUyXBYgti4GFBC859tpcSJI+CxJZY/rYds5/53S5xjv5xYXvcCro4uZtk4lpEaNDgx3WbOrzhsrTn6cwv9Hlo5a5CPq4x43AAtZEnLksxuxeh8QIXvGaBG91YrfuGsXnLZ2cao3JH1zigk9sNONiJw4WYN/2l1c14M2iBQQGcdRvcbe59ebCxwr6yYiZ1/TqlC01EzXRxdYYWwgeWMRerovbjz/+uDataqPNJYzqhw66+Sb2iB9qAeUPvfjoZN+1fNDjqG7MDYu8o1jzzZsliz4+feHlZzE0RrdYwke3MXrZFzM2fUTquyZwG/fULEbGYacH8YmsfnjyYQ1e8UfzIvF+hZut7DXmGhYYHeWbb2IsB3C7sZmL3dDMIXESB/MEmfv6xZwO+sxFdSPnfHRNTjzxWXTFkD362VTT8OMXO+sEHdY061t1oW6MIfw2EexY2NUoPmsKHPTbrIk7f9mBnX16xRwPXnaNlx+6rQdyQ68agRUm+vnjBoLkkBwc+VRsybNNTpzCw6ZWPeNBjrBUX/X1xWIPdsbpN3/E/DoEA1zySa+82KwXk6k7bPjkZOZQ7Zs7/HQu19ar/HKNxMh4hF9NIPr4hTf/5YgOePTLi6ZG8Jbb9OGHDz8dWnxssU+fxh6CB581xTj9+rTsOxqDgazrxtRU8XKkB6kT/Owj/MZcs1EeO5KduMOoz3n44CDDd/d3b3TojoqdP77rj1y6n6kTD5Zy4tMf5/joOZQO3vQAyxADk4D0ZO3vfUgG43gdjZlwnCpwFhdJMmmQG5Rg4BUErYDqdzOzKcHHtgnaJiU7+Okv+XSZ+PoVosUKr42PRQU2CdPolGwY8ePTB6diwWsBMBFMTguDieJGZaGykOClQwFUTGLVNb2w0cG+o00HXfptGJ1LPBk64Smh5C1UsJgkfMLnaIy/+C2k4mAxZcfHLV73+2y7AhU/f8rfR4reFkXFxELKn+uSWIs7go995ElS7i3WnsQmwWyzyUeUb+pKnMScn3yXJ/Xh2pE9+ix0n3/++brRqSVUnZAXUzmy+Jo0/JZHC+YHH3ywbIihnKsDMaVfrB1dkzdGrxppwZZDNxF84kxGUzc2VjZ0+OFXn+KSn2RgQWqH72LmHK8xevjZWxg3IljZkksf+/pYDQZ2+ESWPbFgj55ixiYbxtRvc0+/Db+3sRYiJLbs+lcg/OcrSgc7+meuF8MVfvA5/WKsVhwR/J3Pa/mAwdyUI7HiWz7Tp66sHeJDpxjbLMo1/9U9fjkTC/PImPrTL8/b8xwW/HRb6/Cy4VoObF5gIQsDfj5ocidmxuCn25H/CD451G9toKd6sH7QYS0xp2xm8LEr3+Ye7Oyr79ZbsYGBbUc8ZJC5ow9OsTBfrAd46WGrHNNv/thImpvk1IIjXJFr1JEt65tNjz7+Nif4e1USG3Gvbvjs7V5Ysk+/Ptfqw7oqNuaV8/yWb41PakGD1dxBzsmn37ncqAVHceUXeTHjm/5k9Gv04Y3PuHMkj/TTA2/9bMujfMOl5rqmTxzIlBd+0JvP9JDLD/qMwSg/xUefczFx5BsedumY+NjgH73kNDVDlv+IDufG4CQDu37rvrVZLlyj7NPj43bzxG/Lipc8eyjzwqWHh/iX8CU/jtr0mAAm3ySO+jsIioYTEeAC1JOEIHFMcQqEJHFQMjSB9PmdCcYGXfrwWszIZ8Mkx2dhFkS6bIo0QfS05dzE9IYEDk0xWBQlS4Doh9O5ZNM1i1m/JkEWFZiMW9zgEfw2UXSyQYdicy429LILOyIHE59gpZ+MOCkqMbHQ8Zs9CYWRXYmWeOOKWoGRpafJLpbiA5tiKb7sIDKwWBC84ucbCgd87JK7DqkVsQ47/XS7+cPvCF/EPx+rWGjl02aXT/CJp3M6YKse6COHTBhvd3xZm1+oGGXboi2unvx9ydUiL290qj2bB+P6YNP4AIPckMertuAstvDqh0FNVWvkyxteteKaHrUBn345oSN9YmaMTvUQHhhtdGD0z1fVtxjIpzpzLlawqgvysNOnz1E/EhP28Dg3DpsjPerMBsfmEI98su8XEtjiJ37YkXN+G4P9OsQ+Kt8wTOJH4/Xj9V0YmwExawGGS701v5rz5oz8iI96gBsvEiObSDjMI7mhD6+jePBV/NUiWfbznZw4WuvYtu6Jk3788iVPYioF6xUAACAASURBVKqWLNxwwWitICc38KQfDrj0s0XePEfqjj148LCllm2CzRsbvGrN2mOjQh8+Name9IkHPjjocU2vPg9QcJGzocBDv4+H8fAFLpgdI+fly1EM/HkHT+0R/dV/vI0deoSVL+KDvMmFaZum/mIilnLKD7HQxN11eZD71ni5b97QgY9fYoaPPucILx75ReqnGBnDj9SEfLimD4kd+/roZxN+ujs37lye2XGOly7ybCDHeGHgi1ZdyS1cZOVCv3E66NaX/47s0OlozJF85BzOcGcbH3kNXuNsq3v3c3OBzW3y8OWPXMqxBzvxdG9U2+7H9M/cbsvP66M2PZwENALOZLEoMahNwJLlBtTE5TCgnHRUqJ0DbYFQcJJiU8OWBUPQ2yAIjqLCRwZJsMBbqMl1M2gxIiMJ5AQbrokT7hbD7f58lcCSjIc+uPgmcbAbV7z0lWwFzA8+4WkzBgP/9cNLpkI1RpcCsLiQN+6oGJFEIz7xk9+w8AM2utyYxdkTGTyRnHlq97QlvhEb4ipPxbaxQ49iwxa/4EH0IjmyYMLmy6L4YEX8cZMVHz4pZjr05xc+eYCNHXzk5V1e+Ssn8l0syYglW2TkQ3xtGrxh8/EHHXTZiIkHfT4C8/9f/AsMb8WQ+LsZ2gAjcvA4su+cDQ2xE/Gr3MDDhyY+2zZC5gJ/5Zisaxht4t3Y4PL9uM7LqfjSqQbYJst/9SaGcMlreWG7GOozTl5+ipMaMHfFVM70e6PrLZpz+sXDuUafOuzmk9/HHumCBfGFTl8q5qOxaim9eMTfYugmLM5qAB5xMGYDLXZ9fCkmeMRdrPkKN1v6vf1RQ/jYo0eu1I4bKb9bY+CgQ43ahBizsWhOssEf/eWj+U6/fnrhpIecvJORM/4ZR3IhR675BJOakj+bHHJk8s0bFefs8akNNH51pub449p84zM85JBr6wc78GhsW5MQHX7RQ334orkHDv5uEx8i8XTz+vjjj9ebFWP65EBNwbKd42R3HdWF/LWWuYZJrFD2t/V6oCl+8icf9IQDJn1yYzycjnAWD0f1hk/8jKsZOOhAdDo3pkX6xUxc6RBrevC4JmPctTF22WguOOrH58hXmPXD5dwR6UN44SvW6cXHz3jCkN741an7sXEyxZecmBeD1jvjs+UXveZlfnv4sCGu3tPrSK+HVG+cbcDVuXmmz5xR44fSwZsewWsRSTmn3bx8fGI80o9MOIEGygRyrFgs0JIpgCarIx7j+IwJhgCyK4B0KQiFwoZgKNKSaoxNGw+46EKKW1AE2SQ3WcnSG9EnsFqJaAyvcXZhoFdfxcN3+NmGU0FIHP2wuUk5anhcWwDhxEfGEX463WzwwurJ3sKDBwZFqYkZXou9GLlOVxsvthSGAjEOsyb2bvCaWLBFN6JL/B2vSnC4+RR/erIrvnBbpNkUT0e7fHGxoLpmX4z4VxxbDORRc00v/nIvD2TVDhx8kx8xgEcf+15l+6IzHGJMn1oqrmoRpmrQWwTY0kOnOGls48tP+lG1oJadI/6qRbjwOcLlhummpG696eQ3G/7Bpr533nlnPeHo468j4r9zNQdbsRAz+ecPfG5wMPDTGLlyQk7M1Dc8+WQeuFm6gSA4nIsNXjdhfmezOV5OltCRP+SHPKLX5/lt5lKVfuOIfzY8atlcaW3hl7miJvThg1EN0tE85INrfHjolSfxsqjqE5/qqbzhqRbpl4fqg4w8iyEd5mEYYCKrBtUcXrkSe3lSj/rUG7nyIt7yTMYczza/+YX40RpBzoaZDvz6ycDBZ3O02lETbPINFr6rS/aqCdew0aM+xdE4P8SfjIcpfVE56prfNlX+pYg/j9A4+zDy8ViSF0286eMjnM7FI3KePUcfN/NVPxl+8l9MjLvmqziaw2pAjRjT+CKO1U3xw2e8OUW3WNGHn5xYavSSY8e4MXHkj3788NCF6Mp+fuERczxk6NXnnE781a4x5BoPGRjiM1bM8tG4PrJ0ioc4udaMafrphFFMiiUedvjhHPGTTBjkX+7VqjfK+o2Hx3m16qFd3prfcu0cwbyP7j/+7+HkAGBTKee85SkoHEF4BMfHFRZwDvuCWYuMRVWSfWfAhBUsiz5H2VG8nMRnTMGwbfMiORZyNwiJTrZi4Tx5QTExYbHo+DjHZ4D+lL2nZ9jJsKdZSGCgTyvg+YPHpHQjNuZaAunQ6PP0JQFwW2y8+m3xEA9xkDB62INPTLIBK//ogl/hwKRJuH7F2o3MYqO/vmJIViz5Tcf2QsK+hceumfwkcdY3/Z/j+875YFFl1/kkC7rYeCKUO3ETF7bUh5pwrt8ibvMn5+IkjrCJodjTLdd8LQ9kxa+Y00EnG/jJwYWHHr/hZuMjjmw44pNHdS0+vgju198t5vRkS82rS0eNbriz4yhfaomcc3zyosmZ5i2c3zjyNsO1uvb2Sf24Yfq4RszEdC4YdLLpyB9jGt/1sydedMq3uoSFbXFyjsTBNSIrpsXI3PR2hAyiR02pD/OgODoiuWL7OmR+qA3xQ/6+S+fpndfO4VbjfEXqxg0dFjGQV36ZN2qQv679dpfNrHPxoodtuZAH80nsySH59jZBk2t+m8eOGh3049MvN+w7FzfjxtSsWJZTT7gwWqPUA1K78NNn8yMXcMhx6xo++NLLD77Jj6b24WSHrDyyzS/zXz06h9Hmlg3zkH/qQn+1IB4ewugTJxjw0Ou367yVRtXXurjgh5jI2csvv7zsl0t+8aUcXiB6YRd/+UEvHci1NeYiqtbZNb8c+cRu9SJu8om3mNFdbI3pL7/lXp9zhLe5QP88NyZndGrpIwdPesnRqUXG9CN6XMtDNsxrtugJY3OcTX3llF3y+UUHeXMAZbs1lByin2w+0qveyOaTvvDph0fduDerU7FXi+xrao0db9HZJUvGETm3Lqtl8wlWcmTMEfPpUDroTQ/DCimnU84xN4aCDFhAATfB3dQBM5k57NoEB9okEiwyrgWjQHOiALLfK1e2Pc0JGqKLfXLk2YTTuEaHiekmgo+sBVEhKHQ+sN05PWy3GXENH1k44DXByXfDLS7sWETYUDgWOguWfrKu9ZMVT3odYZBARzpRi6JxC7oxGOCElx59fOYjna47h8ONyU0Tv9fXjnQoHAusL5//9ttv53/XiN0mIF6+H0v8hE1ekOvym882n7PfeL6zybYmJvBMefj181fDr5k0jvx3rg7YMOHwuZY7E8+RDuf+Jo0bO+oNiwXexFKfdLgJaj7qIqtZoGGh21GTG/bSDzd5Y/zTDx+7+ul/4YUXzl599dUlpy7Vkhu/t3Bff/31+rcijz322NlTTz21bkaehMiLJdv0OiL6Ed2dO+IVGzEQG3jUDT5x1q+PHn3lgy71w54axmdDJl74ybb4kTHP+VcdLjBH/GBbnXoYopse64tjsaSuczlEcuhNA0zWCfPeWgMbfy2KjvyjH5nfNht0sGtBNffExVph/vG9+UCeXUS3mBrLBozVrPpXB+LBppxqdLOhTmxCbWzYMFfJ4/cmzZ8GsKmgR8PfGkIvH/hok9lDGP36yIeFPpsZ65W8yB9fbW7w8dkGUSzo56M6Kd6O/KuW6GAfH8xtnGDURzd5TSyQvkmuNd/RUNP+8npx5U+66puy2+fphh2/pk98vJWMpq54xNd8l4/Wk/j5jNST2LsWX7L6xIOPjvrUAx2tCXzH7wiPGhBLMtUs/WqIDn3VDl7X4SSXPbrMRTnAHxZ2ERk5lwskX+UPP9146MdjnA794g6PPqQPkccPh2MxN+4cFnVFjm19ePW7Zo9u/XQlJ67uQ+kjb8y9zjmfYS4Ozsl4YeFrEHw2n8jA5Y29+XQIHbTpoYhxBqIcriA4Lqk5YWHs6V2BKQwTxUIvKEgwnAuO4DvXFAxdFRw+tgXCJO9JzmKGFIIgGCMjQAXEOOwK3AJjQ0K/QKEKxIIhCYLXRFgMm1/ZoxuvMXySCiPd+un0cQj/NWNs9baBD8nzsbcvPhoUG2P8EE9+uQHqa7GzSLJrgdLv2sLMpms46IVTjG06YLSwix185MWG72wpLjdzC6NzRA/8+PhwFZID+ifBZiPBH9jpR+whm7AWAHhhh6NJKZ/G9dEhX3RodPCPDddknYu52BrLLxM7m+LgqVZO+UqWba+92VPTFk9vA/xjzuoUXrItCOzBKR90wSjW8eCnn2428DbJ8eCHF1n41Yb4mS82zX5jwc3fa1/1RAc5eNikKx2OxvioLvgOnzkIGwz5r58P5LshFmPX8sVG+uH2mbsvM6tPc84YPHTSxb78tOldTh3xA0a5pU/+bEARvVE+Otog+VV6/smVuMOhiakY5IebvXjSqQ4cxQePP+Ogbns4Mo/MNZtMeMSDv+TNT9iqJfLsV7/ij8+4mFmvxFo/OfNTnvGzKSfIPKSnuUNva6aHRmsqTAg+/J6MbZIRPWyqeXljSwxg1y9PPTzSo5bUJX+MIRjpgQtm89K6Sad+88KGCZ88888fG0TWTng83NnUsCuP6cZTHvW/9NJLK3fONfr5onZc7yO68PGttYrNJ5544jwmUwfMZNSst3zWZ+fsijlfjKdLfsTPNT7nGtLHLzzVvTF9jbEnhvqdZ589ZIxNTR8beFzTARN/9BnXTwZGNotr9vTJezrSr27TT6Z4kyvu/HCN8OITV/MRDn14EPvG+RWW5pvrdOKBBSayro2T45ca41M5YD97+OmJnJP1Bt49y/zxR4/xa+qGjDmzjw7a9DAmgEDlVIrdNBDnjHVuopj4JoYJlsOcdA4ofa4tKoIqcAWejMBoyBg+Aao49JnYsOETXH0C0oQkI7huJM4lEFZEDyq4JrRzCw0dAujawujmArdrCwB75MOrn/1iYJNlUaHToqvfBgVZeCxakmYhg1nC8MKaHrorfAuT30iAi4yF1KINh9jRz55Y0GdCO7fBsJAXf747F3e6TQhFSIYPqKJfF0f+oFsrtnDRW9Hzow2BMbxwiHGLA/+bGGJg8uHB7zrdZPmDNztypo9/eJ1r+dSYI1z4xMk5vfrViYXXP+FUX7687CaffSERL3Zhqz+b2ZJLPK7DxQY+/pof/pQ/3fJog0qXGOFLr38ii8dcSw/fYXNs80GGH/wWQ0d6yfAJ4ZELuPmqudHCqg8/Hc7NAzbVnHPkxsYu//GoOTpgJccW3qtseuhwIxcv5+YIW/QifZFz/vkirbnmWo208MHgHH4bFxsiMbGu6BMHiyecrsUX9aTpbaS6wCcmdLkWb/mrRqsd9s1JfHDLLzlN7HvYEzNrn7lLl3WFLn7SYdPgTQXfzBNj/BJveZan9PERXnXEJnnXeMSED+xYV/jtSJZeuOQNHn3O4WHX2mnjot84n+SgcfVgDesXIdQPgkcsbYrefPPN9Vu9MJF1jMqnj/+tjfAj/WILG7/3UZjoEFP41KffJmZv2qQrLHz1f/rYUGvF11xF4lc8nONxrbblmx5xURvwOteHB69+DR79cqe51uig1xG/pj+MzuUB0dlcK26uO08n3mT4oeEJl3qMx1g64M+GPMNtzDk+viF64DWWD9mju3N82dfnmq/pUFt0qvt0hg0ONSqX3TP5MP0wj9SNOvdSRU7I02vjYw7uo4M2PYxSPh3TB5jvOuQUY/qBVsjOFZZJJog2CwIi0AIngBxV5HSbmHSxRYfxAiJIioNOTz0m5NTDNjlkcRBQdtm06NHLZmScrsg1wo+PPXjgqkjYdE3OuSP82xSu4kJGH/xhMgYnexJpwVBU9BkzEfGzYxERIwuZZFtkFKeFDjbkKNZtNtmjrwWEPgsrgluR9PYILxtizh7e4rEEjvhBDg428oe4/Ffs7CG+snn37t319oC/UbWBR7+YiCOd8kx/jc1ipo/P+sixGx95cXM0rl+uHZExBJ9+iztebwjoSsa4fjZbFOA0rm6MafTRo4arFzwwZc/ElVf54JsbHjwmP16x5K+c22DAEe7iKPfZWoo33z9hmyw/4KMf3uJnXKzodM5esaNTS94GwbiaNe/pYx8W/TX57PsdYTnmyF9ErzkBD6I/MlafeNvQtACKs2ZOueHDb/7zz9yxyREDsZAj596g8UV8xRk/u3SzhYd9c9ebWXPMtTwWO+dsoD7WFiNziU21Yv55GCFrzPyVbxsuY3jpEWP1Dx/78mAt0mCxtoozrPTyUdyMwZOcuiVLr6am8JJB6pKtco2HPbqsS47eiJAzpg9utQY7XbCoXZsg8aKLDzZE/hCq65m7ZXiTT3K+z/b9998vu2yrVbGgmy19l5GYs0sO+Vi4N8nky4kxumDhkzlXnIzha26VH/waH9gQA7iM4y8WclVM9RkPd/nAT486cz7XMddTBh7XeBCdYSVvjC416siWXDpWDzBpaqJaygZM4aSfznC5pgsmBIN8k9FcG6MTkUP6auFjA6Z8yQbMxuilhxwe52Ls4c/mddLUY9Njjnr7bg6oS3mxLzjZpgeoJgQgAOpT1JprLTJJgAHE5DRmAeNkgZAMfJJZ8gqwyUCGoyWbrKC5NlHpsbiZICangJUQQZV8i4R+yVK0dNBZkOlgJ0zG8NIn8WzhpcN1+PCjErF9DlM3Br6RY8dOlM/O2eEHXyWNLmP6LCQWSpjrd0Rsi51YiC+s9FUwfCSvaIx7ywMPX/DRo4mR3IghfL7456bgr2TjbRIvo0f8sODRyUYTkD6+i4kbEQoLm95kKFZ9/HJz4Y94IDmAUQ6SEwfX+PnCBso/OIyJh3HyrumlQ/zppQdesTaG8OvH58gPeTSu0eXIlnM8Gjzswi+28MeTzTC5RnDQpV+Td/WgwcQvOmCkkx242THmmi44XOvXlxxMbFT7bNBnnE/F1LV6yS885NzcJqklm5r0wOIcH+xwNk7nsZQMnyxi/IKleNHnHJ9+r7u9Gfvpp59W/Xorx1frlRsbLOaU9QhOsTGu7myMzCWbJr66WZo78icW9LuZ2wzxS06MiRs5cxe/GIibzZOPRnt7i8/8VPP02ITAIobw0GUTxBYf6DfOLv/gxSunapBe+WILf+ukOnPOHj/4peGFmz4PNXzmO7xsO0fmJf3yV/7p5DfbYkkWPn1iKK7WGHEwt230bOD4ya43dpqPx9if+WOzvjfeeOPMXzGnE8FEV3ZW5yU/1J15ATtZcvyjb9smNfzycSh+8xzFy/fmvnPxpxtWdSg39IuHvPIdH/nmIxmNbXmFqWt98iO3YkSnPrL6O6dTc802TNUYvPrVRXPTeGsDfi19sMGB9CF9NTjUDRn3aNiM4YWBbjgd2UX0wdO182yIiWs+04vIu47EpHssW/xgmz3zydcJ+ng0mWw5qjv1r2bhNpfc69WNWNKvfxcd9KanoKeEQn19D4OTEScAb9PTZHItwOTciBUdx004AeGwiasoBd6kVFxk6MfvJoDXQmEy6+O8YqS3iU5W8BWoYJZgwdfgp6cimNgFj14YEL2CaMKTEXSNjo7J1+eafMnmIzzGFSt9ipR/nkzwsYPHWIWIR+HQZRzeilGRWYjw8N+RvAUIseMajyNiXyzFQ3HIA2z8+PPPP1f/Ytz82PZvju06ZwtGtmBC4iY3ituNZeq12ZFLfqsVY45Inwazfn5qYuLJTv0g4/jY4Zfr5MWp/JOjR7zFHkYy6RdndUhHupyXN/bUJ3146RJfvHhaDOgn51q/mITLGDl4jcmro3H1Dwts9ecLG/SEuxing151b57hkX921HM64uUjffww5qjmYHAk69j3RdhC9Gm+TOjvHMkvebrUktjgFRv9jscQfFrkL4ezV/7YcR2fTQ07Nhv+q72nP5g9yYu9GoEBJrFROy2WakyM8alBuTXmjZaPaFqL1KZYsIuXj+qIrNiqZ3iqYxscmxP5LSfq3obHtdjDZNNAD33GrS/Giyf9mhj73pKFHibX8MBlfasu6IeRLnLVk6OagNH6yQcyeNjW6KZTTIxZM8WCbHhav/XZ3PiOGZ42fXxxbsw5P325XG7g2kVubt6eeVOHxAa/+MjnPuKTepc/Popj68eUpdO43yi2GeMPPrWO1JiYVGPO5aO5IZ90iEd5FDO2XWvqq/lJXgw0cvQYI+/aeHUtpl2zQ8YYXv1iog/BpyE+q+ts6VMXZPVp8q0hcsaQPjjS59w8YVP+YNIHMxI7vOTgCRsMzvkuBnhco3A4avTxQw3TwR47rWtkkfu7mvcpEmIbkUfF2rUmZnTCbf71AL2YL/hx0KYHwIKVDmD7LRyGA+ZoMdCAFwwTwYSgBylMAE0aQW0ykhFEgfHEIKH0tWjknILFQ59JK2gmqiNetiwQ2TKBFKgbryceRc/Otk/4S9AS3uyOYeCjMQF31FdBOo9KOHvGbSpg4Rus/E4frPrwai3Oc8OiXwxtxBSc2CF6jImBXCAFr/HRkX48iLyCYDvsFmxPyv46sTc8jfEV7m4aS8GBP2DnE8pPMbPA0GuBrV6MW6zlTcE3gfA7bxLg56f861MXaovfYobESOEbx685JycWjq7lROzEkgzb6YFHXRnDA0e5aNE3Xv4dXcs5Wfj0kdcXDhjZpq+4wEG2Pvz6ktNPjj6yybGDb8aE3/jZ5acx5IjXHDNOlj44NbbUJhxsyRE+Mi0iZG0kyGrImxG1JW54ET2aOOmjh41DCVb6+IBcuyGyWUyybxwuG3V22GVLLn3vTX24ual9+uRfPq0DYqmu6WzMuH6bJTdputmCgZ94m2vWELzFzAbJ2gODTUjzXf3SYS1ylBey8CJ9MCG6WrPYaR44ikl5hL86JCdH6tPaIn/FHH5zGybrBVvkrLP46VP7+M1V/LDQISbG9IeDXb6pA2uLLwrrs+n0G2CI33D46I895+YojGKoD7EdOYfBF5rfe++9cx5v62yE9m166OQTG2KI4INtm/DisREj45ocf9U93+VZ7RqDCz59yHl1IVZ0qQPjcmReNe6cPkSfhh8vPeQQnmzAIMb61DIZetSNMbphas7hkyPy4guTfLnW2OMHm45In0YncjTuqF/t5ZN+fc1h/Wym03Xj8LEJwxwXW5jEmSyf6OUXXnJqTZ0aCyc5f3XZ/gIf3cgRj6OHEzVu/rmGEx4PX+qGjV100KaHoQKVcRMYKBTY+CRIcgoMUK4lx+QzGZIBzl9YtAHqZl3B0cOOwHht7DpnCgD7AmtMQN3YBRFeOj2Jm+jG2e9JTID2EfxhEVS2JY9ttvigOUf42dbwOFqIJVSCLUCaWEgmjBY78VDA9OM1DieZCgMvPrFgRz8bCpWPJrr4wWnymNh0kbMA6TMGT8QX2G0w5QAv4tMh8UlPR3g0diK63ITEHma+6UN8tkjyW6xghEE/bGKPYOGLoxuU82oBfv30sk2Xc3rUBX4x0q8Pf5OQHfGEjUx66cOv9sTGhtFEos9YNeFcLhD+/K9u+KnfUZ9xE1ofm+JCp2v1AJtxFGa1K56u6REXWGHXxAEOsc2uGxFf+UknvK7xuEZ0aOQd6cbTkV34kDkLA3nkJm/zavOg9tS0cf1ixZ9ytwSO+CFGSDxsrlB962JTn2qFf7DNmnDz5aO8wSEmYgYXX41bKGE2F4yLubVCHPkDu2t2yakLeMhr/BQrMTKOj//seco0RofcFnvn5qg6R2TZg0ej11rgIz26xNa4eeztrYcDshq8cNMhXxpyFA9xETv2XJMpX+qIPjGi25rCZ+d4xYq8703oq