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Serie guías cínicas: Manejo de la enfermedad tiroídea en el embarazo y puerperio
Rev Hosp Clín Univ Chile 2019; 30: 153 - 72
Paula Vergara U., Verónica Araya Q., Alvaro Sepúlveda-Martínez, Mauro Parra-Cordero
El embarazo tiene un importante impacto sobre la glándula tiroídea. En regiones con buen aporte de yodo, su volumen puede aumentar hasta un 10% y en regiones con bajo aporte, puede alcanzar hasta un 20 – 40% de su volumen basal. La producción de hormonas tiroídeas T3 y T4 durante el embarazo puede aumentar hasta un 50%, asociado a un incremento en los requerimientos diarios de yodo de hasta 50%. La hormona HCG humana estimula directamente la producción de hormonas tiroídeas, generalmente produciendo una disminución de TSH, especialmente en el primer trimestre(1). Los cambios que ocurren en la TSH son en espejo con respecto a los de Beta hCG, es decir, mientras una sube la otra baja en forma muy similar. El máximo nivel de BhCG se evidencia entre las 8 y las 10 semanas de gestación y luego baja, llegando a niveles que se mantienen a partir de la segunda mitad del embarazo; lo mismo sucede en forma inversa con la TSH. En pacientes que presentan un alza muy importante de BhCG, el valor de TSH puede ser muy bajo, incluso suprimido(2). Además, existe un aumento del clearance renal de yodo, aparece la desyodasa placentaria y se produce mayor metabolización hepática de T4(3). La tiroides normo-funcionante es capaz de adaptarse a estos cambios fisiológicos a través de modificaciones en la producción de hormonas tiroídeas, cambios en la captación de yodo y la regulación del eje hipotálamo– hipófisis–tiroides.
La glándula tiroídea fetal inicia su desarrollo entre la semana 10 y 12 de la gestación; sin embargo, el inicio de la actividad productora de hormonas comienza a las 20 semanas. Es debido a esto que la función tiroidea en el feto durante el primer trimestre depende en su totalidad del paso transplacentario de T4 materna. La T4 materna atraviesa la placenta, la cual es rica en monodesiodasas II, donde es convertida en T3. La importancia de un adecuado y regulado paso transplacentario de estas hormonas radica en que de éstas depende el correcto desarrollo neurológico fetal. A partir de la semana 20 y hasta la semana 36 ocurre un incremento gradual en las concentraciones de TSH, TBG y T4 libre fetales, para así alcanzar los niveles del adulto. Al nacimiento ocurre un peak en la secreción de TRH y TSH que condiciona un incremento en los niveles de T4 y T3 neonatal; sin embargo, para el final de la primera semana de vida los valores de TSH y TRH regresan a la normalidad y posteriormente, alrededor de la sexta semana, los valores de T3 y T4 también disminuyen(4).
OBJETIVOS DE LA GUÍA CLÍNICA
1. Conocer los valores normales de TSH durante el embarazo y las últimas recomendaciones según sociedades internacionales.
2. Conocer el seguimiento y manejo de la enfermedad tiroídea durante el embarazo.
3. Conocer las modificaciones que se debe realizar al tratamiento de la enfermedad tiroídea previamente diagnosticada, al conocerse el estado de embarazo.
4. Conocer los fármacos recomendados para el manejo de la enfermedad tiroídea durante el embarazo y puerperio.
5. Conocer la utilidad de la pesquisa de anticuerpos antitiroídeos en el embarazo y a quién solicitarlos.
6. Conocer el seguimiento ecográfico adecuado del feto cuya madre está afectada por alguna patología tiroídea.
¿A QUIÉN VA DIRIGIDA LA PRESENTE GUÍA CLÍNICA?
La siguiente guía va dirigida a matronas, estudiantes de Medicina, becados/residentes de Ginecología y Obstetricia, becados/residentes de Medicina Materno-Fetal, obstetras que se desempeñan en hospitales de tercer nivel y especialistas en Medicina Materno-Fetal, con el fin de actualizar los conocimientos en el diagnóstico y manejo de la enfermedad tiroídea durante el embarazo y el puerperio.
NIVEL DE EVIDENCIA
1++: Metaanálisis de alta calidad, revisiones sistemáticas de estudios randomizados controlados (ERC) o ERC con riesgo muy bajo de sesgo.
1+: Metaanálisis bien diseñados, revisiones sistemáticas de ERC o ERC con riesgo bajo de sesgo.
1-: Metaanálisis, revisiones sistemáticas de ERC o ERC con alto riesgo de sesgo.
2++: Revisiones sistemáticas de estudios casocontrol o cohorte de alta calidad o estudios de caso-control o cohorte de alta calidad con riesgo muy bajo de factores confundentes o con alta probabilidad de que la relación sea causal.
2+: Caso-control o cohortes bien desarrollados con bajo riesgo de factores confundentes y una probabilidad moderada de que la relación sea causal.
2-: Estudios caso-control o cohorte con alto riesgo de factores confundentes y riesgo significativo de que la relación no sea causal.
3: Estudios no analíticos, por ejemplo, reporte de casos o serie de casos
4: Opinión de expertos
GRADO DE RECOMENDACIÓN
A: Al menos un metaanálisis, revisión sistemática o ERC en categoría 1++ y directamente aplicable a la población objetivo o
Una revisión sistemática de ERC o un nivel de evidencia consistente principalmente de estudios en categoría 1+ directamente aplicable a la población objetivo y demostrando consistencia global en los resultados.
B: Cantidad de evidencia que incluya estudios en categoría 2++ directamente aplicable a la población objetivo y demostrando consistencia global de los resultados o
Evidencia extrapolada de estudios en categoría 1++ o 1+.
C: Cantidad de evidencia que incluye estudios en categoría 2+ directamente aplicable a la población objetivo y demostrando consistencia global de los resultados o
Evidencia extrapolada de estudios en categoría 2++.
D: Evidencia nivel 3 o 4, o
Evidencia extrapolada de estudios 2+.
¿A qué embarazadas se debe realizar screening de enfermedad tiroídea?
• En Chile se recomienda el screening universal de enfermedad tiroídea a todas las mujeres embarazadas. Este debe ser realizado con medición de TSH y T4L en el primer trimestre del embarazo. (Grado de recomendación D)
• En mujeres en riesgo de desarrollar hipotiroidismo por tener antecedente de hemitiroidectomía/ tiroidectomía total, terapia con radioyodo o anticuerpos anti–TPO o anti–TG positivos, se debe realizar screening de hipotiroidismo cada 4 semanas desde el diagnóstico de embarazo hasta el segundo trimestre, y al menos 1 vez en el tercer trimestre. (Grado de recomendación D)
La patología tiroídea es frecuente en el embarazo con cifras de prevalencia que dependen de los valores hormonales normales utilizados como referencia y de las poblaciones estudiadas. La Encuesta Nacional de Salud (ENS) realizada en Chile los años 2009 y 2010 incluyó por primera vez en Chile preguntas de autorreporte de disfunción tiroídea. La prevalencia global de hipotiroidismo detectada fue de un 19,4% (21,5% en mujeres y 17,3% en hombres)(5). Un estudio del año 2012 que incluyó 510 embarazadas de 25.7 ± 6.6 años que inician control prenatal en el Hospital Clínico de la Pontificia Universidad Católica de Chile, utilizando los valores de normalidad sugeridos por la Endocrine Society, detectó una prevalencia de 0,6% de hipotiroidismo: 35,3% de hipotiroidismo subclínico (HSC) y 1% de hipertiroidismo clínico; frecuencias que resultaron muy superiores a las publicadas en otras poblaciones (HSC: 4% hasta un 8% en poblaciones con déficit de yodo). 5% de las pacientes con hipotiroidismo y 3,5% de las pacientes eutiroídeas tenían anticuerpos anti– TPO positivos(6). Los propios autores de este estudio concluyen que la razón más probable para la alta frecuencia de HSC sea el uso de puntos de corte inadecuados para nuestra población. Un aspecto importante de este trabajo es que estudió la presencia de autoinmunidad en estas pacientes. La frecuencia de antiTPO + es similar (10%) a la reportada internacionalmente, lo que hace suponer que la autoinmunidad no juega un rol fundamental en las diferencias encontradas(7). Dada la alta prevalencia reportada y su posible repercusión en el neurodesarrollo fetal, se recomienda screening universal a todas las pacientes embarazadas [3].
¿Cómo se define hipotiroidismo clínico en el embarazo?