85gEdM2OfD5LhJd8Nio0C1u/HG0HvFfXLZzuABvfty6devszp07K5b5oPbkR9x2ER/UpM0YG659TC9fqLg4N+4vq6sVuTS3xY9+PhuXN36yS5c+PjUvnCP6NTmwfiA5I6PfuXyyz286teaffrzGmvfZN0Ze3OBjU3zTwxY96lc/XjL66NJHBr+G4ET8xMufxpyTwQOTcWP0In0RXjYc4cXH/3TxOVlzRA7Nj9YHurqfwytW9OU7n9WeWHlb6p7Ugw+9sEU+yvJXwH13DFa1q45thOjh0y7au+lhTEAAm2QnblIZ1yKO+yISo5wFTrA5YVKbSJy10OoH1LXgAM5hlJMS6IZDr2DDgl/Q2Mi5kkmfBQKPhLBj0pMlY6d/0USil44a+/zzis1k9+Roks8EwVax0G2iu+YDPRLKJ2M2MZJjEREX/nSEDT+bYlKzeCgcNulwzl8+VXgVJV0Kit/kxdoYnYpAXOAlq09z44XVwkW/gkPFQN9FsVpMF/xIN3k4wtJibRceJjwwyy1sfBQfmOCAlR+wN8ZnNzuY4OYDjPrFEx9+dsUZLx1yop/eYu1ID5tsqUvxhUuM6Zd3ObXA04OXHosRe3j5YwwW52T8tVkfW6o1Tyx9DAMXjPTTxR785NUKm5o40q2hahN+mMUNZrz0hBk2+vSRobP8sYvYot8YvNMGeXx8Ycu4PjKu6Ub8NzfUjdypcTGq/l2zcQzRHR5HCxqqb+qCT5ND+MTBXOeTdUSfuQMnXOqPHufyA7sHATjlAJ+PV5wXa/OHDTJu3nLmholHvxyw6QYpZmyzq58MflRM8IkhXr6WO3jFyjrJHzVirDzBrZ8t8sYc4WOTPjnEg2DQ5212eswF8mrBnICNDrlz5H/6jfGRzmTECka6+W5jJ/fWNLz0W9/hESs8Nl3G+OM6qt5cO+efG5XfuPK/8/Rp4mhOVr/JzyPd+cIGjNUNvuzS557gN7bEG7HLn2oab3PKDZuMOU6nOGrJiS9yFD/H/JSHWrkIBz568eKBITv0iyMZ47CoGfWoFrqH4cs+eU3+9MmnuY+HDn3O9Tl3xI/0sw0b/c7ZkrP48VZj+QcT7PJTDMjiFSskZ2pHTZszmvlIB6yObLLNFnkNuYZDLHyE7s1r9Vgc8cmbXH/11VfnGys5VpPqSf3vor2bHoICBpQAcEZC/JEyAdgmRdikt8C40QmGQkKCLSiSixfRqcCMsSVYJZvzAqyf0+R6SiZTomfQJIBuOPHTD4unGi3CS+pl6AAAIABJREFUR2/JYFOCJJUcfwXXd5fcnI0pPgsOHjYlEz5YHGFrs4LHBtBC4MbXGxe8qLiGJx9cKwqLsj4LjMkqqTCiYsYHdsTOBLTIWtQ9/eSDfuRaDMnQKy+ejOj0d0rkxThcePh+2aKzlI4f9MgXsgGjH2ZFSJfipRexLyZylE15QORMDj6hJqGYOHcsDnynEy//nMOMrwmkTumb/pCv3tSKnFaDdNBVfYofXdWJ/NJlHG+Lu/Onn3767K233lp1AodJ6dfS1U/1yCc+sAeXOgu/c7bwikO+tLgaKy70iJ1YamIBk/lnvqlV/WRgw8svfBr9rvEY0/goNvyDEV9xz5Zj2PAhDwTJ479obViMO37gJ5cNvyCBYIuMNWfUlbUFVv6Glf/G+PzII4+suWgOyhk+9WmO0iP+4sIX8aLfHDffzGU6xdDawb8eKvDJR3jkI/x0k5U/8ua8m7fGDhkYHflGr2t/1djXABCfbJrNf+uVmjCv1Sh+9siwIV/Vg3M25EwMHNm1RsIBI5/ho7uakkOyasG6oibFpxuIj759ubRYxS828HlbK250wEqOf3AZt/6RRfonscPfF198cc0TmOOzceLvrIEpyx9jdCDYfeyBskOfc58U9HYQf3FrvNjxTVM/GoLduGNrhGu45YGf8g6LnGt42WWLnuT1a+ySo8NRw5uM8+oTD4LLOVkNsSWPxuRPg4lNfcbTTSeMU56ObJKZGOBMXl6NiSEMxuh1JK/uyhO7+hzNUWsY/2e+jJOnCx9ZfrhW13x3D/M3wW7evLnkl8Mjt3LtXqeWYTM/1Ln6M+d30d5NDzAFws3flxgVuL+mqR9IxIkC2g7dtSBxwoJh4poEGoeRPoE1EQVWAOg1aQXSIiUYEZ2KO1kTtBsWO8h4iVcEAuPG5O/iwKvBKwnGHSXPkT4TTQEIoNe27HeEyaKoTxzghgm/Pr6Tk2jNuQ0Ln/AVSzhdo2K3LjY/jFXQFl2JRXzhm8YPmMVNPC3crtnQp9DgxcdPxZ6tbMONhw14yXn9r5/MMcSOHDg+/vjjK6bekFnM2aXbETmyV8x7AoMxPrXDF1j4Z4xPkT55g9MkkTtHulowyq8xetUK2xqscpaf+tgoJvSzRw5OtSn3JjI+NuiAgR51h19N0EmPCegjC/kiU43KLb3lwbgxcnx2To9YihNZ9tliwxFeGOnqmj5Y4g17PjvipRc+/GxqZFzzq3F9rvFWu+yrc3rEFS/83WidN0fL1WVHmOhmh32xVj/6I/0aHNUNHG68HpLMWQsdXJp4uXYzghGvvDUfxQ1GjV6bIjF3Lp5s8IMcmRZ7GBH9eMmLN1nxMC5m5qJ1jg8wy4PNv/oj5xxZF705gd8aRQ9/YGcjnI7k2NIvRtZGWMVfQ+XenDYGuzHnfFG/8MgVHXAa86am/MIPHz5rATt889QNbzjEVVzEyReb4SdnTSeH/G0ysRWnmU9jdNKFPLXnEz56jeuTi23CI88wig3y6YMcR+nGY+PGP7EgW2wdxUW/I102x/rFMgzmB33x66cX0UdOH3IUE/zkyOBhP0z1udavkdPwahFcmpxmR1zUmtzpE+Py3BEGBENrCP1sITrJy3ck1/JaX/rxknON0gO/sXCpc3zsqX+2rYGNhwlGfRpf+cMmH617+vD63p6687Eqm8XPuHx7Q+gtLT2wm1/61eIuun8H2cWxeSPBoCa4Jo6bpOsIGI1xBk2iEgdIN+sms8AKEHI0UQqWzQTn3ei78eETKLwmkGDSqXjaFCjWJj1+Y/jg8rRDJ8wSZ7E0gfXxx+JAFr/JBDN5ftgs0SEpEgirRSpbjngtIOTZ0iSNT+LgSAfqyB+NjALGMwmf4mFfvHxJE3YysDjnD9tk6ahYjIkHTJ6YYKYv28nx20KLz4KhYPwHZAVUfiamXefsKn4+i+kDDzywdurhLLbZd7RowI7wwcRfuvS7Fhs1hfTzSx8b4tDE5T8+9ulwrlbpzSYek4tecmqADnrxIbz4yKoPtaa5EYmhGKkX+WdDzNWrWjXJ/bE8NxS8bXbZM3HFQFzZbcEkDzP7Jjv/YNDgKkYw0EMW5QN+c0QOyfBHqx700cFfMsbwii+d8YonGbxk2MEP2ySY9IfHkaw+Nzy+86k+Og8ha4Y40u/L9d58FIPk6fIn6C1yapoN88zGhjxZ85YejW9yqLbNBW8c5MlTPxk+qgd2vIkj77pYGBdb9UavdQGvOcOeOWntESMxpVv8xEI+jcu5NYPtNmHs8MX6pVZhgVX9uHauThCbdIipeqJXztmjBx5En37Y5Vor78b0h825/Ktf+jxR8xUecTPvjYkzO/wjo4/fZMXTOTv0my+wi63vD9FVjNnYJthRR/PloYceWv/qhU9syC094obydV1sYgNTRJ6tdOp3Ll/Vg9w0Ls6d84MsfzV84mAcHx/Fz7VYuMYDk/qAN9zstm7hd04WkUV0ksm+I3mx1o8aZ0uDix46woRPH15zkS2+wKaPzmKkP4z0dU0H+2zrp1ssnOPHxzae4lfflGGfTXiMq2E6yDhqKJ368Zknmn6y6hipezy+i2W+G0fpFAf/ouebb75Z+YVFDZIxL//9r/svS5bg5sdBmx68DJrU/iCQheTJJ59cC4IdWIkEhqOCY/Fw1FrMjTcZOGYSK0aJooOTgJtMFioOCKIkmJQWDw0PvU0mgWPDzYisBBnTBBM/HmPw4TMhFbVFjd0CbZGBxSIjATCThcPEdPRbHvyrwBzZoRcPXWIlZviNKzz9JdoRL2zxdT4TxHfjxrqJ8t1EpoNurcUbn36bF0+QFiPY+MknfpPnFzlHf0beggsPPuPhnFguO4eRDD/FVew85elH4sB/uhG7ciYfbCK+ang1PiE86WeDDuNsyRX/9BVjOvimXx3hzSfYkGuthVutwMxmE5y8azLVFhz8sulxTj9MGv/Iiieb+tQtPc75jKpF+dAXDvjlj08WEHj4ThYOeuSTTL6bI/jIoTYhbMQLJ34EF2JTnNjCy0ZNP53hhdOmwMaPLqSOxNhY2PyKuY9JzQ9jbBxC7MKAn36/fq5vW96Yf8nhJg2fm6t5YENS/aph1/IgFuYhqs5cywnM1QU73kaKkRutejQm3nAVYzptXthH4mOOqQ/xFwsYzVM6xZ8tMXbj9nEueWsM/Ozpg9mG0dtkfrsu5uloPYRFbNkrXuUUJjWIrNFqmz/GxcJ8cw4jzGoevzXVOuw8X2xqxEi/8+qQbbkXd/J0Ir6Im5h4MHCujvjKpvNJMJTfzn164Hs3SJ/vZcDW9TrZ/DAuN9kUY5ueeKduOYBDXcAPj1zCqom5a/7AWe26pkes2TOmj6/6xEe8jNGpGcNDpyam+umR83DBzra+asE1Klb00ofUA71s0hEWRzlwkw+PGonY5xsSI/rYpjt7eJBrNvDRy0fYk4PTdRjw43OczTgbeItzscDvfMahNbLNPTvki5m3dPYb+FCyzn3EZW6oUz6JBdxq8J9//fc/ICyh8WPvpgdAxCkLPUcEzrlC0g8Eg44A6FcMFiL9JVYAJM/Ghw6NI/pMKrosNDnHtiSYvBYCY4JGN1ly+iQZjz4JQvRZnAQACYKFxZdL4RScgt/TKVwWGWOOFnr6TXJ6TMAmPL/gFI8SiQcWSdcPs3MLBJsWQ7HIR/bwKzoxYy+8MMOn0eWI8PNfUYinfvbppV/8xYKvYdfvjZWJwQdYkMltsWffuXxZxF03wdq8LYFLftAp9nIIi5uTYhUvsdIPKz7X1YVrtvgtZxH/+MVH5/iLjXggdoqHa7zs8BE/PGzKAV528LOJj348ExN+9vSzJ3bkLJhuIOT55KiZbG4odJFTE91s81P+xRQPLPTSKU9yIsbhZBcZU4dyKDf45ZYO/tNX3vDigceYc338MkfoZlP/JDcM9uB1k4RN3VdLzUl6bfT83y326aVfHRpTx87p4I+8m4vslqtpd/tcnNSenND94IMPrmN5iZ8+vzFqcyCmahceG1IxLMbyI25iJoaILhsPtmDDI558d/SGAn4xEQObEflufdLHPj896FmgrS/mLflyyFY41IaYwqgPHjkwz8XYHHVtU4GsUXjFFF7rB6xsIbHU+KZfvOidRB9MZOnS1KW5wQeYyMk731yTyQ6McuEjWbrJNXdgMqYuxM08o8M1n/jDFl1kqg85qHbDKg/0Ra694YOLTcQ+Gz4q2/aTXzDIExI78pPopxc+GByrSWONw2t+iLtYwMAPNsQbXw/GxpAYGsPnnN4IP51s63dNl3g4D4MYuaYDL55kHLNdfsRaPbFnXB3ARV+46UhP+tm1DmjkYBM7R7ryhz7+kdNPDyKDYGUHLk1/tuWMH9YFRNaYZsxRjPHAY5wOtuCil015VoOIfn3WYJ92+B4xPYgsHR58rAn9FrAc4vfQ/8/ZFTc9QAoOqvAAbSJWBIth3HiaYC22dFgQgVWAPSFxyhg9kooEQaAUqQDRJSjsm6QKXAIE2LXFySSXyPCwI0AWgBJlocNDL/3swocHb0kXTHrYJmvCIgE1ZnJbHJEEwWUM7hZZC2h2+SWO+DR62YQF8Uc/LHwRXwkv6WIEL91kLEjsyQEZ53jFiY+w81986O2GYFdMl9ihbPDJ97UsaC0i5DW8+PYRPj7ihdU37+FC4s1f8Z26mgD8rdDFsNzB3jmMZF3zzzk5145tJvgnRvSJDyzpJiM+jsbIyBGb+viQfTL0amJskz/59KsZNaSfLJlq2Dnd8IgD/BqfyJCHDX714Byvc3qN00kHf4znMz3GHPkgjnjwqhF87NTYQ47s4Sev4UV8oI99OuWMTjj4byEhiwdO+XQUF/rw2ATgSTde8ocQ+Sjf6acLOcLvxuYhRUyrL/www24OmJv8QfryAU584mLcDVW81Dz7bLgWf7EUA3OInPg7FnN8NlvFQT885NS5OacG1JlrfH3EKeY2inDhSdY4DDaY5qJ+ObCW0Kd2+WPNY4v8JLL4Ef+Ms88feSHHdzzGrTWIL3yDvbhZk1rDHcXeGss+XXjlgU0xKn/iRK+PJ8WVD3CLu8Z3eJBz8hEZ39H49ddf15j8w8Z+G8N44QiLoy++u7+kr7r++++/z3+RgD5rh7gYJ+colo5wOdLBx2qBD6hc4UH0acbFNd3G6NJvnC7n+sQRn34xpyvbYho25+TwiBsKl355kkexr87Enpx645Pcs8smcqSDTjqca3A50gMLXxzjdYTLOOxs01U8GsdjztBPJ8q34qQve2omP8WaPOz05Xs63E/UB/vk+YVgeOaZZ9YXntnmd5uexXDBj/vb0wsG6wJ8EkMKuYWwMXwmJ+NehUsIPs2E87QsWJIlkZIigBYP/ILFYXrxC4Cg6Nc82eGzgLAlUJ742OGswLKtmZAWNfphcvSxg8lDl6AKHFmTmU+wWTDduOioAC06TTA2JUuB4a/Y6aQL/uLFRzzsGGcHj6SRgwFmxIY4kOEzPeTg0vDptwETH/iM06EQ4IuPPjziLcZ89tsXnmbx011R4hVrOh5++OH1h8fSy898WSAv+UG+Gz4ZsYO5GIkXfBU8DPrYIlchV9RwkhU3Y93I9JPjlzoSUzFjky424aZfvIy51u/ck4GmJmGkDxlHruGEg74WDzrY0/DSzyZ+GKuP6gK/HMOu4WHPOTm+8UFtslPt0KdfCw/c5gIdcLl2Iyje+o3DBgceNrT8KDZ0hsGYc8RPc8n3ONQOfvFDsMZHJ9/ZU4uuyZpfPnv3RCY++uk4hPBqyNEcY0ObVA7c4MxtuNh1kxU3uPXxiw4PVmFzrV+9eGix6aBDvPKXrJjyW79xeORULuXPuqLJlxzAaP7QQU6f2CD5kBu5hINuGxsYxEifcfXGNhtiZm4b70gOD//Zgqd4zfjoM06PuJAPB7366aJHg908gNn6Uy2Lk7oUMzGw5toE4YVTHPDQb9Mr/nx3Lg50e6vGpljhEwP9s47CXq7puH379nne+UNWvtCsB7zG8JjPvkOob/IY80XYfrvMONx4+BouPs05DSvf5QefRoa+5jA9/Kvp51/X/HSN1BLbcmicvnTJCftInzHXzulg15FsWIzphx+vxj4bzX+1Rwbxjaxam7aTwROG5NkMYz7Tb+0xxg/+Zd8Y/ci45hofrMXPNV7X8LEh3uqVnQgOvPTA7G/22MCSm+Ta35TyW8jxwiV3u+jSTQ+FAEau67OL90RSsPAwajEQcA5YFB05pUiAN8EcyemXEM6brPotRhqSVPIKkCMa/iY2W2TpESSNs3RLDl4LBLIBIC/IJqaFCV5FR4ZNuvC5LrmOeBxhL/FsuhGnn0246AiTV74VplhYQGzc4HRNn1i18PR0VWHArxhgDqsbk4UEpgqFPTxibPFqUYWPDv1sskcP0o8sguXE06XNUTmVj0NJgZNLL0z6+Cfu4qV2UMdwwcZnMuILI1nXWou+MdfFQ574SD8yboysuoHHkR/642EPDxzZaEwu4Aqj/PVEnG/G2ZJ7RzZgYYMtsvyRH62bq37Xcuecvuobf/VFp2vj4gerhV99+E4I/PQYT08x4QdZMdTwwEsHvWLpHI9Gjq5iaK6pWzc9voiP2veggdhD9OhXb2JmLsqx+VMc2DuE8GuIfnMjO1MebvPWEz17bqzmgvlsPZJvvvLZOGyOHibM73Ik/khe2XJTZw9eN1Dzx7V88LsbPx1iRY6v5nsfBxcLf9cLRnliu3UDBvhg9aVMsTfm7Su/wgSDWOCDlx0f7zjqd9Tkprk8Y4RHv6Mcql961Ko+b4nhck4He3x0hEE98lHexbG3J+EyJjZ4PUy5hpUv9KpXutURXXQ48lFu2kzN/OJH+vwW2PRLrPM1PrziZ+6TUYti7lxjE+/0RS75JAfJ8yle2Mg2L9h0jVpHHOurFh3xppdO5+YT3eIuFulx1GeMLHuoWOnnf2P8oB8ZY5+NsMpDc3cxjYca/Ig+Olw7asnTxRaC27U4wYWHrNjIb3blWK5dG4cdTjLpylZ9jhrbeNlyROzkG3+SjYcNdfbzzz+fx3kJbmLizzt4C8Q2XfCI8S669Ds9QHLYpKGMUkBNEmOAuDYWcAFRgG7OZFscTVRg6LIwChodgmnhAbKgWNQtWBYV+ixECscELmn6e5Kr+Mnjs2gJhABasEycNh90C6YjbD2pCBCdJdc4+3hgN2n4ywf6FcbEE59X/IrB5gbBVhLEiA7xk1jF2sJhIRQb/aiCWBebpwX4ygEb+PXx28KjDzbkRgSLmwHdikLMxRkfLGzw06LvRuejA/57lShGLQTbWMI0jzA0+eimR/yrFWP6UTVjjD/iq49NDZ9+DVaYxds1PWqAf3jFSyNjclRD+ugk28R1DROf9cNITl++4rUwiyub6okuOIyx7ZptPORcw6Xu8RiDozgbr3bYI4fod21MLvGzR2fxwyNvNj3miVpWM0g8YFdfzQuyGvtIP4IBNkdjGrv6xMURBrEho49en43zC/GLbuQIL0z8EU84XXtbRJZvxxJcbnzsT3nXNjj0qlXzzUey7MoXbHCbs3LBD81ag9SaTQseevnqnD0xpjsZ+thTl/IhF60f+sg4WlvYszGQF28Uqk94ELww9qAi/uzTL+ZywL5YkodTvK1/ZMVUrOlAZFyXo9U5fsDGNl/MEfasCfDCRo9+9oudcz7AIS7qim1xIAMvnWLAtiM+crCKj34bO3it/XSRsXbj1UenI1/xRcWDPt+XgsXajtQ3DNUpHsQ/+I1ZY2FAxuO1tpMX0+KFP1/ESuOvOCHXZPDwCdEHI4KdLb7g1Y+fDjKu6TKOVx9M4u+aLs04vnRknx5Y+WbM3KJTPzl99LhmF68Gq35xV7PuB8bZ1i9P5RIve8WEfrrx5lsxd80mXjzhxEs/e/S5VhfNIXx8zB/y9Kh3MeGX6+JFl2ty9LFVvOnW7yHHd1P92RxyERvmC3nEhnjvoks3PRSnyLmnGIuISaNoLcQCGgHnOtCuLUwAV/jkOWxCCZBgKE4BolOwyXnrQBce1yaCQoDDdfLwcdqEYwM2GxRO4xMAE6hkwKqPLvglzSINF3t0wV9i2jzRwTY5r9rwkLW5gR0/LBZB+m026MdHDo8Jr/hKON+9qmebXj4hN44Wb9dhkVj6xJNOkz2sJjYdxZeMWOBpk8Y+2UluHmLDD7/+x/Znn3228iIfJs8hRA9MSBz4yD86YJTXWUv4+OhmgPILT3z66DQhxE8++cUH1+JPr2s8iC944DFx1ITxeG0E6dSvD05NzuDFa6HWh8dEpkdjX42oLddssMserPrCro7Ygc+4xaPalitjbJGTN/Zc66dHvZNzgxcndmCv1vDCDBO9iBy7xvDRxafq2pj+CFY2xIFMcq75Vk7Uj7pgS6M3nPTpo5tfYmY+VcvZOuaobunfJrYsfNl0gzTPxAde8Wixg8c5PMi4zX0PJXx1c7CBFGN5ptebELatIeKJxzk+ORATja90mJPi69q4XJATVzFrDuJR62JrjupXq+an+FknWwetEc7x2XSqDeubjw710V0u5RAOOhDbci4WZPjkGuHz1oh/bBQj2MQJrz712Be7+eOaDn6LB93iyXf8MIgfe+LEDr/wwEo/m/TjVR/GrI8o7M7FR17b9Bija5uPHthq1hm81Y2jXDd3YNJgR93M9U3dxUoc4YXduUZGztjR8MIrlvCIEzzy5ZpuRzHKvmt6simmxVj9wM1WR3L66UyGbTpbU/iuRuHhs3jRmd1wFZ+ws0MmjPjhMR52/s+YuA4TjMWnGtFnXJwcxZs+tlzXXLOFX43UjLNHHg9ZxFf4fBJh01P/Gtz87zcxUsfmfTXT+DxeuukBoEWDcz47s0BQLhEmtYBNAt6GxVFBmLwS0ARU7GQFw8JosnCefvwmkj66UQVkUbDAmVQWDAsxPQqOPTd0gRBEN2r2OE6XwmeLbm896ueLQLKrcEoEvBrbFln4xMHGQL+EWMBgbpGlQ7zEQ1MEFhj9PpYgIyb00Oe1Nln49FtM2BMfOOiHDy8/6bQQ8METZmP4jel3pJNP4kJWsbDFP1jEpzg5JyOecN27d2/9ujF7eBwPJf5aJBCbNg4WaHYVsTH+TdvwwStuyDjsYoxPaxLgbYKqDdj5ow+PXCAybBkXR3EQX3xNBGP48akLfOy64bl5yZW8yEEbRTItmM7hYQsGjc/s6BMLsaOTHXJ00k0vvGGjZ8rLA5xigegURzFhI9z0W+hgyX+25ZNd9soHHfrJasWDLBwIDuSaLH7y3eTEHA8ZxBaMrmGBwbzzm1uOdOTDEjjwh3xNG8Rca2pKPsxnMbUWyJGYwStG5Q8G60KxEEOxN64W+EVerugyf+DVzzcfT/GLH3Q5N9fymV44irExtW69II/Yk6M+FmNXE39+kveGiG74+ggObrl2jdcaau1lm53mDDvFpvNygYctehpTZ/IEF9zO6VMT+vgkjvrJGxOPfBULPlpP8MEjTv3fPn3Vlk2Tjbu1hX1j9FjD/vrrr+V/m55KI5yzXx+f0h1vsUy32kCukbjIGyLLJ/7zW53EA68+da+VT74Zo48tx67h4Qsb+umec7NrcnKMn228nZtLYk5HGMXXdVjIw063Pnlil35YjJGRJzFTz2HUb1we05lM9ooBnZp55L7CDrzmhYbYJy8+fHCOio1x9jT48OB1Db+YZ59u806fcbYd4WSbzvzV1xrpvIcc8xjp07yQUYvWB/Jiu4su3fQQFoiUm9AC6xv2bXgYlMx4mmSK3qT1xT3OBwKv3SjdTbgCQ4dFQqEoupIsKP3aosCRE1QTEgkAXI7wwGxyCqwFg55wwWIitrCYmOzRBQf9klLgLao2WOTpxlOxsldx0NkmSsLIKxgJgwVV8HQqSljocJNTAG664iPOrsUimQqJL7CyawwuCyhfybLn3CIKr6cm57D4lWPj+jX8/LGZg8lipGgQe87xHEIVMX6ymljyA1a1UH7YFiPXcgsbfv3J8dN1izcf+Usnn5vMePgg3sadG+envvCn3/VsTWqxvnHjxvpL419++eWKBdx0yTc89KMWJ3rYx6fvP5zduatt1ZbH8VNUUtSr948IdoiKDdigKCr2oAgamamgVQYGBsZSvMBAIwNFwQZFwV659vcaqKCGplVpwaMoeFBJ8Zme76nhunufe3wD5l1rzTma32jmWGuvs8+5dOExz6/wOhcHPPSIlTn4EKxkxAOP/KpbPPjVe/rSiV+ds49HfPgeBvP047FuP4k5PcVM/bEnNnis4VHL5thy7dwc/fns6M2J/1uMbg+PfGTfGttkz0Ww4EfO/QeDcGQneddw2K8anxj61XUY2WevnsRnMeSfvPqQQCe5fIOXnIcdH0rcNMRCfeklbBnl1ocua9liN369ia/2ORxssyMn7OabhwU3fTzs+js0ci72eoB5OJzbs27kdLp5e8sjBt78wM6+az5Grot52Pvwp8epM7j4wBc48dEl9nDwyaAHdnP6El/0A/P2hFzroeTx0ad/iD0ePZMddVztwOJcr1FLk9g36JMv5/xxFJdsJmP/q4Hsi+Mk8/YtLM7pglEMkLjxoXU+4KnG8bCNRw2Eg118MJERK4TPXPL0N9hgGz8seOmAxRo5+sOCF5lnG5F1To68fYZf7tSLWFT38covPHSbow/Rbw7lF1zFSd7E25o5fiTf/lYX1VG+wYaPTbbIZgdWMtYdrdNFNz3iaB5ZM7LJXzbUoDpuHxcvNtrn3iKKBb3/cLC7/xz70LMQHP7DoTa6G5jBuUl4APMjIRtEUgsO4OQlRoECBixw5BwrGA6YU2ACoxHQJYkChCRFUG08zrsxKHIF4NonTg2D3RqQhqOBlAC6Sk6BblPAQr6GoKHCo+EoPnj54ghHhee8YpBI35Phry99s1FiS3zJZc9cCXNNTpJrpvzmpwKwxi/22XOt+YoRzOLHF3mCnZzmTm+FSJ/C0ozIwQsPWUOwTNOUAAAgAElEQVTs/gjxHdEhNnQj85p813QjedUcFTFM/GdTfvCKBeIHnbAb5vHis2aQM9SA/DSvfoqH9fxjLz42zPsvM/D/+uuv69q6mIiNgdgMHyx84Ss8dMqNuTCLO7vm2KgmXavz3i71SVW+a/DqjS1ER8Su+LRnfMKRf7UtNsWD33A1+GPQS9ZeRfKDp2t1BV88bPHRHB8b6knt0QeTGzX/Edlitib2/EMXvchx+7dWppi9Jz5qBi/bPQCw6xwOOXQuDubdZMUHHva6+Yqb/HqgQOIuZv7uB58MsVFT9Igt3fYTPj2OjNghumAy8MmvnNQLxRWvXJpTD3jD7EMTrGoEBjb5aQ/D4VpcfUiBjQ4EyyQ62WYPVrjohcmAoTpWn2ICU3tGvtWJnKvPHmDYyAfxhddeoY8dch5Y1BGf4NQXzfOJD/Q65wffqiW6XcNVreUTjHxgM+Jz+0puYY/osc42nnIkj+wi/GLBHv1y0Rq8Yk2HdfGkM/z4yJrjD1/xuabLumtHvjqPxxzdMIkTfGLAPruofCaXn9bYII8XHnr44kVC/plH5MNhjsy0b40t9vPZHH2OMOPPdzrgRI54kiVvDk/4YHNdT1In5ds8O+SMfJ766GGbHSNSy+YbZNQo/WzKjRr60z/99idwkut44oeewHpzwDnFPv9TQOvImiRxCAma4Gkwmo4/I49HMWhgGqUNw0GFjRd4pDlJpIBYU2DmrCtogeMgW26gPmmY99BFn81g88Pm9bA1ASvQcGge9BpswUUf3Mg13BoMnDY9GXrN24gaA3n6yLHn+zE+MVonSzce/tEJg0TCryjMiRt5m4HP9CFzbMIlDo4+QZG1Rqc/3GTDeV1OD92Okk/Wz0E9XGigFR/d+NjhC//kQzH9UZpFyX/4FSDd8MkJ7JPwsYXPOb/ERe7os1Z+zYmTnCPxsl6szNPBlrlizVey1vGLCT5xg7FYseftJIJDntWL4ZosXeRgck4GXvrk1zletoox38yTwUcGjzp+4IEH1ts3vvDN3ycxj6c88gfJIz3VjnPY+eqBkm6xJgujNTxwiIVjsdPE2YONf8U2n9QsfYjfyFsVe4iu5uxpcSrXZLKBB45zUbrwkbc/8yXfW9PY+KVW8Ygj7G6+/OGvWldnzuFzna/5CTN5flrzxqU+wb6Yeosl5mwZ7NofNVw87Fujz7UPHfS6plcs5MZRjOAsfz6AsU+vnHdjlXf8dHgQhtmeFAvzcky3eWSu+Iila+setpAeKGf2PX/UoXPyapZdPOLkXE/WR/jGJn59DL/awufTtHkxE2v6+M939STveiJ71smJkyMb3pqxiX+Saz7wMXJNh9qcVG2R8dMEtYzYEANyZNKZLZjoVx/FC7/88BnfjKnYIfN0s0sve47hJSsmdJunXx5Q+vDiE0v65N6oVviJ6LCO10DWspWP9JQvc9bVFx9hcD714+GPvNKfLfb4xQZ71g381hzx84NfhnNrbKSHjLlqRa7JqRkyqLzBYQ4P3OJPp1H8lsBhDwozLPYgIpcfekPxP7Lz+9tN6g5O/NDDmFfLfgsIQE3QjXYaBkDA3Tw0AJ8EbQKBF0xB9Z0ab2fw2iyKn5PWbTabhVPkHa2ZFzi8AiWoBUzQ2TBsQs1Cs7NRJcCGQPgEWIGRF3zNDibnsDqSZ8cmtQangGsQcEgW3Ta5wtdczLFFPx0w+5s39PvbJeJFL12OePhGP7/gpY8cbPSmx6clWMzDTp49DVPsxRCvazgN8rDAJB9kxYd+ubAW0aGpamQw/b0PPXyjC/FLPhUizPxXP0b14iiH4ioGMJEppubgJuOYH67x8tO8WDiyTx9i0zocjtUN39krBuLjHNlseH1SNe9BVb7nQzY7fJJ/9vDxA27ndOChpw0Mt/wgPM7l2l8d9mBMjzrxF6z91hxd6oFf+UE2vebzWT497PPbfqHbeQ3EOlvwIJj4ZR5uvuOFodzEyzZdjjA5ko+PvupUs6HHEc6Iv+citmFBjt665Ku51q2xzXd+yoFcwmDAhlfdJMdXNWCtN8LigU8/YItsMbPP+GDwl4xc4Kk22Nb79EJ6YBUf69bgpM++9CEDn4cleOmFpxqmtxzCbP2aa65Z674nQxd/6OODOraPxbp8sGtUL9bIVWswkWHT4H95nA/L9Sfr/LHmwYwPHr58yKKHbj3JPuEXXew7kjVvf6p7sq71fDjcoJ3zpzytZB3+QzcSV8N1Me7mGn+84ukhShwRv/kJk/jiUyeOMIqTuhdrOPBZo2cSXnFAYk3OnHw7wsMWfOyJe+v0suHa4LtjtUiuvOYrHPSQc54d5+Tpp9dIJx4y+Wuez/Amb44O8aHHuTnrbMNijd5iKHd81//oI4fIym0xFsNqWgytw8LPYjP1siuO1vCidJPDW/3Shxcm/HQ6pwM+64gPHenIr9bX4uafEz/0kOMwIIKqeD2gMJRhhgxFZk7ANBLNoxugT1A2R5uI8wJnXaB9GrIBPazgoZ+eAho/x53bnIIiGB564LPR3AwE0JwCxU+PDSvQHlbSgc8c+3B7gNAwPdQpQv5oAI6amTjAXPKck2VbcjQDNyF+ejOmSdJDL1twwKvw4YFRwr2iJG/Oj8PIeM1NP35J10jw8l0zYpMeuitSuPhW7ORK83YDh5Mua4i//OKvhx4x/3uo4iULW4VvHl622apGnIujeKgnMUkHeeQan2u8cCL+IfFFbNGDN35+mhcHa3gNOsmLuSYMDxlxVDMefs377oSHErHyHatXX3115UesbSx41alzsSSPF0Z48Zk37AFH+bHGDt6vvvpqPfD4A2rqETY5hVsN4afHNX/Ygk0s1AIMfDKPx5F9ttQ8Huf46Klm+Uuf+rJOtjjgte4axuIrXnjNIzzyym/xdEOUx9YX0zH/kEf2r9rLlvp2Tjea+qpR62LvV7zLpdjxw7x9JJ6u6RETMtULHmvFgB087WN+ih1s9Jqnp7qzl+AyJxc+KKgbc/TQL7b0i5sYyZu5HkDkin78eh4+tQqn3qdnuhZT9vhuj4sb/WqDPfHCE6mvcs4Hteeo5uCEiQ48jvqU2mBXbxMj13A5J68369seEsVVTyo/Ys2+erXPYBMzeOkX53onPeKFYIpmjnetsSk+k+AlRw+cztkzOs9HeOA1Lz5hh7dc02feOrIPyMVjXh75ilcc1YU4yaU1c/hgkmv26KTDXHbD5zrMaos83YjO7FvDaw4/wieW4q5Xia28pRO27NNL1pwjPAhW/kfs0Q9r8/gRDGEtVnIb3uSmLrGCUSzpSSeMzvMXjnoRefisiWk5Y58tctb5Ui1ls9ojg38fnfihB2ib0+YRHBuIo4AAzRCyGa+88sr1nRobBnAFa3N5detcA7Dmkwu99Dji4ZCbviMHbXQO+vGM4HmAwMcmXQpeg1d8JUvD8Lc+XHOeLkcYNR34nSsUR3rYgjVeAbVZ6eCT4aEAj0KTJA99feoXBzZglFT+0emBQwKRBwr+0I2HLud8EQv/UaM5TQUODcUnPvbgsPn5jtfAg8Srm455MWELBo2Vftc+dbYpyJU/sddg6dBEjyuYZXDHP3Txl6xzGFyLr6OHv4rWHMLjzaEflcIgpuSNcNIlJkis6Ap3evhnzbw6CIOYkVU/cmBTiEeN2hpeOfOgrMbEiA5rztmzucl5I0NXuYYZBljlgn1YOlozzKkfOuh07s2ahx2NgU444BUDN4xqW16QNcQm/R4i5Ro/PNUYvNWFc7VeXMka5sQr3x0RflgQnQi/eQ9j2cgvfqvN9hM91v4oTRk1iKqVqUv+fHHaHtLo7XH7w77ArzfBqjd1M9Jz4OKHmwJbeO0NfGTkmo7ipC4ROfGn003fNTkxkgMPOmrHnDjIpTy51uPksAczeOVFD2UPDv1EDNWHBw7xNadGELtk8PZA4v8OLH/42NMTzNWX8MPFH7bo5StMyByb+AzrcBQjR32gvicGYq+X8Z1/dNsX6ZA3e9m6v6UiFvQY9PuLufjFuYdGWMhv6eqrrz548cUXl/9yRZd8TkqO/mpmrvNHbAz+zj1BRv7owCfOcgu7czSP1mCAxaBPDOhB6XMUd7od8coLMmewV6zNO5cL/rEPEz64EZ2w0IWvY7jVoP+oVY7c9/Dgt06XPDmn01o46I2Xf87x05/9MPDdnPXO+UXGyA86Eft402lO/O0r83QhOlyzb7iGN1vW4CHLB4NOdqyheB3dj8OTjcW0+efEDz1AaRo2j6ObBMMVR0YA84bEBvFl4t4ccBh4jUDzt6Fc2wgasGageBUU/TYH58jZJDa0ORsXlpLmGgYBM9qg4fVABKc1cxLp2pEcW3gEl31BZ0+TSa+bpI0LmxtSN196+IvwuuaPhyn+aRRwa9L08x0/m/jdtMRJjOjt4U2j1IxtLE0QrziI8TznKxl23ATFUFEiWPHDjRSEm4RrOCM8bmjs859Oc5Mn3uOOcPGNn3JDl1hE4jH10m/upptuWnWgUSpYNUGHc36VZ/r55Fru8Mk9/9mhS46tG2LHV7rMawjO1Z4vy3pYFVs4xFoM6PXgKY4ecMibJ1ts8MNCl1i7pl/cqgtrYoHPmgYoP77XBKeHPLJqTaMji7dGSV5tsE1n/tDFb7rxIn64LrZ8oNdR7ZGpQTtHeNktnuyxL550qTVrckBGHHqgSJ6OmSP+2F+T6EzHnJ/nbG/JHP1IfJ0bxVEfwGM/+dGG/VK9yxuyr+S3vcYHA58bjDep4iJWaki87FNH+9+82JIppnInDtWAD0X41Cm7jnT1fSy25JYdPUFc3aToo1tszdn/Yu87knTDZj/Ivbjyj1572Fx7izybZMzJqbjIAzkyYoVPLvRumPiBrMEirvkFCxv6u1qgT/3ztQdt2Ow5sSerd7DBb7Lqzro1o97FLlxwVu8LyOYfuBG/EMzqaBfZD7Dxmc7qBi89cBmIvs5hIuuaDD/lSr753TyddBswuCanrvCIPx/pNo/ogpke/loLl2tr7Kg38/gQ/a7zxbzhmg62XeMhz57aokfe5FMdWOefvoGHrGu5Zt+8us1HuvCw4xx+6827DhsM8ZqnA6Z85gdZGMhYc0TOswmD+WzFxyZZ6/aE2LqWGzyuYcA3CSb3bHLO6d1HJ37oochgVNH65BOglAMHkOAqcEdvISSGg4IKjDnkoUhS6EM2jA1UMMhr/IrXhlLc9NuQdGkkAky+ANHthoHHvO8XsWnOJ3n8is7NTSBhVgiK17ygaTIC6FdMvVkiz57GAK/gk7Gx4dNEa7D8VmDW+aGBKUZYiwOb+exTmrji4Rudmox1w7VCLsn8oJu/8Nh88HaDhI0tfjjXwOHx9kh8+QIXYhfRbV48KpqZSz5bP47S5QifmKRXHmFB9EZ45UuuxI+cwRa+sKgzNzg5EEPHdMuZmNNFrvpjr3jjt9nEVdw0a9+pETf1JqbiKFfsqxGy3iKwrf7oVyMaTHnKFzLW6cYLk2t28dDhRuDYn32Qi+pEfKs9sSILrz8xAJNaNW8UB/ElB3dxdU2W7/Sz3xof4ZZ79UR/Q42RM2DEJwbsIbXV2wf+xIuPD+oGDvaLCX/UId09HCxlh//QAaN4uRlPohfhiTq3L8WbPfmmX23Ll5jwj17Y1Y8hDmIidoj/MLsu1/xjl//eStLn4Zddvtif6ox+a2yzR54c3+1HZB2pUfXNlnXxhp/P9rY52GDEh98HLPzOy4UHpOLId/PkyfIFRv6qZXP5wlZ7wpsm2OGlKz3NydF55523+Oulaha2sDoXd/phDGd1LA4ezNi0pxF/kPjJAXzWYeNH9bSYxhsR1+VcPo1JdJVbeBH7ZNIJJ572J54w4BF/PsiHc/LiaC3d4pM+uFG4yODDg9QJXj7KtXm4xY/u8FkjRw9efObohw9lK9vx4eUPXdb0ND8mF8tiq3b4wS59+PE6r/bYM8cOnbA45xM+viDzxQUfYid/wozPuvoyRz59ePMXH3zst3fohMXAx76cFk9608enePDTF0b9mc0wrpMd/5z4oYesguewTaiIM8h45LyASLhGkRywgurVvocYzcEG5KRzTcgGEhR8nLUZFSadrjkloc4l0NCc6NaE2PSJhAw+QzMSRLo1f3wasjV2PcDZnHS7xouHbv7CJUkC7u+IaDR9T4ddsZBAvvIfdg0jXeLkSZwe+Nh184TRTbCmIRZ428QKmV42zPGZvAEbXrg1GG8wetCDASab3rwHH+fs8mcSn+nnH79ckze8mfDJ9Jdffll42dtHs4D5H2763DTFBtFBd0e+W1cTcmxe7G1U8S4m+T714qdffeHjA+IPDHxNPl5z9IoJfg9bcsN3+ZETN+HiJGZ0qVE4yVqDx7BmjlzNSMzohcNm9daBX367kE2xMA83eRizZ50cPw1y+aSmDPuPTb6TM+DES1Z8ycIDdzdQ+4JtD1LVWPziY8BC3rwaEic/tqAnLAvQ4T9uckjOYMKj+XirKA789AVt+d3Kwzx9pAePGBRfc9UL/XzndzlT37Dljx+j6C3iCjuf+CI/fGdTboqldfuUXT2B3R9//HHFQSzcVBz5JJ5iiR/ZU2KfDTabty/tcXrFgJ9wwm3Y2+at8w+vGNrbcDrSDTes+hbf2STDX/NkydGNB78+QIe9xd/2Ex4kfnwSF0e8xQcu8SueePgtJ/SoifDwly5xU+Ou1TRf+EuP+MGMrzqk85Zbbll/UI4vk4rHdk48JvG7uoCNfrLJO8LJf8N69UlP/DDRIxfpK4/ZwCsGiC7zYqkHdw2D/sE38oa6oNccfnqQc/xknYfZmvNq3zk+dYAvuc7NW1cX7mH4zcFnXk75B0t6HcnLOz48cMHSgxP74o3HOhl+0K0G+GVMIs8mXsQGHro7Wnc9MbJFtnpkxxw9zTvmB73lKvv8QPBnv2M883jihx5g+3sWvaqniPICkCEgAFV0Ck3QNQoB45CNYN5msOEEQyNSRJwT6DYaPTla45AQujx4CADdHLZR6dP46Oz7P+Td1ASbH4rQDczPrd3gFA0eDyDW+AOfBy4YXbPJlnm8Njp/6YULBs0GPz/4DItrvlhXmGy55ld66bFh6CEHZ5sRn2ujP9xGF166yNHXz+DptC4HmiDcPkVWEObZq1DwO5cTDSsi500DX9nuD4+V4/g60mMg/OIaBvlgH2XXkS4yPmGePn162Vcf5PmUrfwVC+dk8FinV040Y7GTX5j5EiaxUlNuAm5eas2DHAzyrZZsuh4+wwWv9XjkU17Yqi59uqabDeRc04cDNjWjFs2pT3NwuaYHXzevNjvsbppwWq82+MkOPHjpgUcsEH9qHuRgtE6ODDs+AHi7SA9c+PlLFr+4i59Bv7di3njGswyNf+wDegw8cNlbas/DFf36hb1oPWLP3oDdeWtwewOs9qK55jstfrwidgacMBcLOWTPmw0+i7918fZjRQ9C4ssuWx6aYIXBUQ8w7GG+IbHil/riD510459vg+RevMXRl5Hx2AdkxZ4tDwL06RX41YM5GNm1F6zrK2rAPrTPzdHrWr3yh161wRfX6pPvXePjI9ts0Ck+cLMHqznrZNWn/QETP+nWV+QWPz7xFht2xBIucbEv4c8X2PgOrx/98VU8yFx//fXrbVr5dZw1UL6bU79iMIlfBmofxU/eOYx8gI1P/EV84ZM8wolf/ZijE07+m0Pi2Tl+/romb0094Scn5ogea0je2CAnXuzQI5YIH2z5ZJ4MG3Q6Dyce6/Sln319iJ/5gJ/P+OU8m2ToFB/4wzn1hgkvOblzrLaLM1zJkxGDZNJHTrwNuPOT7fDRBy9/rbvGW4zpNscP+8bXE6yhcp19fKjjutj8c+KHHkokzYMPQD7hMbxVDgSyBqAGZmMJnOL16Y+zNpPrksBZP26wVpIl0Qajq0aAj17zNgI9AuzGSp8bhRu44rMZBNsnKzglm07N1utVm5K+1tkRWAO/JmDTSoiE8g0vzK49FCk4/D4N42OXv5qhJmEO0QeLGGpQfOCno8KgT5PDDycsfHGEV5GY52v6XIsD++LGF/GVH/bz7YILLvgdjqXg8B8+sd+NAE4DLg3KTYa/9OPZRbDD0aamUxw0UOdugvxwjrLhiOTCTUpcxIiPRnHnB4LTvDyT5T9+9tUXfnaQudbNiQlZfBq8Hxm5McmbuPORf3jEU53AS6e57MuZdTrxq0t85qyxo67MuTbyCyZ4ydRIyLkZyq+HETUt1vIIvxq2ppZgdFMRa3XpHD62xB4mcbFGFm7zjnS6iTvipwNWVD27hg1mMnhuvPHGI3/L1xI6/EeN4GUPkWXHm53e7hT7KQcDv8nim6Tut4SfX36UJU5ITOx/PoqnAYd6chQ38fNhg49uDHKhLq2Zq0fIg32rxtQie+WXnOtySwe/2aPHPFn8fHJ0wyUjJ3JOb/GDlw6xwuNIDi51B78eptd4QLH/7Wd8csJmeNh1LTbWxFPfYlOd02cvWlN/1mGxp9QPPXSEUezhh08t4BdnftBn7xlkycEkDvTQSx4WQw8hJ8508EXc5ANmVEzIR/RG1snDN8kcsq4GYOZfZF6ti6v8wWavNNRHI9/JwosnXGJQ7qzBKSaOrvNDTsNY7VmHyxEWvM7xkmdD/PhisMuWc2uu1Vbz1vhonTw99Iq/niPX9DfItp/DxkfzfICTfRQffWzQQW9Y8IYx/eTUEVz0GXB3jh+ZUzuI7NTjnDxb1vhVHeMvrmLgA9idd965aggfohsVT3ywtr4WN//sfegp6AWVIxRRKIAlcKPvdyDwcCAZOukQYOecFYzO2RAESSFjXjA8rdv4+DUCidJYNSpzAiP4sNrgPsXjYdt6XzJUFPTSiSQXD3nndNioNqeNork6erLks0ZkDWmWPnGSgddNymb16ZYNftFp89NvjW4Pi+zjgdWRz5okfj67tuYYL5yaGXt44REL576rJHZ4yGtKfLXmkz0Z81tqTiwNDatiqTH9/PPPa0PRv4sUKtwaNXxs8zcf5EgMEHvZdMyWXPn054bvjYDr4opHIdPBJ3LW+S92rtvEbKgB9SUW1Zp5PPRYd66p0ycf6otd8RR3fOniGz3k+BV+zYx9/sl1vsCl5uC1Jm7iKk7mG9bd5OCkGx6y4maOHCzmwkKH+CLz/IQ127CJGzxks2WObHL4Dfx8EE/rcJjjJ3z+Ww4fJswZW6KDbrXvAwt7+NSsXFYz5reEj89i4Dwf8Ilt+JKDz5y/f+XG2cOK2MqbN5H2a/3EXsXnZmAPmIeDnJjJjdyKt2v67W366hPi4MFYvZDFi69zMRY7Q+zg4LNzb5Xoc60P8lHu9AG2rdEHJ3nn1tiHWWzcsPHaW2JqzmDXnHjgVQds0sOONXn15oW/4olHnbMBp5joD7BV13TUQ/DqfeziEUv7W4zr63oGjPYO32D1I3HfiXLOd7GFS6x9+EFkxNgRzdzDD9+cF5v2wVoYMmStVWPkG+xb5x/CJy5yCBOC27UcdyQDN3lEH/1zDn+4rOONn6/W6ak3sEOeDD7rYh0eMTVP1hysYuicnnCQY898uuDGUwzMuzasmU93ftjf6gjFB4O42NP42Mme687pN8TV0TwdagV+8sgaohMPfnjobd51cVOnHqb1BPwd1R2e2267bdVt8o7s7qJ983j3PvQA6kFD8St0YBDjAs455xKJMjKBONcQkbciZOgRbJubU+Q569ymE1yFIhg2quRbh0HhsEMGrjaaIHugqFmZt6H4oLnQCzO7NqqmQEfz/OArHnr8fNr3EBQdPvN4BJ+M5MIEJ58cNV1JZQO/hwZF3RO4Of4gP26SVA2oeWv00yduRpjwwWHOORIvvAY+zZDf9DiKj4c1DUgcIjrKlaNrzc/NzQNbc2JEnt8Vbzo6khV7MeWreMmfGx49YiReGibeSWEwJ9easLcuGp6ct5mKWZuFL2yWOznnr3k2bFyxhYMNvNmmkz9ibtOLt4Yt567VjDiThV2e8dPHviP95Uze+S0XcMQvDvjJ0qMu6OULTOkkD594kYfBgLcbjnXxkF/8bsKu1QE9iF6YyGXHmiE2YXeuPvnBdzrtDzUkNrCScRQTf3qCvwju4ujaOb3i7kvh33333eKj29q+mllMh//ArPa2BGe2tnbFw80TDxvqxlsED6/88RDhzZ36lQc3fTFFeNS4eImlPIsHH8uROTLiAoM4s0kHPgNPfoqXazrx62t9YKhe2HZuT9Y79EOyYgg/G/aRvaKX8EWfUF/yQd7gFx381kv5IQ7s5ys79odj+ODGoz4MMmyy75p/fJZLted/s/YgS4cejgc+/lVP/DbaA+wjtu1jfUkvlWdDnemH9gvbSH4j8YOX73OerHrdR7DhL57x0eftgA9uYgaresUn3+Ih//CID0xhpZN8fcU1+WqeDiO75aB119Zc08OWazFw7Sjm9XbXappO6/CQpcc8+3Kdr9bEPZyO8LODsu1oqB26yTmnlx25MsfvidM5fPSmG5/eQ965edf0NkdOzOgXY8dsWyPHN3NkEX5kHQ7z8ak5+13+rfPFcZI5hKfzLc/kP+uhhzGAbABB7ZOeguYApTZpAafsOEMcmjptIokxB6RColeDkgAbTiEIuPmCQIYjmjF7+AyJNg8P3JqeGwi99CtoNr1Cd27Q3c1IYjQSQwOWwH5OT59Cq1gUn81Mlh787PLR5oHX63d4NC9NiS5JdrPSdOkwD7fX6I5+1AIzv9p8+CTfvKMmJyfiwV4YrJ06dWr5Do+Gq9nA7FycjX3EJrzxODfYoAe+XYRHvjRmG5Y9m0CsNS1xFWf5Eqsoe67pcE2WHQ9ZGn6fXuUcjjakXIgPGfxiJP6uqw95j/KdfvPyKUeOiIxX43IEuzX6zeNntybFlho12LNGjxjAaMBkk5pXe3JEjp+O5MKBlw58bHvgYhvJuSbdniBnT/DH3hNT1z0gsg27I/1qwjUdbBvOyTiXG/ad0wmvAUqiY7MAACAASURBVAeSN2952JqEPxJTBBu+/Gs+vn1HcuJcjSZn3t/iefDBB5fotJku+D2s6knyI450Odp36kTsHe1HftHrgxN/+66ah01+W1Oj9SPxrf+Ip7i6eXp7I+bs6DP0Ji9/cq/PsCt3fILDfPVknpxcOK9ufDgRQ3tHL4GNnPqWS9fqg79s1Qus8QkmmMVLf7EvfT/IXvKgIi7q3JqaZQN28XdTUTP6KfxqxcMhOTxsiC/c8MJhqFO68DjyAU7nYkqOTdjM6XfWxU5s8KBy7Dr8jq070jFprtPFLz6mw9HQU/w9LA9wYkkOLjVkwMV3xCcyYiyWcsTnadt1e4e8eDiKgRzLRfuPLUTGeT6zSU6u8VpTJ2zTBR8eRJ9BtvrEAwMd1uCmgzwf4cbPrjnndOLhl9yngyxKnj68fGGj/IsBXWpUfPAh8uHIz3wgm146ixE5+unjJzky1tU83WFXi+ypd/cG+9nbxOwvEIf/1INc0r2PznrosfkFToMQZJvCj08Ur03BCTe2QGXc/CTXBkcAFkAFz1mBNyfRbNFlcBC/JJU4