• Se debe considerar que los valores de referencia de TSH dependen de cada población y origen étnico, y se ven influenciados por la ingesta y/o suplementación de la dieta con yodo, por lo que no hay un valor estándar único. (Grado de recomendación B)
• En Chile, independiente del trimestre de embarazo, debe considerarse como valor normal de TSH el rango de 0,4 – 4 UI/L. (Grado de recomendación B)
• Si en la primera evaluación de laboratorio se obtiene una TSH mayor que 4 UI/L, se debe realizar una segunda evaluación de TSH. Si persiste alterada, se debe derivar a Endocrinología para continuar estudio. (Grado de recomendación B)
• Si se obtienen 2 TSH mayor a 4UI/L, considerar inicio de tratamiento con Levotiroxina 50 ug/día (Grado de recomendación B)
• En pacientes con hipotiroidismo en tratamiento o antecedentes de tener anticuerpos Anti – TPO o Anti – TG positivos, antecedente de hemitiroidectomía, terapia con radioyodo o con diagnóstico reciente en el embarazo y que inician tratamiento, se debe considerar como valor normal de TSH el rango de 0,4 – 2,5 UI/L. (Grado de recomendación B)
Posterior a la concepción, la concentración de TBG circulante y T4 total aumentan desde la semana 7 de gestación y alcanzan un peak a las 16 semanas. Estas concentraciones se mantienen elevadas hasta el parto. En el primer trimestre, la HCG estimula directamente el receptor de TSH, aumentando la producción de hormonas tiroídeas y disminuyendo la concentración de TSH; por lo tanto, durante el embarazo, la mujer tiene valores menores de TSH que previo al embarazo. Un valor de TSH < 0.4 UI/L, considerado el valor menor normal en una mujer no embarazada, se puede encontrar en hasta un 15% de las mujeres embarazadas sanas. Este valor alcanza un 10% en el segundo trimestre y 5% en el tercer trimestre(1). Para efectos prácticos, es importante considerar que el hipertiroidismo subclínico (aquel que cursa con T4 libre normal) no se ha relacionado con efectos adversos durante el embarazo. En relación a la medición de T4, los cambios de su concentración sérica a lo largo del embarazo en relación a la mujer sana no embarazada, ya se han documentado. Los cambios son predecibles con un aumento de la concentración total de T4 desde la semana 7 a la 16, alcanzando un 50% por sobre el valor normal preembarazo. Posteriormente este nivel se mantiene durante el embarazo.
Actualmente muchos centros utilizan valores de referencia estándar de TSH para cada trimestre del embarazo (2,5 UI/L en el primer trimestre y 3,0 UI/L en el segundo y tercero). Esto se basa en las guías clínicas de las Asociación Americana de Tiroides (2011)(8), Sociedad de Endocrinología (2012)(4) y la Asociación Europea de tiroides (2014)(9). Estudios recientes han demostrado que estos valores de corte son muy bajos y que llevarían a sobrediagnóstico y sobretratamiento. Además, el tratamiento con levotiroxina en pacientes con TSH 2,5 - 4.0 UI/L no tendría ningún efecto benéfico, el cual sí se observaría con valores de TSH mayor que 4 UI/L, sobre todo en pacientes con anticuerpos positivos (principalmente disminución del riesgo de aborto primer trimestre)(10)[2++].
¿Se debe tratar el hipotiroidismo clínico en el embarazo?
• El hipotiroidismo ha demostrado consistentemente un aumento de riesgo de complicaciones en el embarazo, por lo que debe ser tratado. (Grado de recomendación A)
• El tratamiento farmacológico se debe realizar con levotiroxina (T4) con dosis variable dependiendo del valor de TSH:
TSH < 10 UI/L 25 – 50 ug/día
TSH 10 – 20 UI/L 50 – 100 ug/día
TSH mayor que 20 UI/L 1,0 – 1,6 ug/Kg/día
(Grado de recomendación D)
• El objetivo del tratamiento es lograr un valor de TSH < 2.5 UI/L. (Grado de recomendación D)
• No se recomienda el tratamiento con T3 (triyodotironina) por su vida media corta y riesgos de sobredosificación asociados a su uso. (Grado de recomendación C)
El hipotiroidismo materno ha demostrado consistentemente asociarse a un aumento del riesgo de complicaciones del embarazo, por lo que se recomienda realizar manejo farmacológico cuando se diagnostique. Se ha demostrado un aumento en el riesgo de parto prematuro, bajo peso al nacer, aborto espontáneo, hipertensión gestacional, muerte fetal y disminución del CI del recién nacido(11) [1+]. La presencia de T4 es esencial para el desarrollo del cerebro fetal. En tiroides humanas normofuncionantes, el ratio de producción de T4 en relación a T3 es 14:1. La gran mayoría de T3 presente en el sistema nervioso central fetal proviene de la conversión periférica de T4. El SNC fetal es relativamente impermeable a T3, por lo que se recomienda que la suplementación materna sea con levotiroxina oral(12) [2++].
¿Cómo se define hipotiroidismo subclínico en el embarazo?