vG6+gmJdQ6ELLsQ5AaVb87VWk8k2GQ9v7JU8esnSCScbNjE9GoWCtNEl1CcdDQBG2MxVSIpWI2S7BwDNWAIURHGiW7FpdDDQB6v42aziIeY1Zj55EHPEww6bvp9Dl3jIg0+1ikLjgtknNA8/dPvUxk/Ex12FYB7R2TrM5F2X38U0/iGn+YqpJgaLuJvnI1n45SkMQ3ydZo8N53yAXa2Jvdw4ti5uzmGT00hc8NGBR8zEPh+sqwU4YLMuF+XIOp/VIuILPa3zKf10yj9iz5Ab62q7TYyHvCNdbMBEl0HO/pJHe459+ZMHPsILa7wdxZte+NPLBvt0wcdP53SyqT5gJKdO+UkeXjziYY0Nvqt3NwsY4ITHWmTONZ8c1W/rMMHSdTK7jmrdfmMHBnqR5iYOcE49nYuX/Qq/2uvtAVm2+Yu3HKontSgW4uAGyV9xUrOILTd8en3A8OcKxIhvdPq1YHGYH/7CJw7iip9tR76oZfEUY/tdPZsnR6+86XPm+AFzuPRcsnSJTT2Nr/gc+aIe5Fqt8EsfoVdf4B+81nr4KAZ0q1XyfgzGbzjwmWPDBzX7DDY5goFOeMTWPLywujeoZ7GwpjfILZ3wOFZvYqROI2u7CIaTrMmPN2dqdhJ5eZFP6wg2vqSbL/LqKKbw8xmfIV7yJ3f84IP4mOMDX6rf9qt1c/TCRsY1GTE3L27yBweb1pzDQSe7zpOFHU9zncMIl2vEjv0RnyP99IhlPcI5e/DxA6bw4qeHXn5PDOxZh58cnGji4Bdd/CBrLRzm2SYvFjAg+KsT1/Syo6adFz8fiPQnuqNiSOe+eonX8ayHHjduxcwgoDYBgzawogbOb3M4MsYIR7bUGj6bRXA5EHjBt+E1N8XCiZzG61ryBMZGE2AbuQTAxzY+9s0LtoK14TyIIAGzrukhTQBfG96xpmDz02nQj+hnV0PkE/3WNCPFbQi2xGo4zm0eeH065IvBhvhpDjDg76EBdrEWV3PkkdjBRycZR3rp4gMc8PCx2PXQpqmxyxe4Ucd1cXjTNicn9DrHL9f8pp/uXWSeflhhl09Yzfc2zroGT1e0xeCaHYMPbgZnzpxZ/okLffTSoTbFTQzZEwO2YVcj1uCv5jQ8caMb0WVd3eU3Pc7ZJi/G7NHBvpzxgQ2ydFl3bb3cwSIWasAaPWqDXvXniJe8dbY0FBjD5IhXPmDCj/gOD1/YIGvQQ18xZpMdepK1Tpc58uJkL7hmX/zI4TOc46ETkTV2Eaz0qMd46Mvv7O6SNccH/JqY/YXI2LvqWCzpT3d6xMLDNPtqTD3wRd3pMezT60HDuYdJD1jiyBZ9agDhwUuffkMnHXrWjDc79gVfDeTILlInzmFG7JL3MMEXNePmyx5yzg+2xZ1NuYOBLWvyBDes8qlX2tdI3bJvnn+wiad5fYdtvtBn6G09SOpdciweeNIPfzljhy/4+GLv0A0jO+zC6Q2KnsWGefJ4yOBnkx11bs0HG7FV41uSa+TY+Zana7jFDbEDR8ROhE/f8B9d26Ou8atzhLc48kee8lFuxCQ8MFtrnn0y/MPjnH4Dj6P4OWenei82YtgehoUOOvGbp685upzTUd3AQkd+0WFdrvhHTzjMWTPPX744z55jNuh1zg45a9mVZ0RvlA5z/DTEeBL5aYNuGMzjZY8cHvN08dfAC5NjmM3jR5333DLt7jo/q/I0H0GkCDHmRwCMaYSK2CYrENa3BEzyjjaFJHIGcHP0GYqiec2LbSQQbNFPXw9OvjzsRo9PgRolli7NR2MRRBjpZB8/nYrYUVMgq2A1ATLW2uCS0YZNVmOBw4OgzYvXTQhG/rVB8Gsk5MWMv0bFqJmxKUl08EfxajIGPfyAz0OAV/muxclrZ42UD64dDT8609DJirGj1/FwHkdwoYosXvJiWJE33xFejTp5OSLjaFOJq2s88PHlOKouxIYOMSmHsImdOLOrbtrs8iTeYqFJyHmNWuMmR746FW/n5pzD5ZpNOTEQzOzQaZ0/5thhEz45sRfgxEcHvc4NtvEarXU0x7ZrQxzh5RcdSEw6hjd96q34kHftCLMY0OdowCkndKhJr4eLB/38opc+RzzmxPEkxNcwOxriY4+di9yM1WgPPfjVjd8S9aaBT5P4ZQ5+eO1He1fe6Kom5QkvHjlCZNx85V0++ac/iI+46xN4rOPjA33ywI46I4MHRrEV7zDSQa91+5hesYHDQ46br3PxtYfxkYdd3PutMVg97MCG10OgmNJPn1zziY/yykcYYOsBBna89NKTfHm2Vq20BpOcueav+qW7ByBrPcDRrx/CKV5yyDckXnqbGiKrh1jzYCKu4kzvPurBcN+6+SkP7w8//HBkny3xCI+4wgF/MbTW/hITg4ycig2dbHTu2n7NrhzgJcdPfHTLQXtRjThXE0i88SH6rMkfOXrMqQl5FVP6G+YMMuUNL+ILWcQnfhj4yXfEx4654sMf5x1hLRb0u7am9pPjrzWDzuyZN8yR6cg+vycO69mhF4XBkT984S87eIoTvVuCQd3sWtvynvXQI6AJ5rSbPGcYNT755JODe++9d/1xKWCARAxHnVu3IdyUbRjXAsAhNzgbok+V5m00GCoCryXZ9+BFVuF60LAp6VWIsCkeNuGjg07X+DUfGxSfZiGgdHmgUJhsaW786CaIRwFbF0xrCkBsyJqvEBytm++Lpnxxza5jxcAfemGTUM3RmjjwW4MTd/7xhR3+0IffuTdPZDSPvn9An5jCD48/FWC9/8nbeuScH46w2WAVjMLkA1z0wbGLxGwSn+QAwWBofL5EKLbyX12FxXU40qXxWuefmIoFn8WiZmieHOwwOlqXn85dF8s2GxvZrnHwwzp+NulzzW43Lvasq4l8oAuvNb46xyNPYXMkY846282Rd+Ngk3+wyxs++vCJKVn162bGlhqgE0ZHOqvDbJgz8CC68Jijw8OB/aE25R4Ga45k7BG+IPPkI9fNibVz+9N5BLO9Tde2TuLp6EOMeovYouuLL75Yf8DOfPbZitzE1Jf9wQ+1Dr+Yya2Y8lEN6BPw4OW/NbpgwyOm9Ry1Cr8cyD8f9AnDX3fvAcq12Nm3YisXcKsbusSPTfa9RaJL/ZqXJz1MPzQn90a5t4/YZwtmN238HoD4CSN7bPHX0AfEg44+cFUr8FQz/BYPvsMtZmScmyPTG1VrfKIffutw0SFGva2CiQ428MLs4UbvkCf2PdjBb41/fiSG6JJfo5z48ea5iO9iWW2oIzbkc5J1HwbVCPv8JCev2eUX2/DzK7/VSmt4yZmTK9f42qtkEb2w9fBJHp+4mifnyI7Y0ice9jgeAxYy6RNT+vHCQI5dehzVs17CN/FVl/jZwpse8ullB8EXBmvOYaMHDtd8QvRNHOwjc/kCHzkyhnMDjxphw3y6+OYcjvid402ODD/N4XcMjyM+OtRZ13Dvo7MeeghHCsgXhzxwAMJJBmw6v63h+yXnIsYVicKzwQVUQQiqZClUYOlHNhL9EmfT4LcGi8DZYBJsM7mRegDQWOhS1IJu3ca2Edimw1Bc+OLXrBUKO2St80+DYV+gkTm+mysBMFb8Gk6f4uiA0a/Je8CRoApPU1LcYgJHBco+ffxki1/wanrigzSRClAsxQLJlwc7PtVYxEaj9ZqbvgrAOf456IDPsG4z3HDDDcsHePnFh+wto5t/yPFBjGps9ImtL2l/+eWXB/fff/8q6uyRmeTa4Kd4+qRPXi7ZFw/rbNgcxcLRvLyLX3UkBm0OWORKbsSILtfm2+j0mqNHnhE7hjzlPxlEj3O2rbFliC0M9KgfazCGxbHG5twa2+qBLL1w0Mtudpwj+wA/HfYNrGyRNcdvushXTzDgQc7pck0XeXUmDuKD6MVHJz0drXXuiMSg70vgrTnxwT5wY09unYx/6FAvan9LX3/99dItPojuiJwYwO4tqIeL7GmK+ovr6sSPjfGywzcY1Zl48Vs9iJuHC3Iw06/++CcWYgQrefbtL5jMqVexzld46g902J9seUDyZV951wf0J1joc82OdXznn3/+evDzgMqWXMmP/eAGXg/jr7dkepa84ymvclxOPKTBDg/9asCRPjF2XSzYhJm+ag22ehT84mWIDzlDjOHQN+iGjR6xEWMx8J1DGHxRHvE9cs4G+Ul8mHzW4IIbLiQe7lO+vB2RM9SBXmidnDm4xYe8cz4ZzuGDNXnn1mAw+EoWr2tHeuSS/jCJH4zppA+RoY8OcXftXC7Un1i5DkN7gF4622NwZoO+8sff8sEm/XTgQXTD1P7AO/nxWlPbzvGnI/zszpgUx+ljvOlJRzxs8Jd+c/x1TRe7ruFyjsRFfNmmKz3ODW80s9namtj8c9ZDz1z3NG7DaSKUeNp3DtS77757cM8996wNPwFMeefWgLap/VxVoGzaNh7HNHZUcG0Sm5cda2zasApaoAzBsDk52gYlQ4d5jUdxuLaR6Jg/FoJJwVnT0FwrIngVBFk44NUgnVegYhFWDYYvMJmHFyZ+eRDwoEcXWQ1a4sRRQ3CzMC+RBgzZ4TvdBozW6KeLvWKjSNxcPPyxaeNoPGIsf2Qivm2Jr3xUSHgb/PHgRt+5CK8HMXYVOEwRf994442Dm2++eeHcVSsTI988aPVjVnGWazrxwYnHuZioKzbKFf3iMDckfOTx81es8RvimP02E53OyeU/vdkhn33zmj1d9LND1jV+67AUZ3MojOyH1Tl+NUSe74a6RPyOlzxea+yGVb2QRdbhdG24Fkt7CR8sNRU+8YM9N3E+TB3r4vAfehrFwRE2tahG6VYT9kJ4po7O6fEjkknm3PjsYw8idEfOrTu66dLNH3bMi11vT8TcXrO/+QZTe8r+gFf81GwfKuSPHN76iXX7VF3wTU2IuXrXe8whmMTPXrS/iy//XIs1nWTFGzZz5OChDz7ki9RwXHjhhWseLnj5Jq7k6wViZL/48ZE6EBMYndPJR3odxciHPTjYpkctWdNn9E1rapEe6+InxvCKRfcAuuHGBxd9sLFBJz3tOxjxySmfxIDfCD9y3f8ivyaO+Ucs6IATya8vufrvT+hJZ0e90LqYmDOqCzlzTZ918vTT7Zzv9oM5PuBD1tqf1Yx4OaenPQSb+IoFmey4xsNO9sSWjalDLMMAp3WxxuNI1jw9dCJr2cOvVvDCix8GWKy5VqtknLNnHWb8zpNx3hybhmu6nGffOWKTDTrZ4C8drsnQq4bw57N1vPYcHjqt8c/Dezjpz47ate+6pncf7X0HxLDfePLppYYBaEp9t+S11147Kox9BoBWCD7BePti4wAkGN2wzBs2iWZnjUwblixnybYhPdlrJgLiOwo2uQ3nwUayPFCwDbOHDzrxCxg9FZrrilJhGSWAT3RoBJqioXnRCYcEehPGZonQBMWshmdeUdgEJb+HFmv8JCPB9NXI+eMTqhywj48eMWNfDM0ZcOH3sGA4h5s+x11UHh19+uo/ZrU5xJR+8XJUC8cRGfkRd74oQLiy8dNPPx08++yzK87N7dPHnh934OOvQS8M4ifvGq91A1b+woCHz87lx2YqFvJBji7n8Ik/EqPk6aCTXXx4zMlPOa1e1BCCAw8d5siw7zqybs2Rj9Y9XFT78t48GfVqqEd+q2E3Ljzw8gUedYXY1MTnAxN7sJGni++OeOkRK7XkCBe9jnSmN/zzSGd1RZ8bnmsy6oBP9Iixh6BzEXwonY7m3n777TXX/NRjzt+AueSSS9b+Fxt1xy8f1MQ3X+TLQ5Ebip7img9iKEdXXHHF4lVb1RMe6z3siB1f7C8yHjI02alTHMuxeTd4uOxP8vqC/kYn3fKQPbjlml/+AKMeZf+pXzElZ865HoDfXoNTvKsfPvPRWw0+w1rdyJU58gZ/+QEXGfkTd/zeNvMBbrjkkm6j/NCtH1Zj+qA3VH5r1J8F8HZFjevPZMTv0ksvXf+djlySm3kXD294my/f2+tkYOmcrF9Nt28nsWvw5/bbb1+9BWb1Aa+fLOjH9gF91uRLDOTGvDm+5ruY1Bsc4bPmyH570Jpr+g3xlTcxNh822NMNe3zsqCfX1h3DQt65mqOHXjYQfUjOzKmh/KBDHahBx3Djd06GH9bYMOgzzMHOHlxds43Imec3/YY1gwyiL39gslfVi1phmx31pj7JywF+MeWrewNdbE3Sg8Qronsf7X3TQzHBb775ZjnCiI0aeM5723PfffetjcjAFsicU0Qat40kKMhmsOE8QLlB2bgcliSBsNG9bVCwyCcUgbD5JbMECQaHBQgG85oBfR6EYLYuSY6CyAZ/FA4/Bdu8xin5EiXQzunib/MSJ7kwwM0fcuxrRORKGF6fcvCxwx4iQwed5uHOB9cwe3CTTI2jYuKrxkWvZgez5qVI0m2D8k+T2eak/DnyGfl1XPKwkHPzFHeNUDGKBXv7qOYgnnA6ynW22HnvvfcO7r777oPLLrtsqYHLuuF8XvO/GGaT3+IAH175YCsb6suAlX01gKzDTqZ4VyfFyzWMdJI3T0atkmmOLnPiJO5GdcMePnk3B6e56Z/6Uwd80VjZJVNdkiuWZM3LJR4y7MGD5EgN4VPn1uF3xONIThzxGK4N+OnGL9b5QS97eMVrH5GHlW9ururHtXl2s0WHm7Q9fpy+7MTjSLc/EMoX53C3XkzZ8oDgC/tqlV25kwN25dC+tEa2nDrCxFf9xocK1/TKjxuhDwLi67o3AmJlr9FPDja9qHg4wkmvOlGHdOKRb/rE3CjG+NRKde1m7GHJHmevfSm+cMibvkOfNztsyR8bbiAw8E8vYd98fjuHzxGJHz/oEy9r7JGl3wMMHDCRoc8eswa/8+o8XLCrOX7jUZuw8xnvtddeu+a2Oa9+9PjyG4/jdo5u+MW0uvA9Rg+K7hf4k3PE71fa5Q5f9xnxk+/2Al/x4pMbxDeDHfNijMjAzRY91l235kgfnHhhlSvnSJzNyQ95vMg6e+oLTiQ3Ub7Dgc8RL/nqsp7GngE3HfYHvGySQfSZc4THvGtyZFzzi3+urZmjw7W8umaDfDx08wV/R1jx0KV+xMb91T5V3+zAgU/901X83e/sR0Qnose5ZwjxbI2OfXTsQ48AUWoAY0MwkCEF5tOODWMug9MYfrLA4xcocx4E3JQ5y2k3Sdfe6tBlgwkkPsVn89BR8MgIgs1oo9ArgDDTUdE6ssumQhAYDxICSm9BdWSXPsPDC/5JdEkGf2BjzyaXRDYUSY1KrDQT/HQpatjIkXFNHgZ2rSFFa/BPUSD6FTS7eD0M1uDYkQMyPoWKmzkbmQ32yfB/S+bo9ko53QrMF9XFwwOKWNBxHOElTxeiAw5y/EXFfZ+u8DkaYlnDkAf59xeb5d+nwTYqvfzDa7i25ojEmC7xgU9MbFJzsKgbTdoau9mEGw+/2CdXEyRn3jo+54jf8NGJp5rKjutuGt04bHT57FO7PaBpG/Jo3hE29Uc3m9UM/5ybU0P8YEcd8qV6hA8frHQ4Fyf2XKs3MZp+42F3H1n3Fo8PiKwHDHVPzrX6OSmRoRM5+hK8ZuaN5xZLuNjyMOxHxz4oib8HE/PipW7wOqfDUZ74jNe+de0DWDkVc/3IvNyR4SOdYsov8nqTWpIDseMrG/Q60uHDAzx0+QChlsqRetKL2JULsZPr3r54k6WO5dP3J9Wb3mHItZpkl242rMMImzlr+MzZj+bro3zwsCfv8MJFxro1NviWvJjADS+sfPN2WP2oZaTW1LJ1sfChjbx+zL7YydEuEmcxcz9wROXYdXPJwsgvmAzkIfDjjz8+ePjhh2M70mGCPvuKj3yWVzGSP/6zIf6onIi9uDkmx7bciZ1zeuE3kCNM+cQGW67pZcfRtSGPYkbP9NM1u+TbR+zhod8xbK7p4QtSC4gOPI5sRviagwGPWjOnR+FVD+yzSX/9Dh65zr51fGJIni/hxCPv5tUACrv4+V6bXOB3LCZsqR0EF7w9zNJFr6OBfPDhA6KDD//7t98eLtfk+GfvQw+lbTj8rjnr2DUj3bQZF6hAZCNg5NxcBAcgG0aB1VwkzLXN1cbVaDxQCaYNJAmCYZCzKTloo+ATRIGtoPCZlyCbGAbnkkIXUow2rgeokmPzsAmLDU2fWJCRMPwwej3KniE2kkZ/xUO/J1PrdEmcpkCPJiV+YkEnG87Z1Yw8yCFzGjM/PMj0SUjcxayC4Rud8GqWmjj/0cxJ+Wu+hm7eEEMPQfzzKrrNsRTt+YcfipYPyNEnxK6bgw8fPPI2yVzYHK2LsyM/5Ofyyy9fsnxXG+VCzM2JMf3IDYQs/G1GtQeT+MsX3NbpocMRjvJoXS7ZImOYc1QrZAzkTQGdc8Obh73Y5LPNTA5GN2v64RJ7BIMmV5O1Lk+w0CU+fDHgcbQGN3/ErRtwNq3TkRxeRB+M1RJ+WMoBLNE8N6euvY2hF9HFB/Gmo7olV27TtesIB38iup5//vmD5557rqmzjvSqeX6JE1tyQFZNoN7qiDus4qNW2CJvTtxc06ER27diKE7d1F37YKFPabL8RHqRfWq+HFqbdSLXcJQbD0zw+J6J3HiYwGOP6Gvs0qkG1CUe/GJszTUbdOoXPgTpcfTAiA/xibwHDx8WxEkfrpfLk1r0cMY/fUNM8LDnCJceqzb0BbYNfOLQgwTe9oQHUX1ITvkMF1lxZlOeGvQ499bwxx9/XOfmEBn5mXVhXu3pCWIkHvyFyRfgH3jggYV96ifjmk8Gfa7FRizg5h9bhjV73BwemOUTn71Sjac3H9Qe3XjJofaUc/J4rLHhnG5xUjsGn8NDL3k+sil+5FyLNztigL840G3INV5HdvDSB395kFuxRPnFHl5HuMjAGA462YPVufjhgw8vWfkQh2Qc8Zp3pI+8PQNbfqZDDugsNmpTTe0i9twX6aAbrxz/9W+7/+uSvQ89lAOqYCmi0JgkyIKGcsY5fjT5gbDRNRug3MAVabwSI1FkzAskxwWGUwJgXqI1GY3Iuc0IB2LDpymYyJEhq4GR1YQFOcwCijQWCbIm6GTZV0x4nNPNR5jwwSrxGqt1fHxQTPjYM5zDKY6Ki04+VrBiLC42mDk4KhZNzM8wFUX+kDd8GmQTBjb5yj/xhM13HcyzxUZUTjp6+NRou4aBXnnyGlgD5sNxxH8xKZd4xX0S/d5I0V2RT368rq1r2n67wzXddIm/Tam5+7KiH7u28fkpZnjFQR7kURz4wzZd1QN+64hehJcOvOzB4dwQv2JQA1HD8CC5sZ4//HMuNzCRl1/2zdEhXm6u4swPawYcNrC481MDpIsNNLGEl061Vh14sIbPtTX1om7j57t5A7nmi2s3PbXDPip262L8A5MPB347T6zitR/tLzqzV1yG+M5TcRHHqe+jjz5acZo/y5/6nMuht4DffvvtiqH97CYr9uLJF3NiQDdsbsgezO0ZsfV9EPNyYRQTDwPy4qHBfvQFY3GiW24cyffQgUfeyPugVl7lQF3oXeThgAt2PUSdyiE5vdHeg8ODgHpkyzl/fM9PHXhAw6Ne+hAofubLvVyYg1E+5Je+6hyfeRjExy+L6K32an0SJj2UfWv42VUzcPhApmb6kVx1qAbZkRv1j3/mbhYBvk8//XR9KGxePVx33XXrtz/tk0liJZ708k0exBRGPc2bMTqNyLk4+rGd3MDOj+Ihtq7xWeOHNZjlUXzYkSu+mIORXXl0Tg6PNeTavBiagxl2c+Fnl01zeMTXeT2Fj2zgg0XdFFt82agW8dEBfz7wyzyb+F3TiS8/1JB5+JD5cNFDrv2Jz1xkPtwwRWxmizyCgR/FNhvk+WB/mCNn8J/P9tgugrc6Z8Net9/++l9/8KGHURtBMXt6dr0lQdM0AOPotqBdkwPEuic1jikexQeYtV6J2qzIplfk7NOhoATPQwNZm8w13QLoJilQFb9kubZxzbm2advY1ugiq3jp9NYG8clA+BQ4WzNh5PC4cTlag1NhS5pksulBR7LwmGefTteO5CRLAcMgWfjpzTexNU+fOCkAsq4lm13rHlzokg9Nt9+isM6e+Dt23dGbBvYixYvYh0UMYTiO+Ct3MEUTv3PEVrlnH7XmaJj35fDHH3984ZUnn2Y9IMDCZw98coJXTNWHWuJfGwl2uPMTj1xaVxNiL5Y1FrLyh5+cdf6Im3PrzdNlTR74zSeEB9HJDjlHhF+TgEvNyRNf8BrWrTlXX7B6gDAHg8EuG4ZY0S8+9pQaQnKJlx/w2WeamVrkn3VrZOAQR7bFwrqbTD9KycZSPHLlGgafyt088CFHdW6Nb/YcLK7PRWT9ho3ceHsAozn43nnnnYMnnnjiSIV5vsdjoYcYePgthvicixs95lzrLX5sJi5wWkNiJQb2jgbroc5Dj3n27DE14Fr81CSdPrRYlytDjMXWvvTwEadhPQAAIABJREFUpV+RY1tODT3OfoYRDnrKAX43ZrXtJk6uwU+8as5Dhrc8+GBTa+zKJ5/oc27gkQt85tmFSW7o4rc5b3nZEhd7iox5ea0266Xq2dsWsuqPfb7Tyffiw57v05hD8mZMYsP3/hwNRLf7jwffmevkYIKFXf6yK2dvvfXWetCSE0Rf9pz7j3S9YRNb/vFXjKpTfrlWi+Ss4xMveWdPDvjtSM68+OB3LLauDfrowAuDeImLIY90qlNr9ciJm87s0MU3684b1R289LHLZnuSDLzmyNLJBzXjHB/cYmmeT/gQnfnh2hp9MNFpsIn4JIb00EeumNGX7XA7ph+vczyd22/2Q/c0NqxFPojoGbDwDRbx/Y+D/4zld8f/fwXwu+nfmppNefHFF69kbJaPLk+fPr2Ko2QeLRwWm3lDIgXKhlaoCsrRJwtHQfcpQgPRODRAr02Bt2Gs2TQcl1wJUix0KhaB6kc/7CGNhS4BlwAYbGYBFWhH3xegW3Ikik7nhhtPDz2ahmBKAJ3kHSWeXjbZKfF0l3QYDcWlmKwZHtbEw41TM4KfDD5JpV+cPMy4udEtqeY1ZTGAi23xI4PXwwF8sJmrOCsUx/D5hBvmmTt2PKTCVjzn+jznmweTCrc1OrLJnuL0in1S6+Y6hxd+8XazVgtXX331ih28bIk5XxH8NShYxUdO2YQNiavYu8HAVW6tu2aLXXpqEnTxCY8blbrDU9zZtwY3XkcDdjWJ1FTnxdmcGwqCkW35c04WTnbxw1n+2MKD1LFrddp69U1Xe6Ratq/sI29M7CMxIk8/f/jtJuWBsloK3zK4+Yd+X2AWF1QMqxU47RX1GeaNit9dihuf3dS35Bcm4EsP3qhzMdAY5Z1v/IaFnBp2FFsfCLy16QOYfiI/cuImqxepOY1b/MUKLvJ0sueIv9/+ce3hCD9djmTklX4xkC/7Olv6jN7Gpvr2o2TY6XczRvi9mWFLbuiBi1/mqnP2Dfk08LmWW37SCY8c6TPOzcFpXxjO+S3G+j7beiN75NSre4F+xW4fGqtVD5HijPDTz3/kryV7GNlHeD0c8nHm2F4VV7HbRWpQPA35p4f/vpNIzhwyHznn01VXXbVw8pt+/ohDfYesa3uBP6h9UawdzRlwO9qD9hO95MzTZc2c3IkLWfFWH+Jpnhw+PjjC4ihffJQTuvD1hph+snzIjnX1ob6sG/KklvkuBnjLHXl21LjzcFdjcKQbbvJ8MO/ckS5y8dIjFvRmy3q1VlzMGXyDlx7EXzro57/nBHpcT6Ln+++/X/cE53jpgGMf7VxJsYYGDOdtoC0B5YuMnpqvueaao2XGI7pcc6Ibjk8nnEcKQSOy0RQ+xwSUTcFwg0MSSUaTsO4a1eg1DAnlsDnYNDefqCsShS2xeOAqiDa0Of5ahwle9iXZEAdHBWmdrMbFN82dTYE28NFHB934XbPvbYd5BKOip0dxwEQPnWyTwcMmPRqYDcJ/RU5OkjVf/OLLhxLPBl30GlvSXOWOjS3Bo3mycRKyCRUtO2wiOYRFczJHlx+H+HXWyYd34mutOUe6L7rooqM48h9usazAnRsedtkNv7qhA7/44ZcTPuK3Jr+uHfGrR/jNZauNXu3ipVO+6TDo5qtBtlrGA1NrctkNkQ5Y8cqh2nLztU/EzMMVDAZ5emCgX40gdav+raPqkDwew69mqyVfEP7ll19WLapJfrLphmifa8Z+y6b9sRRu/pFTNykYUI272Ljmi3o/KbHvRzdhT85D/EsvvXTwyCOPrBg375i/Yi+XHurEC3Y1I6b2Bpz6izjbS2Kv/u03PuOhQ4zdvMVAnMU1vXDpJ9WXvkLentOX2BBvujy8sa8veSNGrwdKzZt9DwHWDDYMH4I8nLIDC33q1HDD8qMzfOqOfjFmiz5xIEcGbvOw8V8tW1cf7MHNJ3GiV22SUwcGHOaLDR3xwSJe4sseXeaKFT7nBhJj6+p5Unlr7v333183ctd8p19MPby43hJ5esVCnakdscHr/MMPPzx47LHHlti0Zd3Qg3wIk5t6unm+sm1PumbDtfyh+gVb5OTAkZwjvvSIj2v26XOsV9Blr9BfD5Ez6wZdrunA59oeDod569bgCye9rtmyR+luH5RjevDTpSacJ09O7vDKLf9c42XP4B8b1h2NfGbPfP7CKTYRXXjpQa2rO7hgZhvBhl9+3csj8nAa9qo/lAy/efmBma59tPOhJ2YKJeA4EnTNr7+wuYsXOE3Ehu9thgcFgXGz9EravE3oZiCIwAuETYQEDr815wLDOfY5qPglRhAl2bXgs4s0Ozr5w4bgsqeh4reGh00JqQgEnn42bXY2JAIP2/jZwGOOLjz8g91NBVXI+J3TTx9dMOODh5wEWxc3/Aqefc1WAdDPlpui2Bc3/Oata1j7CJ8C8UpQQ9xFcPnk7EaB/yRE56SKkG908Nvr85PqoyudZMTCA7K61Ezb8LCKu9iIlQYrv+KqyYsHGTVjHZExbw5fcZNHdVUDZVfszeFzDlPr6pGs2uQffXLnCK95dWjNUO/qws3dzUqDlgN89FsjC591MmoZ8Rdm9tnEb90cfLCpBT6wDVv43UC8UaCXbTweQH2oCD/99oOHIj/mImuUgwXi8B97xc0ekWdPzCP7Ri3PudZ2HdmRI/niC/3Zd3zhhRfWH7j0nT3Et6hzOH0A8OAhz87FiI/8ot/bY1iLtXyw5yFIvMmJpwcM/PqCN2R4+KLGxFkce+Oo9siq82LlAYct+uVIfu1JOMSGXn3POl1hspYPHuDEUCzI85NNWOjEa14tqjn69Vg4yagbD2lyrabg1jNgrVbElm0+eHuMr7fI9LEFDzs+IFW/+M3Bzgac5lyrhx4k1Z2c6WlsFR+5I4/E7ZVXXlnrrvGJDxx+G8v1LuIzH8nzJ9188BbSH89lP7ut0yUm/mCq+448iKehLvA7p8e1OIuF+Nsjhnnr+PCbUzt4DDHoqJ7wuHbkG9/pdKSLL3wgJ4Z004ff0Rx5/MWNH+bFwLH7E11w4ZPb9NLFFhtqhn3X9KJsm7PGJ7J00+cc4YdJPM05uiaHj6w5tmHjCyzmkikW+UOGHXXkXE5d6wfe8tNNlg+Rc999MxB77c8Zo/g77nzoSTFDEgb0pGncmg3OiKDtIvyKTAFqtJqlTxNe3fr+hs0iwIqhIvIgYfNypBuDdTcQTU1A2HbzI++1q2sFzBY8NqwNTjd9joJJnm90S5bmplDw0tGDgISax1cjKUn5JMgaCVsaDV0SylbFatOIo2QixQkzvZoIXvoUCP0aG1k+Idd0mDPY0hAVBP9r8mzAq0l5sENyadBvdJ5e+naRXMKHktvF15x48qPaMe+cjikv/qi5iWfOW5/UJpF3v/bqDQJdYspvtsVfTMy55oN45KOj+eLMhlyoF3rF2BEmPOnBZ8iNubCoRfb4TrfatcauI13sqSkDT/Ourasxg21zzulUH2qLbjdKduGCVf7Zwm+OHnr5gsS8dfL4rKnrbu7ezLqhuLkjccJneDjK547sGMUhf8mKi1iYi+Bkk96TEn4PXPyz39hD9Mu1P4b69NNPH9VO2PCEj12x9PBY/OwPe6LcixV+PciaeHtYQHSqIz2HP9b0Hc2YTnPyC5/Y+iDipk7GA6fY42WDLDv4+VYu4FNf3jRY66GCn/a1mPGXL25O+ot9Thd8bMi5HKsLN2426ayO9CG1pI7Y1tvIiQmssNSDyqlexK8+RMFGLz77zTUs+jbdcMIMiyFvYsV32PVc9eaLzGTx7iJvHX14i+AhS1+9uLV5lAv++5AjN7Bnwz3Jj7keeuihhSc5uouj+5GH+88//3z5rPb5pE7oMVyLH3+tO3au5tPHP7x0I/F1LRZ4YDVHxjwdzt0L26vk5I8OPc2RnLn0iK95w5ycyk+Y2UKwwu8Iv3wgdQEH/mTSTZdBhzU2yIcZH1l4rZVT/qg9a+bpIBcOcvTxxblBByJLD3+Lp9jwGb83mj7o5ldHsmydOXNm1bNz/tLdfXwZ2PHPzocefJQrihxO1jyQgWbIp3eBVXhbwo+HIxxQ3OYUdcHzRO8/maPXsNE1HZ8g3Pjp5YijYJIVWBuiYNuoZAVRIdkIEtybCusCLyj4ZlLpEGDEjs1GTiJgpLOE8iMc5DROP3bxGrafP0uA4qy4YOazRJKxbo4uOODhE72anYccdjUoeDRP/tCPvIGhR7FrKnTzVa487Nx1111HD0zWDMTuHHysOBfD+Ec8rMlN8mP56NSamMIuxvRH8i6WsHbT1ozcaDTPiS0ZR/NTT2vhEFubGEZ8YiWGGi+b5Vo81CUiYx3Biwcu867l2jqf1R9ybdBtnQ9qIXzkEZtsObYm9zC6hlOenZOhTwzgdmzNujk+qRUEn30ovzDA2p6kH6+54mBfqKtwO7fWj1Xpq57sR/uOT8XSH/vzRU86J8HGP7qQvQdrZM2IyNu/++orvu1RjfvuiBuYMcl3e/wNFg8auwhG+NQsLD5guZGb92Bhb3l4sNfkwcOCdbUot3LmCLc49WbVPD6+kBNb+WBLLsw74lPv5tWdXmcP27viS8ZDhIcOMvTYN2TES9/CY91bWCTGMNFDh7otfz0Q6AN8Y9+nXvUEp2v9gw62xIReHwzVCR641ZqYsU0/XT0Mil3+2RceeNQdXfwiD4/4kOE7f9j1AOfHderdPHKkE3X00LOtHR+GPRTy5ThSL34Ua2+wDzty7kdc119//fLNXPbS59qX9t2/2BFfe0G84LF3xNBRflpzjkeNiKMY4DevZh3F2yArfmzlO976lXVxdy1u5ck13fSRM+CjiwyCIXzm+C6n8umcT+JCjxpiNx/IwUTOOf30pdd5D+/W6hHm6adLjcszedfW4IfRHFIzzq1NP1zzsdqC0Rw76lltwe5tKYz0i2tElxz7jU1+8gUP+2TnQ3QyHXc+9FDAgKboi8qMR9ZyjGFkI2me/kdvjgSudXPObRavOSVAcmwIN0EJ0mAUfxtRIbElYG7sgsEpie9Tm82raeARXPM+VQieTQiXgGkOCosfsFkXZAkzxw58bCoyR3zdVKzBZ01DcqSDrMapabJPp40AD5/ZpktTEDP6NDZykl1RmueXImILryZHF//op4N+D4EetMRJUbIlhr4gTIdNfuutty4d/Iry0bU48sMXwJxvCS///FVaD3SnTp1aD6F44UNTN6xwbr+syD8x4If4IE1KTd1xxx1LFz0TW3o7LqHxDwzWbDx6qy3z1Yzcse2okSRjDn7zcIkXP+WCTnl1tJ6v6o4t8bYud2Rdx4dHbsJCL55syS8eso5sqnnr4gI3fjEUS+v2iHU5lm/1Cyfd/FAj6hcfXWxbh5seD7/0sskGOc3ATc1NX93Yr3691/7gt9+UefTRR5deeviH4IiKpXqDkxzscMISOYfzjxA7sPjukb3txynIPDse0l9++eWDJ5988ijW1q1FzuVGs7Q3PeyJqVjYX7CqfTnxhkbcxANe/PiQfBr6iPh5KLD37N9yJ5ewwVUvsSb+Bl41KjZqR+w9dOmr1a48eNsmP/JHXr31lpc/6WbLUAt4yCJHuaWDHef6BXvqxE1E3sqR+PDTHB/pkst41IyY4eOjmKmFHgJhqCdb4xOczmFgT/zx0EEvEmtEviOf/fmJrumBx480/Mgr2cWw+QevOuGLGImZPNJp6IsffPDBetsj3pNg4BM59wx9ia3wqpF6Nj76EB/EzFz+FiN5gN2aQRdii5z9QA871uXKUV06IvGjl65s0l988dElR/Tob+HJBl5rjmzLrUGfOUQnG+whstbFMj46rNNv4KdHXNh3TZ81vlVT5KyxYT6csJi39/Kf7bBm135TQ/aJh19y4cbvGvmCvLfgycOlxh3t5X2086EHs8B72+LGmNGMba8Vmp+h+kY8p3ZRCdBoFKAiI6c5FDjOAqzgPMVJqGRUgIIqwG6ugm7z04HwCZRCwiM58Dt6c2KtgmFfMunQZPjKLvvO8Woc9JdkRwlkRzIFmh4PWuQ0ODr5byPhE3hHfGJmuDbwkbPGnjlHG4At6+zZ1GxY46tGJh5io1nD7eHRH+4zZwPzAb5oFow5cYDXJ9pyGq+jORj8qQIPPU899dSy+9lnn60n63xRvGy7wWow4jlJEbNVMZPjkx+r3HjjjatBVLBbjFPPPMdn8NNDcjFmgy75lB/Fb5RncRJr9vGKlSPM5tWMfKufHlLYgd88efod5deaaz6VO/nBz76GJ4b0y4dmmD0Ye9NlzmCzh0c3WnkWV3bkX67EGC8M7NIDO7vVMDsahfh400FOncFYfZKF0ydkbw2tw8s+Pda3BEcDPj+GQumCYxIee4j/Bty79E4Z6/IDtw9HfklCjCf5kYXa8TYIHjLhct61eIqFt2TyAQMf9Rt1YQ/1NlesrZPF4w0Ff/QNa4702Zv6Ejk1oWbsQb6Jof4kr/Jm36afL+IhL/zRA+0/cm7UcoRX/H1CtafokTM9DPEBDr6yDR+ZHm7FDY/8WfPQM3HSpafgUT9qARY5Us/ws2kdTjXHXnXMN/LeiuDzACQe8GeXjJtQPVj8kVoT20nlzG9j+gOXrTv6D0npp+tcJG/iJ3Z6pJzYD0iu9CzxVzNiEFU7sPnNObY8yPNTfNSI/LRn8OM1qkl+2+PIOZ72pjnyqLjLTefqiS76ywff6cDDL1jSST9+vAbdbMMiR/ymU12nW02QQY50kaFfLOgod2znT/rJ42UjbHSJb7jM0+naoJOf2YSLvokDjzn5YsN1Nsimw/eE1We6l9LDDznk1I1ai9S8Wjbnw9Of//m3/4us9Y7/+MwzzzzTxV/+/S8H//0/v70iU8z9GiLHopwHpOQ7t0G8Gid3HAm2G46EttEFtg1tI/n0yXEOaOxw+MTGNockx2Yn76YngEgBaS54FbzmogAEQGLI4TXoUSBkFI1NA5s1TQc+DQ8O82Sd81WyJKNXvfRrGvySZAUrKbDwzVz66DHoCQ9sZMwhcbVW0cGnkfHJJ05DLMw7wuU1rTcCioaeijydS/HhTQq/tzh+XAAXwsfPSWLv0zb8GpiHDL5WA24gGqQ4ehDlx5b6dJicdY2crBszXbCGdyu/vYbT4IMmJcZw81u8EBxy4YYEmxzgN1+DcONwTRfZfJIHQx2akwsjfHQZZBrW8DvCoCnQrbbYxa+urHVD8knYOR1q1Lo448VHV5sYZjdJvsBrrVyRYQdW+jRrvltXv/JbjB19+jYQHnlV+/Ya2+lnw/kk8vx68803V+2oecSm2pNXPIjf4uahw8/k2ZArc+ciOjzE6wPiOkkM1JL/PBK+8E6e5t2c7VX86lPNiYmYIef0iZ81cRYTGNUAvGSd06Xf6Buu8Ytd9mE2Twff5cC5odbo9QVy/OzZy3SJi/yrA/rEXa7lDU43YzEgYw6feFcDaiU5NUQfHGThx6eO2DbvYQw+NmFz1Mvk3n4Xk/oueX1IXsXJOvzqjJx1vpFxzaa36+4BHiTMiUu15NygA6kfv2E1P5XD4Q2knq/fnITExn6iV+x66GELiRE8cEdhcS2mHozE2QOU+IglfWJeLvgBXzUy9wsdrpG4ypF42C9iKPbk1RZePPIGU3slm/UlvGLIHh/pc06+OfUtt0g82ene4cimOTrJNOgQAzbYte6cz+UHrvzCK450WcdrmMcHX5jIILbp5kO85hDfxSh59sXEvuKT/e8DN348YVrChz8x0Ifsa7rZEQf3RnM+IP7Ln/588G9P/msiR8edDz2UKGZO7iLBt6kFIFIwmoLXkjkNbE7G11EhSZJXWBqmgClym0uQFFCbmR4BEliYBIeTFYvfrmidHuuONjssMOClz5pzG5gfNWO+GPF6CLN5SmiYxIYtN/NuLmRcs6WInUsS/Xh9AsIDP7v4rNGdTbGwRt6aodHyQXyc+1Quqa27qdMPmyOf24jssxmJoQE/W6+//vr6dU3FhuLHEzmHz83HJ3sNmHxkzattTTE9rXXksy+Jqg05ZwevBxZfmPWACef/tXdnPZYd1YLHq9Wv3f3aV337c/AFbDEYA8Yy8yTBA4MQIObJmBkbMIPNaMDYIGzLYDA2YARCggce4HPce3X7udXPffXbt/7F8vY+J9NVmVWZVSekyNg7YsWKNcWKFbH3Pqn+OCk+lN5faNEiS/hN9PTLJslaZjf4bixwxsSDeincZKhPOlMPVqlOmzHk7FB/bXDB6Zo+9KNTtpdt0hcdskXO2LWFwz148jHxOYAWoBYefePR2GiCF036s0k6Ak/maIELLFxOSNiNcSRl10vFnj/wkvmPfvSj5ZEMOvUlL/gt5OiRlDldiyoZWNzYw74En3nQ72c5+SDnErwWJpsedkXO+qiXuwaPLtk8thiSjUCDrPWzOOOBr9OuXgKHBvyg21g2FWQvmZN4ImM8kq9x2Rtd6I8WJ0b6cMD4Jv9OuNmJsZX4Mw6ezW8wNm5wdpIEH19lXAs8+um2OWVs+PgadgOWzeEx+0I7PeHTmNrQZQ6V9COv+DIOvfMv7Iss4IUTzfhlZ4JDOPFz8803L0EE+rdSOnIK89BDDy2yAqfe+H6awK8zC9COSvqQg6CFXugMP+QlkQkbIPuCA/X64U2WyIWP9aiRLcCpr0QWcOCPDOjUNTmRO1zmH1nARy4yGHiU6tHkHpwED9uhQ3jAaQOX/yFn4+hHD+iACyz6wMGDZzBwgVcng5fRqI/rZGKc6l3DT7fqJHWV6oyrL5vRhkd1ZCe7luExVv2jO97AoiM5uJb0IV+bMjYEvwQnXGVwfrDy6aefvuS72af5w/b9DAF5/Pf/9j+OH/RE7DLijj8mDMeAIQLRhzMyaS1mGEJsAoSma7AMFA7GGNMtniY6YxDpURynRNCMUgBAMBYxfdu56stZwK3N2PoqCY/hMgqZUaCP8NRTJEWgj5HBT2j4616JTlm7/iYoY835aUM33poo6tDA2cKvD6djYrlHG0UlK/3x1Q5ZO0NECxnor47cOdfu65+64E6Pyq7h+POf/7zs1jmr6uFBh3Fm0q4PuQVbu/tp3NXPkmwLao0n6QcfR+n9jRaJ+mlH/75EriY4OaKZzuFpwsW/NjREJznJbIMO6cl49A8OXrB0DE6bMhxoAhs+cPTjnl0Zt6yeU4JDfwl9jQOvRQyMvkoJTouXe/ZlM0B2aDYOvrWxlezTdXaEL/fGN3Y4BQmCLO3GTsaV4MC7rx96XSvJ+tFHH12CX3KlQ7DkAScbXyd8mb98gwXxqAQf+VjwvFAtmV/R454M/va3vy3+gb+Z9LqON33IjG2bz2yEbMmPgyQjmxv2TY4WdIn/YQd47lGhfu7xjV848EtPfJBxzGtz39wlK5l9kQFd0KVFGQya3KPVSViy0dcYcGdb5IcX9KFBH2OCQT95SPwCOvBCH/qQpaye/1RvXLyjC6ykji3iDc34IgP0guGr4WN3eNEXLJxwky174LtuuummBQbedEEvEhySMe65554lIKwOrA2srzPZGXzHSfhHkw0UujqhypbwT+ZsZSvgN74MB/rnqTU6yVx7slcXzWyHHMiAbFyjgTy0lfGmH57CAx6NYOEj7xI9SeDlYPWFB97GqI97skjW8IHTF33kAFdy0YZecMbTrgSvjE4ygde4bIFdZnP6wweHOjjxgl/3cLiPfvXutenj2rja1bHLl7zkJZdO7uIlHt2z+fvvv385DVSPVkGvAxTtHnvB+byCngbYVSLUbsMiw8DcSxg0SThWRhbBlWDAxnhMq3NNuISYgAjZxOaw1LmnWP05eNcYpkhOiEI4E0oBY1xt3hEAy7G4TxFgCMfY+nrcok+OBE5KwAvaOBpw6OEkJP3Rrx+8xjAW5XNexmjcghWLvf5gnArp75phChA4PilHiCdOSDRLDhL+1cEvKaPD/ZS5e22SZ+if//znlxMatEtk6AVo92jbSmt8WzBbdWQCP56cFDFsuGQy0Ob0QRn9tW/hUxctdOI43aJANpwWObIT13DSBRrYBIfHZumTndEvnukYPBnqA796tq0vnauHN3mrRy84epPUuVfPpsCGE9/g1Dcu/tlIi5sST/qAYasWTnTQu3Z94JLwwg7gxVP2hU7jRCNebUS81wA/XqQtOavTT5nNgIXzwQcfXHbg8AnCyFqiW+1o20p0oH3i24Krzthsn9zvuOOOZffNr8z+xhZk3HrrrUs3fSTlpN01esnUqRGZokV9gWQLusfheJeM5ZrclU5r2BkdmI9OONGEd0GLkxl+w5ykF/ZIzsYWOOlXoCDg8uN45IIesPHjfRaBBNza+Br6h0t/46AJ/eSNL33xxL7pN37Zg77g4HIPnq0XHLCbaFWPV/bF/tSDZ194pg+ndWwLPm14Nb6AyUmKT8B71JQ+FoFe/JMOf/WrX1348Y9/vMyX2tnyW9/61mVO+PLquIksyMnrBmRgDhZ4wEE2dAdGQEUX+kiV+MYPPq055E8GZE324PCPdzzkV8gKjHr9jcV2je8eXvKRgwVPpvQUfLyijRz8hhA7Ie98DHzGhkdd49Ib+uhEGzile+OCNVY0gg2+cbWHF1y40WlM/CSHSjIwVrZpHHj1VWfsrtM7GH2MQTZwkJfx8W5jxobgAadMT3DIjz/++PKvafAn0QubM2/o2XoP7kSDHgNhSGRl8iO+ZNHkTPq3AdVXxgSGJPdySmKYBGIyEjRcBChKVxKSsRmmBYNQ3aOB8gkPbvWSHaN7C5sElmGbHK7hdA1GtGgSM0Q0KeEkQMq30wKv3j2YJhBaKSGDMQYFy5yOsSiHvHKK+oePQ6I4Tgs98ILHpzq0xRMeOTO0aZPgSqbdLw3DgZvIn/vc55ZHVejCl0Q2t9xyy/LicoFWfU+i5Dwc9aOZnCT6QgP+LArt2PFR3jU2umUyauJxEGQJH/1IYOijLMCkNzzSFVh0cO5g6SgZgmFf7FJCK7zg6E8ZnfompKZDAAAgAElEQVQEpx6cMekJTcpoCM74xnACQiau2UA8cXbkBpc67eqMBSda4czmq8MTWvEpGZst+l2e5tDSMBx+95X4KrlGsw8Vvv3tby8LB8dCNng1Pv15LJDc63s55Rzb3BWQeL4vYOYbSsYmD7brRFhKdxNH8OA6WRbA8FPopXvzDI94IWfys4jTjbmrr3mLHnoT2IBnz+DNS6dR6NOXn6BLOjHn0CULisALZNWzPbZER/B65KsP3+eeXRgfP+gBL9Ajb3pGj7psy7jmAzroiP3gDX3kZWy4LA7g9FXiDw5jsiul8cJFRmSjLV+Gf7i1WQc8/rN5IWM8GGdLD/ShLz/kRKUEFp4XvvCFSzBEns8nwYk2ASh+yBS/eElXAkYBhdcEoo1cpOhVCmQ9NSBjCd8S3cZb8iPDWQefseGJDu3kq85czh7A6i9VmrcCX8G+INyjmuY0GLj175puGw+vEtr0UYKFkz2SA5vXFy3u8QSGfiX2iFZtcMvBgstGqicb/EnG0Q/+ZKavMaT4Vcd2lOpkOGz4/aAkHUnaK8G4N2+///3vL69c1MZW+X+y9RqGuQX+xIMewmPgJlYL2ULhxaNSETUnKyFAQrRMeKWuMU15MsHBa+Jy2E1SguRsCVU/kxxuggDHWehj0qOPAtGW0aRYY5hUjIKg4NefE4NLgoehUDIFESycJpYARBvjIAP1GQqcYBgAw9CXo5LRD0+OFg7wJgc8crIiD5PWvUkouDEGhwcv3hgJOcjTQLpOxuRFpk899dQSJaMX3uA4CobpZwdOI8FNN+TMUTc2PeDNPRrITEJXtG3RUxu+ycwJnaDKImVBkdgPnsmR3slaHZmyIboge+3wZVPkKmlHDxrpUAKLVvd4gr/2FrzGBINn9gV39kCH6uBXr2Sfgnt2Aw+60IoX+OlemzHRh5/0jqb0iTewsvFlgR6H4PQ1R7UwM5xK91slfs0FX/BZNNBmHInczAU8CwpOI9m1OWE1jrmYfo1Ffj5bteDa5WdX6MpGuiYvciNDTpE9kC268USu6aN2tkVv9CggAQuHfkqypSd0kQlfk79gYzK9qqMjMPTlHTkfEhgXzfppd98GDJ3q+Ar+wXhsR8DFB6BROx+IBrqW2BIfQ9dsxvwCI+ASJOabLCxsD31g4WN7xshO+EgyAcs3opUu8IB3j5O02aw55SErcpaS/3Iz/sBnHCc96CnB2WMx7xuC24WjPusSXjRad5pvZE7+6skX/0496TbbqITPNf7x5WSQPNGmPzz4I2v0sfvJr37u2YcMjoxl/eE2N/VzTafodJ8/gYMtC3yMbbOBh2wO/gmLZv3hQpM+7Mm1BH9ZHR5K8QUnHOzJOJJ7sGDMDT7LNRh40AkWb2wGDvX4VOqvXb3xwUw4Y2Rr5qIxnG7RDdmU9C/B7bG2n1Bhz+7hYH90jhZfm6NROtGgB1EYwxSHY5eHSYlwPJdlVCJ3gkJ4Ste3vHS46LzAwZfyEiBDlUxKk1BwAo7QjWFc42uncEaFeTAWQQJAj36MhSIZI8PiSNFismgzFnxKNHMWJgknQ3EmPvycIDwmPidlx5IRwK2OoeZYOWp4UxDa3HOKnJoFmzOR8ACXAIGzMxba9UUjh4YWMPpmFPiQKsmva7K3eNx7772XeFUnweP3WXyKKjCrfmk8wT/kRQ+CSpNSIh/v9JCpnZXABz3RPYdf13VPLuTJ8ftlVTovZUPkTHZsgV7Yh2v9ZG30rF5ii/CyZUlpPLLOntWTlb7aXDe5u2bLruGy+OjvGo/wgEeja/aApurRk9Ohc06YvIylD7rZWrjQox7OrjkCiyT9siNJ//JScfEPOreSer+r5H8jwY9GJRzsj3NmO2g96WRsY3mEaedrjghyyKpkrqLvtttuW3zHFm9g1ZO/zFeQm77mGxnhwz0fQ2/mHnnzDYI9Poau7b7BCRb4H/jgYsNOOvRLx+gHl07B8Cn68CV0xUdy9OrYX5saNKMNLrrTzibQw57RqQ1N6tiC8cwD/gK8dvJTJ0CBz/yjN/Ds2pj4CZZswakjF3DmKxsEjx8lmrJB/gvfxtwl//QlcHzf+963nGCgLd2QzWtf+9pFv+zpchL++Vp4yZVe8JN/hxNv7m3KLbTSmmb35huee08UbnrUZg6Qj3HIDd9kwl6MB06dOUE/+tId35O/MC49kCGc6ulCSd7w+LVhm0Tt9MBejAufOvwpjQcX3owBpgQ/2tDT2Prrqw0P2txrd19dNoEv1+hqnuuLxniMPnCSOUS+6o0HtzY8uEZz8mNnfj7D19/JGF+ypARrLCdfTmqd/EpoM2fYtzUufWk70aAnQiifQ6UYwkYcxhBgJ+OzQ8/oCCAmKheKL/4h9JL+lM/RmSAUiWFOwo5Tf0okSJkDMxFTLmNlABw+WJOJUOF0z+mYoJQBj2RM18agSLAJ39g5G3goDK+UBw8awAgY8EEJ+sLH2aCfstCnD9zRZFJlFGBdm5DRkwN1osMpu8cbHuAwjvGnTF2rQ0ttxrRomURNPHyDjQY7WbyfVkKDRYus6Cy54ZkdMWY8OZVAF7g1X2vatJfsyvzjOfzBZxJLxoWLPOjBffIlPzyjhV6byPqxWf30AS+TvYmcE4ATDdkK+vEDj75oQYccDjYAD13CA87Y8KQz9FhU1LF5NBtXP3bC+RjDuLIxweLFOPCyP3ZiB25RgluqXG42/hh7Jjw88cQTS2BPb2iV4OFszJlO72a/k7xOPnxNX+xN/ORB9h6Dxd/kg2zcK5M/eeKNnm0w4DD3yCx/ZTfpVIZ/wbtgovd+jEfO9IA+dsLuuiZ3OOmBrtXTpQWJDiWbJu30gz6y5GOMaSPFdxhXaTFHFzjj4AOtbAMf5jH+2JOTT3IwThsZGzx+zILBn/DR+NGuDxrVC6iSEdsiJ/yjlf3BgWcl/m3wyESdhIZdCe1f+cpXFl/kWq4Pmj128gIz3JeT4p+s0Mrf0Av5wWk88hIw0oNF1nzRr9y45Mcu1LPv9ApfftK8gxMsWUl0I5GpLNGxcfgB+Jqv0VOQAg84YxnTGsiG8lH0yYbA0ZH+5J6PoTt1+SA0aXOvj3GiN/rIw3jGyB9p0xet2ozlnhz1dy3DGY/GiCZ9tKuTox9+fepLNvpY27xviFbtJWOVXPsAR0AsrqBj9NERP2Ru2PzQs3rpxIMeSDHDUSA2gWDYJEGUXZnIy48MYU6KoK67r1yALjoEE00/uODFYIKhYPeEQfCcBViGwRBSqh02B4JO8IySk2BMnBoFULx6NMChHQ7Gynnh0/iMhlA5vE554AWLDgGX3V8TDJzFi1JNQjjgpvwWT8piyIzDJHXPgeGTU+LY0IV246AVjSbHlGHyq8xglPTh8z4Gg28wsjE5G44w/SX/ky7RwWFwvk5j8EFHdMDxkq3jbu10GR/xuI8euNmZH7MzadIHuZIVPtXJ5EbG8KPHNT2TN73kBOiKTTSJtHHwElpzYngAw0boCD5jSnDoBze47Ey9/ur0Y4P6sRdJHT6MQxbaXFsA2Ru69ME3HOiX4MRXgT/b9cIs/tXDqY/rWS6dL55c1RZtPiuWnXaQl2Ts6OKA8HNaKXrYjN0g+6Vr9M3Edl7zmtcsMqhe361kLkrmBTx8CR2am+YceZIxPToZYUfmoRMZDhYN5ipdsF/6Ac++6FupL78jkHDNBuAiu04RwBqTvi1y/u0C/0GeaBP8aNeHbaBRok+BhjL6swf+j8+jK0GUeqfa6tGKJrygiz2iBX1g2ZjgR0AEPz75OT4MPvySj4xfsOrJJBtbCLz4h41JShlPHpPqk/3REV/oXQ6LvMcX9Zu4ns+1/nSGLrrAlzVEveyevQg2+RvzYtqK6+rIkg7oB92SNnOteQene7LW1zWdSmDIJnxKcBKbQEuwE85Y5J/t4INdyI3jWl/j0WMJLHshV/YhGwcf6NOnen3RgQel8dRpT15oZqtS/eAxDtvXLrlPdvU3FjuDy7VMJmBlNuRrLb5T3/KC8OIfuPgfTyp8iOMwBB792bEDDvr2m3JgS6cS9EBOMQYlVBNLMiFkBCCQwLxsmLIxRghKac0oZgiGUi2IntmBN8ZUvPEINAFSapkjYzgUog8YjtM1mlMk/I2PXvdgjGnyOwbVjh59XOfY0KQPR8LIjMFpoQkceAtljgz/TQL0UZQAxzV4/DGidnf6JQcl58NIGCX4MhmixXilaCMDv6vih5xawLUxcKcqxqYjdaedyJ1xkwkHGI10pk3JuNEFJhkehy4Ow6LCueHZ5KUbWXIvmSz0y3aUdEkWxtdP1keZrugNfvrJdnIU6Y3s6QY+iwr4xkovTX6lrL15kg0bG26JPIKtNB7a6Q1PcIPXri+Zkp3Hzk4+0KOPpJTBRFNt2qcNwOe9i+9973uXdpza2R5HQ0dOc5vzywCn+Ac97PcNb3jDsviyEyn6tZFh83XyGNzkH6xAnxzi23WyVToREGDBTZ/mJp2hBS7+RB9BQAEAGPOUTsxjfcGrZzvw0o92dsUG0SKxOXJVxzdki9roGry+cLrWDx4ZDWyCPRlHQhtYYzsJtXBrd5+t0KdgBhzfxx9FPxzmgIVfoKifR9DuyUxAZIe+trFl8PEHrPzd7353+ZcTyZsM8QCH4OOnP/3pMsdqHyie96W5imZrE3yCOnJxbVx6wLPTQ7pTN8d1L0tweJwCBzsgE23KdKg+ePojZ210QI/ajC+TPbnj3TVa3YOV8gtwoEnwIoNRBz9YGR/wCHqMZyz3MrtgE5K+aISPX1EaWwIrGReO6NZHHTxgulaPH/3ZthIt8Nd3QXhxXG3Gyye7l8CLC3z0pB+Y2uB3X3rkkUcWf2ReRKdHmDZ21l7v8phvs8+pBT0YNqh3MzgiBM3k3rM2O0ORN+YwNJlyXepayagImHNhdBimfEYoWTg5JvUmHgMwYdHDoenbYmdcu1JG4ZrATQoTl0IZgr4Epx29dnYveMELll2BOsZpDLD4NmmUDAsONLs3Nr6NYQHsyxOTi9PSHy68MGKGw/FQOBh04wGf6OMIwUoZ1pSTa3kq3LUg4Mtf/vIFBpMjhAN+79eQmYVrrbNloFP4gya8G5uc8GxstCvRaDfKQXO++F9PgnitjGe2wil794Jd4FE2Hhm7NgZ8ZGgsfWU6VWqjRzajnXPRR5vx6InOczrq4dcmQBUM0LfADiwdZyNww8mBGL8FDRw8aJSzMWPkaMjKPTs3lnr2iF8JjWCUZMaRO7pn3+ClyvX10jj+wIO2n/3sZxfuu+++RZ5oktBuDjsd9JiJnK9WQj/buP322xf5OsomkxIZ2umZi37Rl7wnz+DmvXanNfSmLxvAT7tI7eatIJq8BRX0BoaeyJasjAeG7OlaZotw0rd6c1pfycIpwwNGX3DmIloEbfkD+gaDFmMZk43pg07joI1vAAee7fIxFkHtcosWvPyJzRycaO2kCjwccMGpH94EQngwf/gkvJi35qd/O4Sv5KrsGi5JKfuq5q677lrse2m4qA/2JJB9+OGHF1ur7UpLY6LTfDBP2Ap+smXtrvHGnskt2tdj49HJFxsh4+auOai/fmBksjYWGPIiN/fkDVYf8pXog16V2tkVXGgBo55twCPBk48IpzHTC/xoBGNcPMJvTDiVjaV/Y8Md73DAqR0OMtIPLN4l+GX4ZTzDnwyChxM+vOgf33C4Fzw74WNz7skgOuAtWf/9Lo+gHRwYdkhvAh90eXXDWDOdWtBjEIu8CWkimMwNjjjEE5zAx3GiE5QY09f1vI9ZpfqYbHdkHAaljaC1W2goiZGbvAIWCjChGT16HJ2C08eELrjwHFniAOBkNBwcGEEQxUv6pTSTCK52ThyRPvVnEPoan4PCC6eGDs4qWuGGk/IzGmO5FxhwUMbRFz9oSi7GkiqXm+FkjP2xj31seX6OHklfBgm/I2+Pg/B7NRNbECgI5NDDdpQlsmHkHsWhk4OWmhTBxbe+JotE9/jRH8+uTUiZw3NP5nDJnAXZqofDdRMdvhYtsGDQJkWLPl2zo7e97W3LV1L0bMHkYNIdWHTQo3b3dM6WGhMvYJTwggVHZ/DoJ3MSLcLgJGPhxz+btRiB0ZecktUCOGzGOGV4ZPdOBb/xjW88a+eERnPXRsDph8C0scN7miUejGcRdhzuBxvNLXXakhmbJlfBA7nNtJYD+ZAxWZn//IfEjsjbhoq86QiMIMl8NCa7RYsxZHDqzXt4ZXXa+KM2Z2DU82fmN7miXWLvFlfBG3vTjg6+Ck+u+QA48K4vuGjge/lGto4XvoW/BOveOAJi9KDBPCETC4f5iE9jgMcv2cAJB37MKWOr88OR5DRl6lqOn4Wpi4vkpz71qeULuNmGJ/YKn//HN9vqeyUlWfA31h28ob0gDl6ys8nFpwW0hNf4Urondz6TbOAgW3USvGjnH8iVLRkbjHGV5mcBhzawxtWXHpMdnOC1N7aS/tCLFj5CyS7oy7WNFr+KNmW+SmlcOCT0gZeNLYGR0aNsfP3AG0MCrx87QHN9XRufzQjo4dCvscjG+OxUf3png6961asuxQPqo7FSP7LypMIXW661oc/JIL3C6Qs3elynUw16EGeRNeExZNIlUIRo5yQ4JItDu6uYC2bNOByMQD2FE6J7zGOS0gnaeBREaZySJPpjKPpQCoMFSzloZBxo5sD1VScwI1C7ZLgEcXBzWBTPmEwiC442fTgLCjRx9cErheATfvBotoAai8FyFsbBP77gy6GafDKnaPLoi24yKONvLTuyMrbMKO2cfvGLXyzXwTMQC5fTK44VzVczoRl9TcqMlozpKTrxQj9ernaczvnjvXZ4Jv/Vg7FwpF844SJj46oHw37oXGYbsjrypi/XAojG0B+se/rIOajTB04/my7Y4ORkp576sVE42aN7DgEdwRkHTnahdK8NTHzBoV2iQ/RqZ4No0YdenXB4hweeLXmt5RZ/SvIhKy8t+z0etus+GtisXTndCTjwfrUTGi3UvpJiO2TPD5CpFA/os7izhclD9JJNslCSoZIdmot8FedtztIdmdMJfHwceZs74MxjsgBLL3C5p2ubInYMjv/QTq7mp3s6NLf5D/6C3ozjv47jSRt8ZJ9fYwdkoE0d+gQlNgcCbQledKETzfyXfx4Mlp/R5p0W/ErkgU48sFO04bPFCwy68IQWv/lko5cMpzwXhBcXV/qQBDQek845TqYebXgM+8Mf/nCZc/U9yZK9opXfNz57wQfa0Ydfc9Vc4subN9EQnJLs4SIr/eAja/okO3onU3KW6JuejIMO7fCzSXWyfuQNt3tycY9G2RjqlWDg1N89XOCzEfoyJ4LVDy3ujT31xQbAszkJTrjgV5brFy59tEnhM741nZ8yb4yZ3OA3lhJf8LNLjzTN4/BU6ldCk49T2oAFwzatC8bzMyvWCfSt06kGPQglWFEwQizYJvqaEEGIickxm6gJL2Inw+oyQEIDazFibHCYhCa6BVF9RkdQHutQFoM0SSXt3r3Rzsnop40BMyY4PBrRjxI5PxlfEkELWvBIqSaPvmgGjy6LAqdCue6V+pEFpVuY8G0iKNFgPGOTG2NQbwIaF271+rqeGU3kq05S4o2Mf/CDHyzRMZ5nH/Lyf20Ed46b9V/raEF2Sn+iFXp04p2zRwN5oV8KzqSnE869R121VUZqfNAlHXBE5M7ZgNXOhkw6dmHyqgefnWmnM/YGTglGyabZA925198YcIERVOPFtRfDPf6hV+0cAVthN/qhRb2kzbh0jH961zbH5rA5U33ZGhrZiLHcOx140YtetCwi+FEvr9O6Dh2yerj96Nfdd9+90KS+ZDwnPGzZV3Zkeq0SGXFyXoilZ9fmYrwp6cVxtw8o6A0v6RjdYILv3twjc1lA4FE4GzD/+As2aL7inTxk9kUmTkroh03zS3RSAI0212iFSz9+RzDSbhV9+NKuL5vXh07QTad4QnM2bO4IoOBnk+xHHfzGAseW2A4YL0mjzbjGN7fgBIc39mksARW7dQ+O3vHM3sjBhowfSZ7JsZI8sx0lmu68885nvTcIFm6/vmwj7FS3PidtV+Rq3pG1ZG7xi7IxZXrk2wU0MpmUJl/q8uPWGPomw2RprPhgO3w5masnU7DB0GnjFCSQKZ3J2tEKT33Aw882oksfMOxG+5ybcLinAzAldqY/mvSHszHdwwNfvgrP6shMnevGd63dPNMnvw4PupWtecZBi/dw/Agl+tSFqzI6rQn+VYlXMMBJZGK+8Xl4E8zDuZVONegxIIIRhhCGY/IRAMZL2u2QTFaME5R+9V0zPZUNHwFyRoIeTorQ1FlkJHWEAjYjoBCLlTrtlO8Rk34msmTSG4tT027CW4woS/TPscFnR4B2RiqBxS9Yk8DYDMq94IgDYSSchagWDs4RnH4yHjzK4kgaxxjaOpY1VrKprI5MZfX6OUZ+7LHHFgNVVxvH+MpXvnJ5zPeHP/zhkkEvjFyDP+giCwYrWHTP+Ux7MRG10y/nIWjE05RBpM86einwoUtyVwc33XFS5C6pbxKzCRmccfUDZ7JbDNmSNrTIbEpfOmbX7NIXN/Ruwhpbokt4wRsPDfC6Rgv8xpPhhVMiE/YEv3H1x6f5Jchi13bL3qczl/QzzpTFgmj8gVOWyBcsZ+y9L+9/cYS1a4PTXLWz8jUmO699oL1ql2hiJ05RPMIiE5sZC4EU72zLV2doXy9kERssfsjN/JPozhwmC3jNX/LmL8hcP7Yht3DQIb2TFzi4+A8yFnjwPfRLn/m97NujQvTCyzeYx+yJnfAB7IQNFFSh1SKNbzjggx9ufciHTiX0ws0fSU5WBAD6gYlO9s1HsDO84KMxlejyA5cWnGwMvclwQb76w7YfeOCB5QVU4wWvpDv4/MNRcKeZyIOPF/DhI5ngk+5lOrcRNP/Y+hZf0c8PBMNO8if0RMfg2Aa9GA8MHUhgyJa8ydE92SibV+jSxkco2Ri90K1rONEgwyWAxJ9x8UFfrpXg4WeL7mU44XJdAiMZR7vM3tQbx5jg0YTO7AsebWye7IxPBhJ4dLBN+Nw7EXrFK15xaQ6AAyOni/p6sf3JJ59ceNBubP1tgPHLH5lzyW0ZdPw59aCnsQiNgi3yHAaHP4nCuMlq5+E3fBiGPpQHDnO7EuExWE7IM2WTVBAkGKFUAuEsjNkkB8soGBnclOjaRCAwbYRIWfpRImVTEkdn8Syy5pwYOLotwIIk/MCFfjjgzGgZvqS+iU1ZeGAgrtENF5rgyuBEsvid8nA976ec0P7FL35x+dXlDDhYE8ojLbh/85vfLDxOnUw8V/uabPBpR8luyJo9SGgkN/qwI8QP2ZN1vFVGdzbUBCFTiwiZWCBNVo6AbvSFy3jGUZJRDsg9PJISnfDBoZ8ksEEzGu2owRVMwwlOyRGwV/hzCsaR0zka9TeuevfoTFdK88XccqrE8QqWOZ3oQdNaJuqSSyUY17LHKd7/Ipd1ajyBp1MVaQv/ut9p35vz5hC7FgDZyJDbTOzJic+rX/3qRUbxHkx8VKo3H+F1UkefBTrmlzlKz/Bqoxu5hU//ghULLJtuoYKXjvgG9DrN8diJzOGEAy6f5evT71bRL/+CRuOyD9fowa9r/kM9m3FKxd7Ymno44YfDPCADQZgEh35sWknXfCj+W+jYujqbP5uz7HVBMP7AOxPb9djqm9/85oJfW3LmN1/2spct/ymb/z7thDa8CtjIQ1JHLviTyNI9G/ckAs9gonmWrtkCPuibLZjD5CiRpXEElOqsRea8PmwgWPjJCT6ZzMmX/uFQRhs8+sr0VIAK3jgCWfAFAfDCjw4wsvtoNB461JGBUn/w9C+xmXwleuDQD458ln5oQRM69OEPjY9WPlcwjndwfnXZJld/uNZJHZxiBF/7KbNzeGwCrJ905Yut+FnjcX/Vgh6DIYQg7SpMtJQXYQRi4juaMqkpDKMxHJPuZQIqUYhgAQwnwJgpmgMhdAZGOS1QlIgGykCTsSmSE5IIkZPovR3KhZfT8ikdpaHVDl6AZIExtrEYqXYKdc8RU7idJfzgyQIPjB4fFI9+E8vY6EGjhA+BlrHRj5ZkUJmc0OBahtvLXj/5yU8uLagTHj6/FeSFL871rCWBDxrZAt2hMRvAH32p864GmRb4xAdeS/GthEtAS2ecU8GGyUhn6ZIOyZod0J+kHXywSrpkyzL66A4O47hGK/sEpx1OtEvqwCjZANtBo/7q6JsMOFt0xId29LEvzoLdCHosxurBlbquVN91pbopW4vrRz7ykWXeoH/CkYGx8OTZuvkz2xv3WpUWKHoR+DhlY0d4KKGVPvkE/8TQ/KMDffYlc1c25/kN85W+4HGvP3uid3pgJ5yweZxdoIX+6Y8/0Ze+JL6GLOlUHzYCzjg9KsObNmOAZSPGZnvsxwKARu1ow7c5AsYi7F4fOCxI8DsdklzbzLU5o2fJYoKm/KOgGn/mEDvQr7TLDshXm/d4/H8t9KYT9ej1aANO/26iORne0yiNa52gB+Oix7j4Vxd9SvLzuM17S+bkFp/B0y99sQf6Jjf8sQF9ZfjpT9ImJSP9tLmnA7qCs3uwYIynzjV62DFc6vVhDwJSPAki0cHWwNCZMdDRvDcWXODgYCdKeI2v3TjwycaIPnTIcJfhMg7bIWf+qzr15MAG/VNrdBonuRq3a/y6pxf/jNbLy3BJ+ggyrRHWAAGPObUvXbWgBwMIJ2TBjM8RBQOMSb0UjDo/RiVIWB+bJowE4p7SUjhF2GVzNhRMKYRCuNqU2jgAQQ/HwODhU++e8CwyPZryXgRH0sLWP00lXLsjBsBAKLQXmDkSR+gWYkbAcVG0EyY0MRDjMAgl/O04OC59KJnh6mN3ZpFBZ3kqdspDPZo8zvra1762GHGwwaHBQulkTdQs1RbstS7xYBGxM+aMTZwCn0kb2dMV+p2E0YPr+Nkq8U/vbIO9mUTq2JP+HAKbIrUijF4AACAASURBVHOlduNIOSR4XXMI2bBrcOwoB6Mu+8MD3RtTX2PCb0yZjdK9xB7Zhs83vRBtoWGzbIld0Z+XpC08nQrCJVXGu7r19bxHk2QueQnwXe961xLUx9fSeNHZsmtBuF9CNZ+liSvYa1WSv68yPeLjUNn3dITR2kIwP2XHb+2zVE+mAlD2aDGjX++yWCTMXzomR3pjt/pz7GzXNRht9EvPcLAHtkL36s199qLkgwQc2tQ5BZJbPODkG4zLT7hvcyUQNn/YF5rgJhcw6Ia7UwAn1erNhWzLuHCpZ6twSejuBMnmjH1K4Cpdz/sWVUGDdwfZzLQr/Nl8edfql7/85WJ39V+QntKfxuBT6JA/MN8lMp6BmTpzTxDtd67IW8ouXMMXX/RFvuRuLaBr8mcDYNijNnDGYVuu1ZE138D/S3So3vpBl/obCz5JP/eya7hc0zHfQH9sXT1bgwN/8JA9vOlXP9dgZW3sJdtBPxzoo1dycC+5B4de/eCGz7XEnrRnz2zNCaY51HgL4LCneEWTR6I+wrF2l8wv9kh3ZLz+dzTBzfKqBT0GJQDJkbPFXmTfrmkS5ZqAnPhgmlBMNkIlnARRn4QLvzaGSykcjMmvnrApWj0jYByURUGCJAsKw9duDHVKDsskZTScJ0M02TNaCuB0KFaQxgmgk9OFC7wF2TUDMWFEpfjXD+0CJ9foRr+THTgEUAwXbYxeAl9Knu7BlxiIryIEPE2c2vSR4ebYMhLjnsVEbvRooTX5OB56momeLDL+xxbbssOn2+Qz7aW6SjKwc4Wb8yE7+jYGmwOnhI8OjKVNds2BWLi6hsd4aGZv+prcFidt2SA9shl2CAe4HIu6bJ2tOI1gL2zR5LYrskhYgNGVTaC1TD7xOGU1r6fOg7UwfehDH1oWHrATBo/G9N6F9xw8MjmriUzNWcfm5MrPKGfCm1NCix6e0ncwyQTcvBaQgDcv9TF3C07YDlukW76AvuiNc5boymKo5OP4H3AWkwIXwYd+6tmC8X11Rv7sG378oNvY8Jsn+KMf/oaPY8/q2R2aLQ7q8cIvsCl0OT0C510a9/hi0wIs9b17hGZzgJ8SUKJPgi/5KKfNJDt2/573vGfZ6C6dLv4Bz8fZSDpd9Mu6s/+EPc3rTsEEtGRAf2gmBwlNMtmTL1nRfYlukoPrMt2Y+3w62yBDcHTFRvmbZES29K2ctspG9AunNnrRVz164eQz3CvhJlebIj6CbI2vbfY3Xnyojx5jSfDAjUbtSvYUDrSFU5t+cIAJrzHQiGbyRCMbo3N2hF9jrBO8ycbTCEGPoFOdBA/52oDh8e9///uybq/xrO+vatDT4JgxaRFsIgoQCHGdCMmibHITDkOU9CeksrqEpiRkk18QQmkShyILXLRxAiYtAbrmADgCwY6Sw6A09yYEYRMy52YR4xAokrOSLHL6MAKKdW9hRDt6OTLKYQwWDLD459w4IplRKtHZqQ8jis/JY9fGhr/M4L7zne8snxebtOsEn4WUwf3pT39aaM2I1rBn4R6f5MJpCGDJmz7YRine8cGBOyUEa9JPOQW/rqNnehAImoDhVsJJZnRfP3pXZ1zw5EzXOUjjsCF90Uv3ZK6U1NNzOPSzAMLHdtmlhVH2MnKnneDZKpzRgyZZW/RVty7jf5bGBGeeOPV773vfu/zWDhrL4MHgm7PHKyeqL5izmtApSPD7PXTscbR5NxMe+pkGu05yJIt98tSWL6ArvqP3YYzBXo2ntMsnO3qFly5t4sxxfkCdOYsOetVPUGtRYOf8iPe0BD18i6N9galdLbuzCeAX2QW/xIb5UniN60TQePi2YMdfeocDvIwmAQ3cxjYeeDSbSzZ7SnMLXDIyTmleVwf3l770pQvPPPPMs2xKO37ZuVN/J4zokq62XRmPfPDML9Mv/szT6UfxQl9KdPPnyQHd+J+0uxf00IM+5ro64xgDbvAWbZk84Kc/uPmX7ukQDnalDqw++SPtbB5uma6c9FizyNeaGwx7hN84ZG4cfWX8sCmZD5TBwAkOvfEANn+ZTakLBr0S+5T1g9e7t05Y4VO3zvqEj19iP8UJcBvDfBEX8K3WdRsYfY5K1yToQTRh2ynedNNNC42c0xbB4Hya5gjWu0ApmJASimtpCs49o+CMZAsOJXMijJpyvYTJ8LQZh4IESsZgFGC9uGjHaBFjaOh1WkNxnACjMzEsWnYAHfniMUP2eMxv/HAUJpaEBvcUVoDEuXk8gx7GQLF4UsqSe7hnQrt2NHiH51vf+tZznHt9TQA7Lo7eJ+prXBPvWblGI2dB32REboJREzjdo5UuZQuPUx9yFMyQzeSzPsqZ2Qv9cVAmqMncpKVvk54N0I0Jp6Rji4U2Y2jnyJTu4fEYyiTn/OCkp4Ie4xuDzdllCka9N8BeLHQC5fRfiVfXk3Z17mda3882tCUTc8GXe5/97GcXx6KerGvXD69s1cLqPR7z4awn/AsKBCXvfOc7l8DZnMcb+Ul4BCdYxqOgzn0ZjOtZLjcX/2jjK+BhP+a3oIRtsln2aOMjiOj9QvXpXLt6dqKOfNEGHzg+UptgxkbLOwv8DPvCF1j2hg76oRft5oj+4Nibk2myYH/G1Nf8MI8k9LFjY1lU2aNFnUwEYHCbS3ypuYC+ZKj/lozUkfVTTz114atf/eriY/UrkZuAzLwQADZnar8WJV0IZG2M0UdeyTF+yNgCzGasSWQmaZ/8da2kD8Gs9cU6xM+QH/z6sR0+RJ3smp6U2RdZquPv9VHPn8MHj3FkuLTRlzHhoN+//OUviy3AT68yfPDCJ6nT1xiSa21sc9JkHDYeLWDB0CF4eCVwYMDCzeash9ZQ91JjK8GX0EXW/hmtpz75e3D8rzkhIFfP3/Njs3941uU1CXoiwmS1gycEAjPB10RTEOY5K0ozSQQMwSkJIcHB3X11lEXAjJnRORJmKBSQ0kTEJr1AgIMwJofAUTB6k/22225bfimUY2K08HAO8DKOnBpDNB5DNKHxgBb3aAcPxikXOPg4GJPHffDRX5nc3Mc/OiUL/Sc/+cnlV3MZwVaC12MRgdXjjz++GMkW3Fmtow82Y6dJp3TDbkrZgtJksSu2a8Wz4EQiu7U86187WE7eLoK+6EUdWVsQ2AzHb4K7liXjqjOmOhOfvfpJALsutgKvDK9HdgId+mjnw4myGU6SLaTraI7+rXLyES+zLhzV4ceC7EsaixL7BZNtBcdu2Cc6OXu2Jq3hgj8rJboli5Pg0YmPAMCuN53FL16cKrMbj0dz9slsll3Hp3vwbEIwUUBu0eFjzEe22kJAzoIjj1XBkydabX7YCV/XSQunzn75C3wIfPgPTt8jNnzxT3SpP/ukIwufcdkieHaGZ3DmDvsyd8hDkG9MvMMJxjzjl/TlGwU+6Je1b8lgXUc+7MsmSzkTGjx6MYZ5itazYE94EzSSuzWCXtVZUPlvKblZu8icfMCCk5JDJd26JjtybLHGL93Dl72BMY6SjvQDxxewL8m1pB+42uHIZ5AvmzFv4XHiKHBgA2DYR3PAfXXwuZaiHz2NBW+2xe7Ch3f0yeDxjB5+Ez540WKtt3a6h78x8CDPxJf6jTD/689Y0QQvHwqPa/96hi6Om65p0INIk5JQTAA7JJNtJoJIMGC9PAnewodhwpOCmX3V5fi6ZgAWH87FwsNBtQsq4IHfZEeLfl6G9K8E0EjhjQe3e4si52NHb7LYJcCtrx29Uyy4BFUyh8X4GQj6ZbyEt1J/eZ0YmEw2jM7nt760UTKUUn2VjJUzF2H7ZBTftQd/1ks8c57pn6O0OMwERqIbPDul854AvdA5nnfxXb2+9ReAcFICFDYn+CV37WRNrxYLiS7o0rgWu7e85S0X7rjjjiU4hlsftLM/C6Is8EUbe2EbYKRogc91eWkc7d3vK9FbDs495/7BD37wwq9//evFURlD/UzqBPdOniyo5ui0sQl71q7jmV6cTtGjBcopp3kpTX7BOXFwmkgntbGptfy3eAVDh3bXHDxHLQCxMLJVGS6ZD+An2AIdG8v47tHGTshdaeGwgEmO8cHyT/DxPTLY/KE5Aj89KQU1Ai2PffkidfDCI+iQLIrosCk0vrni8QOZGX/a5ZYs4JKl5qDSr+bahdem3fwQ3POZAh6B12xfkFzDPxZtawId0mc+n8+MNzIAJ2gRRPOt1hZJ27qcdWSJX7K3BgiA6Ywc6JTdtLkydrqiH33RIOsbPXQPTklfgmnwcLM/uucr0ahN3xJ9oAc/7AjfcKFFnf5wNUb0RIuAT3s8wodu9mwcc8n/xvNuIludsokGfeXsQOnf3vgVeOO7155vFfSQnzXb0xjt9Q3nrnJX0PNf/v/A8M//9L8v/Nv/+c/d3S5EV1JPQG9+85sXBf32t799jlNNmAmF0D1///SnP71MUvUZEjoYQvdKabCz3IPRT0mxFi+TnXNgcBTOsbRbo9RwNB5E4VDOBJbS4YYLHYxDCddWCm/jBONeWyWaZdE3efkEtMV/3RcOYzpx+PjHP37hwQcfXN7l0f+8pWRg8nkMZIH461//ugRwa75NDj92ZWL4zNG9LwZ9lcSR4Z8eyCa57pIH2ODInK0IwNkKhyd44BA5G8ELpyFIYj9sdW0b63EaP/5m+1F9J+y8Th5K9MMTH+zxd7/73WILnLagTR17nUkfTsriZ4763NjcOI8JL/Tud2C8n2cRMDfXCZyF36+XO4lxT/eS662UrGc7WZKpx1FewmxR4MCd1lgIyJZ9CKbVsyF2o95iISBGq+DFtWDlj3/84/KbWt7PoBPBKP3ls9gnPi1s5onFAU4vefrdJYsaXwCX/gIP+OH1TgRYJ5OCEu3xpIzPKYtZp9493vkjJzzkPO2KLOEW8Dl5KOBZ49mS89Wqwys6ycYXZeRonpCPOT/tBhxd+X9R73//+xf5Tvls0Ryv5qNrvzXmd9KctrEZdcHQwQxQtIff2ODYEL3mb7pmR4I3eNFvfQNfkCK4Yi/6G8NGjW5syNmtfk4o2SX7LZjJduiVH+wgAW48ORWDT6DuIMChgTG1ozn61zalPhzsxkZekJ//gtO8kckFbeDYr37ycdL/+p//fOFf//1fngP6Xz8toriYvvbVr134v//v9Jwdpiwkjr7sJE2ErYQpggJvsemf0TFOQpiTS3+w8ryujvC7ZtQWLEbD4Vm0HOXDm2MCq0/Oq/twrMvwh5vCGFf1u+DXfKdMPJfBUPgXvvCF5T9e5zjWfePbJHjjG9+47Kr8Gi1DP8+JHExgO3Ly5YjWuic3zp9eycqiYoJ4RGoy0m26zK6mTNJPMgTTtTHZBcdtF22X5xTQIypOQ+DDHumazo9KjdUYjTPLo3DMvhMWbm0yuXmE490dP2dAPurJci0//disk0HzwsLNwe0aZ455Vq85Ry9FOr3guNmEulJ6UG8R4uQ9Wppzdh//+ktgZHbCn7APYwqOPcKH3w7cDtUCI0AhWyV4wbyFRIZTQMOeZH35SroTvLAvQQ9/pY6OjZP+0AMnHvDj5BJ+QRT7FXAJjLS7v/XWWxebzlfhQ5sUf13Hp3rXktIi6dN0p2voKcGDFrIwD89yAI2PZE0u7MV8EPDwt5MvNkSf2uiEnkpTZtUp4ScP7U7VPFbkp+lSMCJwkPhqfgos/PTCp9GlOauNDRnX19BOGQWu/BAfR8/kLHgQMMGHdiX71B9vNvf6wS3YEZizM3SAZVv5MvwZHw/a9IkmJd/IL3odRNADHp/ZEb7cJxt4ZAltTlu9qmGNdw8ODrzI5omg34vvBYH1X5Ac8WfXSc9VDXowVcTIwBzBEuZWSnD6UKbdgiNSShCsUGTCXJfwqSvvu88gg90q6185YbbqZvv6GvxM2ktdZ6x2bB/4wAeWhUjdLoXrZ6I6VhTx+3rCBMXbrj6NedZLxo4/ThtPjofJYibBED798q6JbaIIgATLrr20agcCTzKu//q++i270MZ5yCVwcmmrX+M21tZ9/S+nnLZhfvkCQiYr73iQTc5w4keHeSSoNKc8UraQgo/WCX9ertFOJhYVp1fsBl+lyRv78q4Axy/wm7oMDq6p1/BUgpPJ0qJB5k6PLAjkahGxYNGBBY1Dt9v2roKFg0+ziAg6BerwWCDBqfNlXz4PrPcajFNQh3YBjuRDEPPBLlkghxYLHfzogLNdfnTHZ/woa3OdPVSq89GJLwAF183H8FiEje9xs4BCv7Oc0GfeCHIEi+QvWXcKSqJfsGKRlslWwMofxHtwldVX0h/5CJDZgHpBTYGNdjYiowtudWiib/+oU38BAV9Hp2yT/xdoOnkjc3Vos76yD3DGMhfw6WRRBqs+PAUzSjgl7ezGu49wokvQ5fDC/GLbc36Ar1+lPs0jdU6YPvzhDy+PhdVrx6eNpKDMyb132zyi3hUjLIPs+XMmgh70YdARnONESmc8W7vPIk5KKtlZcMwiP05BzuAIvUTohLgr1V65BZviJg51W/VbMMHugp/1rtFQtmB//etfv3DvvfcusoJ/i0b1+jJYDo4D9XVOE3VXn0nvebjuGbWdKt44oxxtsuEUTFI7F4sC3sF410LwYxJzCuBqS35TBtlR+lHuymDLcNR34jup66nLrpUcgpJje/rpp5ejdxsEsuAczS2LLec2E544MI6U7XgnipOZcp3w5/HaAiUA4KDJg//AH3lN/arzaT6/wonzPWDK2tNt/cija2XX6tmYRYkDF/xY4NiuhUxQgx67/R4/1NcYHH/4tMtg6ZGvbBPgxEAgZMGxO1avryDJguFESNZfffQrG08566eOteG/VB915pQTZRsK99pkfFuw0GMXb56el4QPgQ+abcjxIps3cw0CJ5imC3Jw8kIHM61lp606pUQnAon0mF7g5+NsWMzp9C2IZEc2f226wtXY1gG2IsD3TiLa0A4f/K7RLuhRB17JLl2zFTjhp0OZ7QuuPLpywgQn+y1wjm79Jj3zOvrwJgmYPWDynk7zkTxsAgRW5h9f1Jd+W7jCua/cFfRc1Xd6EJhwRNSeKTteduJDIAkFXMJcB0ThoAiR5utf//pFAdMQCFKadUvFxT/G2RKkeuPqX7syuqqbuLreB6Nttod/Xc8A/aaOHxz0+C+DaIx1iR482qF6cdPPugsQJt51n/N4j087WSdZEtl4IXPaRrLQTibayE8/DsNRrh2v/+wMj8VHH/omL9dK9/sSmJn0k2Z9dRPuSq/hl6MzfGzGjtr7TB4l5KAFNBwgJ9diP/tychZFj+ucDv7+97+/tLsM93kv8UufbOCWW25ZFjU7R4sC25gpWEHKJz7xieUdmmyDPWmXKmffeT3toOtK+Bq3a6UkeKWTqePZz7ymJ3q1abQg0a9sEfMITVDfI9dJp+t5H17jzvrJR9fBVgoKvLhvp14dHAKEThU9WsSP+vgN31kspwxcW3z9jIS5I7DzSIuMBSBSfFuoBQB33333EtxqC5cSXKU2ssimJiw48rJZ49tsQIwrCJPoms9yUEDHcK7HAQePAMZPBzgQwIN/2ulxP3iBPxuzGQALb+//uNaORsGP9VngjkcBlNNGAXX8NP5C4OAb3nUCCy+fzG68m8pe8SwZQ+DoZFRJBgKi2tf4jnu/652eqx70IJgQKF/k6vdwfFbtWJZgtoSW0yE0Dsy9CBys0w143vGOdywGSHnhmAamz0wpb9a51ncqdMLN+mCVx4GBN7qCdx/Pjhqd7HgXR4Q/8S83qz9w4Mku3Yu7Pvmz84Dvekz4Nfm80Glhb/FKpvFM5yaskx1Ow7Nmj73uu+++5QVFE4xzftOb3rQshOwJDvhL87q6ytnW2Oq6Dk4ZbG3da1uPWb9gu6+cegUjO8Hx1YOTrJxXtLANTkxQtBUcOg0gG4uYdzKyuca7Hsopb87eAiXwNU86NZl6SPZsxzsvn/nMZ5Zd7oSZOJNR/ZK9+uqCqR89uu5+4g529g9nZXjhsShbiAVC2ulbCnd4zIn61x6e7oNV7koWIb/i7V9IZI/wkJdTe0GZ4GDinte78J61evJySupUg9xsGvgSp4au40npVMLHNi996UuXki5mgmumqYdZ77o2OvVOmBMRwS4cTtAEloJy8p4JHY1DL16Yti46XfRBi1PMTi/h5g+MBZZ/gJe/AGP9lPFkbcm2jGcMY0VnNK9p6R6sXHJ645GWF8XZEjwOL8xJ/kgCQ85om33D8XzKMxX0IBzDHJHjZMblq4IW7TWzFiqJoExsmRFOOIYgGvX/i/zoGwVKKSqjWCo3HEP1leg7Ks3xd8FPGIoEp64s2BGNezTR+xSzz6ShvkoyEQD4TRL/aNTuKpzBzb7n/RpPkp0APZOlHYFTQpM4mYEzaU0m9qK067GzmMftbM9OyFc+dlAmXmMo1/YCv/pgdslz0hHMVp22XfXZyewPVraTswtyQup0ZuuUtH5bJb49FjHnOFSnRBxhtGz1uV7q6JTvoHcLtN00G8E7vSaD9GyBsYvn/LXJFoct2yCjbGPim3inHI9bP+Hm9cTlujHXdKiPXtelo3Blg/UXFPuv1zYPLZpw2f3bjDh96gShMc5zSWYCB8EG3yA4sNE29zo5xR85OhkhB4+qvNjNbshvy1bAr9PUnX6SuurbtBTgal/j6V4fwTA81kCnPoIgj+zQ73CBLq0fgh2ltdOJIb+AXwEsv5ndwB3+aF/fV1+JDqnS6ZUTHl/h2rTCTW5kxn4EeWRr81a/+i4Vl/HnzAU9eCA4zAtSLD6PPPLIsoOfi9gWr1PgBOM+AXHqlObTeC99iXa1z9zYu3Cvcc7xZp/G3NUOFgwDVHKw6FM6ymSQfll56+XcOU7XjSP6dkLmyN4Lq3b8a5rrc72VZGCSsBk8m0wyhyCpk8CxreSdDpLhAnTxB8DsMgQ+fmvHAscZSE36YPVd969tlpMG9ev7YGd912v46jkDx9RPPPHEpf89E0/h21eim4Ozg3WMzHHDx5nfaImTt2GwqJk77GdrwSYzzt+7DD5TtnCwibVd0NG0i3SmrustGddnC2arLzhjb8Gv8U/c83oNt3UP/8wCbb/D8/DDDy9yqg+8ZGiRBXM9JoGLoEcwwBYszk4J+Ww8m4MSWdANWL+JZTPKj6jTtktntSmlApx9eoZLe6m+7qPHNTgBjs1NBwVOfbwzahyBDjz8gUfdnXrrC2e0bY2zq27y6Vp2emOd8sEAf2NMAY/55J1Cm32nP9pm/8a43PJMBj0xwxlbcPwGgt2EdxMY1OUIIGXB7b0NDosRuoZPO6ErpXUZTco5fnCzfX29Bc+4Wpy0e9HW+xd+d6dgZ/Zb45z3aBC9ezQjoLvrrruW045p6BP+er0mBxPUy3X0aifj1KfAZ/I99UbO6T7nAhaMeo5BMOmrFE6gNv3CwwleTpo6DtfEo72sHn3GsiuyGfC+lveSOAb6DsfEO/F1HZyF3suHXp60yDs675Qj2BulpGuZLBzjm4fepXMSuJYn+ckemfoJAPOuoHiXvMKR7IM7qj64db/q6999cLvqg1uXEz4cE6Z2NigY9EjCqSJ7Ac8u2VMnCsFPHNfTNVtxkuOE0HsuNqze82E3Ng+9R5cs+SZ+xL9EsahXn0zgK822tRzdz3Z91nVb7eHegqfTfAg7timUj5saL1q7r/9c67RZ7wQ81nT2ok6gbO7ZvDshdFpdv/CcRLkr6Lmqn6xvMUIIGPZoy6TycjLnkyC2+hxVl0JEuR5r+AVjiyNBUzCjS1kZYPdr3NVXrtv33UcHGI/j7r///uWtdfSgTfuE2cLVuOj0aEdg6N0EhoS3GzUJitmIUxp6JScOmg1tpeRI3ib7XLjSAefFDi2A2i10gkzt9a/cGkPdbA/vrNvVr3p96ocWga0g2XPughT42IN5c1Ri72TkkaBTT8GOAJHza5yjcFxv7fgmO4uWOUTXPgSwI7YgJJf05p7D9kOPdsmCR4t+cOQDX/DJq3twXWub18FWHqdtC2bWzevwVkYzmOCqW5dONN797ncvPxWiTbZgWdSdPLKhGyHhm1045SEz84lvcPIjANQ25xPf5HSDHwHf+zhT5sm+ckuOwa9LsPWrXPdHs7a51oFx75DBBo/duz9ummO5nvfhMA+aC+aWx6F++8v8ISun9F62lzxeNp/An0ba9fXWNQ96MEt4jMYzPcGBF3Pt2kXUuxaxXUJKGSld6fisf1RmB5/DSmn1WeOc7eu2rfuJJ+Xjy3PUO++8c3k04UU/cOg6KjU+I/Upn5e14fXf1X29dKMnQYqdgonkebTdGLsRUO5zyNrI0YQ3+U1G+kgndOQ3kjx/Fiw7hm03NHW8Jf90Fi4w9Vm3uQdXffg4Te/s+I2m/iN1cGiWJ/76VcKHJwuUT1w9snOczPlwNKflZBr/PJXkyD9438HOM99ARlPG6chntHQjwPZYoOC5dmV5lxyCXbfvqt+Cm7BdK7te93G/xc8uODt0XzoKkPWDF69OOrwPtW9+beG8HuqsRRZppzwCHn6BPPgG840/IpfkbKH3wYUTWkGSTSs4KT1VVud+5i251adywtS3ujXMVnt1+8pd+Kqfpbnjgxyfpftay1zBN3kJeNgPmfDTp5l2BT3X5OutNaOE3cRiQB5J+R0IX5U8+uiji5FlSOu+63vClTl5BsjwJP3V26VZTOx8g23siQtN67RFw1Zf/VpYLVof/ehHl0cK6i2y2ixs+1ILm5MGv3jpf4LZafpKqy919E92+3Bdz2349+KydzR6V8XCbqe1/pIkOSQzJTm383FNLwKnjqwtgh5pWAD8iB8YSd/wsKPsQJ2Urazvl8bx7L77Su+YONnxRSNnIU0c4Q1+XaKPzXivTSDouT2c7NBcOKr/Gt+NcJ988Up+fIcAiLzY0DqBJ0cLmZO4F7/4xUs/fSeudb/1fbDppHtw6rrfdw02uDX+7sPfffDr+oJhJxf8b5+lg8vuZ595He4bpTTnLeI2WsPlmwAADR1JREFUFWyF37BhFyx2ekE+yVqQ5F/qvP3tb182IfkM8gIjr+VZ32Q629dtwVQGG9ykJZjnU67x1bd6964FMr4Ye+CBB5aT1MbFv82pzYUT1WwtPKdRntnHW5NZChIQiAIdJd58882L83bd46AJv3VNyARqV+L3WRhmuzELmdMjO17BlXZBiKRfGR0Zy3qMYCq1Gw+8OtdKicP0VZoFZwYqeAxmjb97NHvptB9xfPLJJ5d/KdBCGNyh/E/5e9RFv/TtZUKTzKLFga8nWPaQDu3gOC33TU4LHzi6EkD5UUxw88sG8BaDyrUudtmQ+kmTaw7T7uiee+5Z7NNYHCMawO+zmRwom3YyJdjxLoG+bM9LggI5dB7SfgmQEVtgO+Qp00U2M+e3uejnAgTdfvU7W5h6h2/ez9GrV3atPT3Nuq4rwbme9xP3rus1/KRPm3s8CbzZXEl9dFV3o5d8uq9vnfyQjcd+/IbEbthKMjT/nPh75AXWKwoFkuC3dLnW1ZT3vrYtuOPCz77zeou+2uNRQONfJvmauC9l9bNxxKsTHvNq+r5wnEa566TnTDzeWjPMKDy28KY5B/7yl798Wci8NGZx0H6UEjmuntH7QSenRx4RMUaRuF+ttZOxyGlv4YA7Y5xjqJeUM4NxT5Guc4rqKN5YPief0f+a38ZRyiaPFyz9voyAz0usno9yvoe0LQFyJ2PvIZiEAkYBiqBWW4s++aa/iUkd+VrIZKc/AijOScme/DPHfha9RyFsJb1NfPuusxdBGkco2PFiu2DcThG9aJl5Fz5j49HpjmDPp+iOkOFFr3eBtvjdhe9Q/w8J0I9MxvyGnaprtlCiK1/BmePeLfNIkS9R32Kgj1S5vg7Xuny+8PWn79m3eqV67VJwSrQqzR8v4FqcDuloCZAZfyHwsd6495idHZiT/AN7Sb5gzUu+yovRAmb2UlrrrXt4052y+vrV3n3lGq76dbmr/xque/ClrgU7gmU8SsYWBJo7DgCSQf1Ou9wV9JyJx1tbzKdYBuGRlONW1xyM9y2c2HBICXwXjuotYhaw22+/fdkNC6g8n6cUv0rr9wK8cNYOv/H1n2NwZu6VIn3/9oHDs+D0maLTBS8rO+bjRI57SiUiRoNHNRYyX0xYvHKea1ri7VD+QwL0xk68bOhHCAU+gmXBI8ckaBYApcd/9Hz2FTx29/TqRLDHHeqbyAJmNuVH/vppBFjAsJHKiVkgLIBlvwJ7X1IVnHux1olV9M1+W9ecCeeKR9kpD/x9lorHQzo5CVigLGjznRY6liULnHc8+CsvRr/uda9bAqXaoiT47tdl/uYouHW/7rO9ee86fOFXx7eo50u9TuA9DI+H1YGbsOE7lNsSSL7mpYDH3ORDrAd8j+DHnATHVtiJ/yjgx3XNXZtdfWcK59SDa/1nqj342Xac6+fbP3i42ZC11EvvHqXHnzXX9dZp+3FoulKYXY+3zmzQMxkmOMYjMvZz3IRo4bDrtlDYER/XwTMqO7K+ZnGSJNiwGAo0LB4WSwqjWGNXuqZgBuflx4ceemg5rmTQnu87EbDAiuLn1zaTl/U1XMZ32mTxhMM/8fObBp1OrPsc7o+WAF0JfrzT4uV1TsU9exFw0A87Oipwph/9OCSOzA8d0hX7kNgd23S60j/u5Oy0N+nZjLEEsBYW9kG3AhQLqOBHXcHxdChrTtHDhi2uAq1ezNfXfLBgmQ+lfbiCOZTPTwL5hHq5LyVvdU4b/f6YU2YLXHCV9XFfP3Xr+3Xduv/sG86tco1XPzbopPHnP//5DfVDlVvyOek6c5XPsAGTbG5slFur6MOaI5Dm9607flzXEwk+R4Jj6te1ftlAJdjaulbOdvf70uw/4eb4BW3BuvdRjV8vdyDB19kUKp0WTl80cV6N63Md9BBQymMEjpm9s2AXTvg5e4KWwU5FTQGHh1ExOAuYhcMP/dm5O5oTFFlQPK+1QDJcY4EXoFhgnOAIvLyz450JzzMtoKX1+JMm1/gwnkCuX5D2X+Q94uCI9F/jCPehPL4E0rddOruhV/p03EqPgg4BrCBEWst8S2/6CzrYiWBXcGPy28mxK3bADtlMJ4dwcwLsyalTgTEawO7TNxpkwZUvQLw8iReBGLrZv/fgDkHy8e3iakBme4JUJ4LezxP8eP9nvatnP3zCrhQu7fPavb4zaZ91Ez47Y//eE/Svb3plYG37E+fh+vIlYN7adPEF5rsNUBsuc1+iI/q3efLkwW+Q+TBDwMR3rXWYrcz6SWG63NU+YY+6Dlcl20I33+kL18cee2zxP+rQyg+yqXg7Cv9ptZ/7oIdgKJDgKwUh/jmc4EEd52LXbFFpAZjwu4TLgJwIwGWXzkExUo+oOAenA4zUOAzROD6v9zsqondGEE27xqjeoihwcqrjcZiFUABlt9X7F8fFFc5DeXwJkL+dFV0LWOxE6FAwQs8FIUdhZDOCH/bCxuBNt9rs6OBiG+yG41PHGbClHMi+cbJpYxhLkOUkkmMRkDtK9jiMkzmksyEBuk+3+R6UzWtBco9FBULs0eaLzwlWCddWYhdS47jOBwWvTY4e7YJx75P431lezHcqna+ZuMJxKE9WAtYNj8np2TU/YLOcn6AD+uBH2Ai7YCcCZf9U2lMJm53gsgNUpseToHgLV/bB1zit9rK7H4X1lENCb8FO7/ScBC1XguO6CHrWAkjpJraFxQ6YYdhFeyFUtqilsHX/7sOTMTFIdRyFAIWzoFD3OaJdOLfqww+Xd3acUllwnRAxoK1FUJ8tXNF8KC9fAmQrC5qdxjj96Z0dgYSJzBGl8316WOuJw2IjbMVOZ92+vl9zoV2GB00FOnZ86BDs+IFBAZox9tG2xn24P30J0B39C3Jdm9vS1JN6qVIQ6+SQD5P4B1+u2u07EcrnBL8AXcQJr3olXwfWNdv1noV3xjx2sCjZpPVBRPRUhvNQnr4E6IjOze/sxFy2Uac3ZY+FwPIFfJVH6x6BeV/M5lsA5OQ3GwG7y0a0SekbXHajbt0vKahHm02hd2l9feaLUIGNdZJdKd2vn3aE41qV12XQsxYmBQksPEuXnfj0I0gZkT4pft3/Su8zomlAjFVkb/HizCxW3u2IrtOi5Up5uVH60xUdeaYuYLb4CHIFPk5lnAIpOzlMLun4JPXHeXBgTh0FxRZBWQAm2BHEF+xEx6G8PiXAvvgN73j4nSj/xNIiyUak7M+C5LT4mWeeufT5vMBdgMNuTtI+r09JXxuu0p+STvmgMl/D5wiA0l/wghdZ0MQ3OAXmM5R+hNQTBBtrPkSfgh12Eg4453XjdPLkiYMnHNZMGzf/lNirFw4T3MPpUZ1gDIwTbD4zWq+NRJ876g0R9GCbMmURKENwRCgQcpQ7H1+choIypIzCwuXNfMYp0BGEcUYMxfinQcNzVX+o2ScBOqOHbIbO7J7aRdnBCDY8v+4ougl+pfpjJxwHW7XjYyceu1nscnydPBV0ZWNXOvY+mRzazoYE6Fq2GHqs6X0Pp9lsQZDu/xXycR5V+YegfMs8XTzYyNnQ4z4qms/BCGboWz0/IxV8tG6o057fCkebJhtsH+rINv+CZbCCE6UgCazgxk+3OA3k2wRaMjg+qbG1CYjUCXb4LbRd6xeVFwL3/Llhgh4yyAhct6hQvMVMclRnMZtGlAFpd70vhT849zJDMo4TA05Ju69pGFcvJx8H/76xD22nJwE6pDOTmvMR+DhSFjjTq50z25nBDxvKHjgC1wIYyQIkqWOH8GpTshUOxDjwSx1tO2VywsTR2KEd0o0pgewR910rJQubr8J8MajOz1t4B9HGTso3LTeHP+dOAnTKR8h8hoCDL+BT+BzZfTkG6V1fvsVpj5NrQQ54Gze4+DXBMj9jfRLoTF8FxkGBPnwSfNr5MImfOw9+6YYKejKAWVKc1CJjEbP4WMBqo2DKlXMalKudwkXgjNDiJzEe+NyLqC1eXkqGU6BjR5ZxhG/pePhzLiSQXXA47IXzoG/BM2eSI8IM22EjHAIYdiJoUc+JqGNXSnDsQZvge75InQ2eCwEdiLwmEsgfWbic/LBHH1Z4/OCxxMHXXBO1nNqg9N1GiV/hP6wrSvd8jgAFnHr34LXL/A+b4H8EM+r4Lvc24/yU6/DpK8GpXtk6dmpMngLiGz7oWcuUgTAGC5kXWe2cOA8/RMd5UDKD8i6F5LcT9HH0p58o2culnIzjZVG0R2iO/A5OZy3t83tP5+mTM3CtFOBadDyKEgwLijyeatHhXGR2xKlISv0FyT6TlzsBPI9O5fxq9UD5QQLXhwT4J/7ImiS75kvU57tqU89XBWNTLkAS2Eh8k/sepVd3XiV17KDnvDJ4oPsggYMEDhI4SOAggYMEDhJIAv/67//S5aXyWb/IfKn2cHGQwEECBwkcJHCQwEECBwlcZxLY/vWr64zJAzsHCRwkcJDAQQIHCRwkcJDAIeg52MBBAgcJHCRwkMBBAgcJ3BAS+A+eNs9ffwK6pgAAAABJRU5ErkJggg==)
Lesión intraxial córticosubcortical, comprometiendo el giro precentral izquierda. Esta es heterogénea, predominantemente isointensa en T1 e hiperintensa en T2 y FLAIR, sin áreas de susceptibilidad magnética en T2 gradiente. Presenta una pequeña área periférica y anillo de restricción a la movilidad de los protones en difusión, con captación a la administración de gadolinio. Presenta moderado edema vasogénico, generando efecto de masa caracterizado por disminución de amplitud del espacio subaracnoideo vecino. Imágenes obtenidas de Centro de Imagenología HCUCH.
La biopsia o resección quirúrgica está indicada para confirmar el diagnóstico, especialmente en pacientes con lesiones únicas sin diagnóstico de cáncer o enfermedad metastásica.
El diagnóstico de MC puede realizarse con neuroimágenes, pero si no hay certeza en cuanto a la etiología del tumor, el diagnóstico histológico se hace necesario, ya sea con biopsia o resección y citología de LCR en casos especiales(24).
Entre los principales diagnósticos diferenciales de estas lesiones se encuentra el glioblastoma multiforme, requiriendo en muchas oportunidades estudio dirigido con biopsia para su diagnóstico. También menos frecuentemente el linfoma primario de SNC y el abceso cerebral pueden simular una lesión metastásica en el estudio por imágenes(13).
ROL DE INMUNOHISTOQUÍMICA
La inmunohistoquímica (IHQ) es útil para determinar el origen del primario si no es conocido; sin embargo, los perfiles inmunohistoquímicos de metástasis pueden ser poco específicos y variables. No existe ninguna prueba IHQ que sea 100% específica, por lo que los marcadores IHQ sólo serán un dato más que junto con el cuadro clínico de presentación y estudios radiológicos orientarán sobre el posible origen tumoral. En el 15% el origen del tumor primario no se puede determinar a pesar de todos los estudios mencionados(19).
FACTORES PRONÓSTICOS
Los factores más importantes que predicen sobrevida de pacientes con MC son: edad <65 años, buen performance estatus: escala de Karnovsky (KPS) mayor que 70% (Tabla 3), control de cáncer primario y ausencia de metástasis extracraneales(25). Existen varias escalas pronósticas como las escalas Repercusive Partitioning Analysis Classification System (RPA) y la Graded Prognostic Scoring System (GPA). En esta revisión sólo revisaremos la escala RPA.
Tabla 3. Escala de Karnosfsky (KPS)
![](data:image/png;base64,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)
(Adaptado de: Péus D, Newcomb N, Hofer S. Appraisal of the Karnofsky performance status and proposal of a simple algorithmic system for its evaluation. BMC Med Inform Decis Mak 2013;13:72.)
La escala RPA ha propuesto la clasificación de las MC en 3 grupos de acuerdo con la sobrevida(26) (Tabla 4).
Tabla 4. Escala RPA
![](data:image/png;base64,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)
MANEJO INICIAL Y SINTOMÁTICO
La supervivencia media sin tratamiento es variable y se estima entre 28 y 51 días(20,27).
Las MC que requieren tratamiento urgente para la mejora sintomática y prevenir el deterioro neurológico, son las que presentan convulsiones, alteración del estado mental, infarto cerebral, hemorragia intracraneal o elevación PIC con sus consecuencias sobre la perfusión cerebral y además, produciendo herniación cerebral que puede llevar a la muerte.
El manejo inicial debe enfocarse en asegurar la estabilidad de vía aérea, respiración y circulación, seguida del manejo sintomático de las MC.
Glucocorticoides (GC)
Los GC reducen el edema vasogénico, disminuyendo la permeabilidad de los capilares tumorales anormales de las MC, usualmente empleando dexametasona debido a su bajo efecto mineralocorticoide, larga vida media y baja tendencia a inducir psicosis. Las dosis elevadas deben ser usadas en pacientes con síntomas severos, significativo efecto masa o en lo que no responden a 48 horas de iniciado el tratamiento. Los pacientes muestran mejoría clínica horas después de la primera dosis de GC, con un efecto máximo después de 3-7 días. Los efectos secundarios comunes a corto plazo de GC destacan: insomnio, aumento de apetito, retención de líquidos, síntomas de la esfera anímica, acné y exacerbación de diabetes. Los efectos secundarios crónicos incluyen aumento de peso, miopatía esteroidal, inmunosupresión y necrosis ósea de la cabeza femoral(28).
Anticonvulsivantes
Los pacientes que desarrollan convulsiones deben recibir tratamiento con agentes anticonvulsivantes como levetirazetam, fenitoína sódica, carbamazepina o ácido valproico; este último se prefiere cuando el paciente recibe quimioterapia concomitante. El uso profiláctico de estos generalmente no se administra a pacientes que no han experimentado convulsiones, ya que la prevención primaria con antiepilépticos está asociado a efectos adversos y puede no reducir el riesgo de convulsiones(29).
Profilaxis y tratamiento del tromboembolismo venoso (TEP)
Los pacientes oncológicos tienen un riesgo aumentado de TEP(28); sin embargo, los pacientes con MC tienen un mayor riesgo de hemorragia intracraneal si se les da anticoagulación, por lo que no se recomienda su uso de rutina y se debe evitar la anticoagulación en tumores propensos al sangramiento(30).
TRATAMIENTO ACTIVO
Las metas del tratamiento son aliviar los síntomas neurológicos y mejorar la calidad de vida (QOL). Es curativo en contadas ocasiones. En la actualidad las opciones terapéuticas existentes son radioterapia holoencefálica (WBRT), cirugía, radiocirugía estereotáctica (SRS) y terapias sistémicas. No se discutirá respecto a las terapias sistémicas en MC de poca eficacia por la barrera hematoencefálioa (BHE).
En el manejo de cualquier condición oncológica es importante considerar al paciente, el tumor y factores del tratamiento, de manera de elegir un plan terapéutico personalizado y apropiado para maximizar la sobrevida y minimizar la morbilidad asociada a efectos secundarios(31). Nos referiremos a aspectos generales de las distintas modalidades terapéuticas existentes.
Cirugía
La cirugía permite una rápida reducción del efecto masa y el análisis patológico cuando el diagnóstico no está claro. Debe ser considerada si existe metástasis única, especialmente cuando tiene asociado extenso edema cerebral y efecto masa(32). Es un tratamiento efectivo para las metástasis cerebrales únicas y esta intervención mejora sobrevida y funcionalidad.
Los candidatos a cirugía(31) son pacientes con factores de buen pronóstico como:
• Primario controlado y el pronóstico de sobrevida del enfermo es mayor a 6 meses.
• Edad menor de 65 años
• MC únicas o cuando son múltiples, de no más de 2 cuando se encuentran en el mismo campo quirúrgico, pudiendo resecarse en una sola cirugía.
• Localización en área no elocuente
• Tumor de gran volumen (mayor a 8 cc)
• Buen estado funcional (KPS mayor a 70%)
• El tumor primario es desconocido y se requiere diagnóstico histológico.
Radioterapia holoencefálica (Whole Brain Radiation Therapy WBRT)
La WBRT es el tratamiento estándar en MC múltiples. Disminuye los síntomas neurológicos y aumenta la sobrevida(33). Debe considerarse en MC de gran volumen fuera de alcance de SRS, en MC recurrentes o en pacientes con bajo KPS. La dosis recomendada es de 20 Gy en 5 fracciones o 30 Gy en 10 fracciones(34). La tasa de respuesta de WBRT es de 40-60%, mientras que la tasa de mejoría o de preservación neurológica es de 25- 40%. La WBRT es beneficiosa en pacientes con alto KPS, pero no hay beneficios en pacientes con bajo KPS(35) Como único tratamiento, aumenta la sobrevida de 3 a 6 meses. En pacientes con bajo estatus funcional, no hay diferencias significativas entre un buen cuidado de soporte y WBRT de 20 Gy en términos de sobrevida.
Efectos adversos agudos: Inicialmente la WBRT puede empeorar el edema cerebral. En pacientes con grandes tumores y evidente efecto masa, los GC deben administrarse 48 horas previas al inicio de la radioterapia, con disminución progresiva de la dosis durante la terapia. Otros efectos adversos a corto plazo incluyen la alopecia, reacción cutánea leve en el cuero cabelludo, fatiga que mejora luego de semanas. Algunos pacientes pueden experimentar ototoxicidad(36).
Efectos adversos tardíos:
• Cambios en la materia blanca, deterioro neurocognitivo y demencia(37)
• Ataxia y disfunción urinaria por hidrocefalia normotensiva
• Desórdenes neuroendocrinos (hipotiroidismo
• Enfermedad cerebrovascular
• Radionecrosis(38)
Los efectos adversos tardíos son dependientes de la dosis y del esquema de fraccionamiento utilizado (los esquemas actuales son de bajo riesgo). El riesgo de estas complicaciones está relacionado con la edad del paciente, el grado de la enfermedad y el nivel de deterioro neurológico en la presentación clínica inicial. Existen estrategias de neuroprotección como la radioprotección de hipocampos temporales. Actualmente se ha estado cuestionando el uso de WBRT debido a la baja en beneficios de sobrevida y el riesgo de efectos adversos severos especialmente cognitivos, prefiriéndose la SRS(31).
Tabla 5. Comparación usos cirugía y radiocirugía en MC
![](data:image/png;base64,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)
Radiocirugía estereotáctica (Stereotactic Radiosurgery SRS)
SRS puede ser muy útil para el tratamiento de un número limitado de pequeños tumores que no son accesibles quirúrgicamente(39). Actualmente los pacientes con metástasis intracraneales únicas o múltiples (<5) de tamaño <3 cm de diámetro, pueden someterse a radiocirugía estereotáctica como tratamiento primario(40). El riesgo de neurotoxicidad y de falla local aumenta con tumores de mayor tamaño y, por lo tanto, el uso de SRS está limitado a lesiones de menos de 3 cm de diámetro(41). Hay 2 tipos fundamentales de SRS, el equipo Leksell Gamma knife (LGK) y el acelerador lineal (LINAC) con su variante robotizada el Cyber Knife(39). La sobrevida reportada para pacientes en RPA I es de 18 a 24 meses; RPA II, de 9 a 11 meses y RPA III, sólo de 3 meses. Su eficacia es similar con tumores radiosensibles y radioresistentes(35). Recientemente se ha planteado el rol complementario entre la SRS y la cirugía para menos de 4 lesiones, operando una y tratando las otras con SRS(21).
CONCLUSIONES
• Las MC son una patología prevalente en aumento y de gran importancia para el médico general y especialista, siendo su manejo multidisciplinario.
• Los principales focos primarios son: pulmón, mama, melanoma. En general son pacientes con un cáncer conocido.
• Destacar la importancia de una buena historia clínica, incluyendo anamnesis y examen físico.
• Uso de escalas funcionales pronósticas como KPS y RPA.
• Uno de los factores más importantes de supervivencia es el control del cáncer primario.
• La decisión terapéutica para cada paciente debe ser realizada individual y minuciosamente en un comité neurooncológico multidisciplinario de acuerdo con factores de la triada: paciente, tumor y tratamientos disponibles (Tabla 6).
• El pronóstico de los pacientes con MC ha cambiado en los últimos años gracias a los progresos en el diagnóstico y en el manejo del cáncer, lo que ha permitido una mejor etapificación para diseñar las mejores estrategias terapéuticas que permiten mejorar en forma significativa su pronóstico al disminuir la muerte por causa neurológica debido a las MC.
Tabla 6. Resumen de tratamientos para MC
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)
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Correspondencia:
Dr. Gustavo Zomosa Rojas
Servicio Neurocirugía, HCUCH
[email protected]
562 2978 8260