• En mujeres embarazadas con TSH mayor que 4 UI/L o bocio palpable se debe buscar dirigidamente la presencia de anticuerpos antitiroídeos. (Grado de recomendación B)
• Se debe considerar hipotiroidismo subclínico en el embarazo, un valor de TSH mayor que 10 UI/L y T4L normal, independiente del estado de los anticuerpos. (Grado de recomendación B)
• Se debe considerar hipotiroidismo subclínico en el embarazo, cuando la TSH sea mayor que 4 UI/L con anticuerpos positivos y T4L normal. (Grado de recomendación B)
Varios estudios han demostrado una asociación positiva entre el estado de los anticuerpos antitiroídeos (antitiroglobulina, antiperoxidasa) con riesgo aumentado de aborto(13,14), hipotiroidismo materno(15), parto prematuro(16,17), tiroiditis postparto(18), morbilidad materna a largo plazo(19) y alteración del desarrollo neurológico infantil a largo plazo(20) [2+].
¿Se debe tratar el hipotiroidismo subclínico en el embarazo? (Considerar T4L normal)
• Se recomienda realizar tratamiento con Levotiroxina 50 ug/día, cuando haya presencia de anticuerpos Anti – TPO, y la TSH sea mayor que 4 UI/L. (Grado de recomendación B)
• Se recomienda realizar tratamiento con Levotiroxina 50 ug/día cuando la TSH mayor que 10 UI/L, independiente del título de anticuerpos. (Grado de recomendación B)
El año 2006 Negro et al demostró una reducción significativa del riesgo de aborto (-65%) y parto prematuro (-79%) en pacientes con anticuerpos anti TPO(+) y tratadas con levotiroxina en comparación con el grupo no tratado(21)[2+].
Otro estudio randomizado controlado demostró que mujeres eutiroídeas (TSH < 4 UI/L) con anticuerpos anti – TPO(+) tenían mayor tasa de aborto y parto prematuro, y que esto se reducía con el tratamiento con levotiroxina(21). 2 estudios han demostrado la reducción en la tasa de abortos en pacientes con anticuerpos anti – TPO(+), tanto en mujeres hipotiroídeas como eutiroídeas, por lo que es importante pesquisar la presencia de anticuerpos(17,22)[2+].
¿En mujeres que han sido diagnosticadas previamente con hipotiroidismo, y que se encuentran en tratamiento, es necesario realizar alguna modificación de la dosis durante el embarazo?
• En mujeres con hipotiroidismo en tratamiento y que se embarazan es necesario aumentar la dosificación de levotiroxina en 25 – 30% de la dosis diaria. (Recomendación de recomendación A)
• El cambio de la dosis debe ser lo más precoz posible al momento del diagnóstico de embarazo para evitar la aparición de hipotiroidismo clínico. (Grado de recomendación A)
• En mujeres no embarazadas con diagnóstico de hipotiroidismo en tratamiento que desea embarazo se recomienda un valor de TSH preconcepcional < 2.5 UI/L. (Grado de recomendación B).
Los requerimientos de T4 total no son estáticos durante el embarazo. El nivel de T4 total debe aumentar 40 – 50% durante el embarazo para mantener el estado eutiroídeo. En mujeres con diagnóstico de hipotiroidismo, la TSH y la HCG no pueden estimular la producción adecuada de T4. Si no se suplementa a la madre de forma adecuada, el incremento en la demanda va a sobrepasar la producción endógena y se va a producir un hipotiroidismo clínico(23)[1+]. Los estudios han demostrado que el aumento de requerimiento de T4 se produce tan precoz como a las 4 – 6 semanas de gestación. Estos requerimientos aumentan gradualmente hasta las 16 – 20 semanas de gestación y posteriormente alcanzan un plateau que se mantiene hasta el parto(24,25). Aproximadamente entre 50 a 85% de las pacientes con hipotiroidismo en tratamiento con levotiroxina requieren un incremento de la dosis durante el embarazo. La magnitud del incremento de la dosis depende principalmente de la causa basal del hipotiroidismo. El ajuste de dosis debe hacerse lo antes posible apenas realizado el diagnóstico de embarazo para evitar la aparición de hipotiroidismo clínico [2+].
Existen diferentes formas de realizar el ajuste en la dosificación(1):
1. Pacientes que reciben 1 tableta de levotiroxina al día independiente de la dosis debe aumentarse la ingesta desde 7 tabletas semanales a 9 tabletas semanales (esto corresponde a un incremento del 29% de la dosis de T4).
2. Pacientes que reciben 1 tableta de levotiroxina al día, incrementar en un 25 – 30% la dosis diaria (Ejemplo, cambiar levotiroxina 100 ug por levotiroxina 125 ug).
¿Cómo debe ajustarse la dosis de levotiroxina en el puerperio inmediato?
• En pacientes con hipotiroidismo diagnosticado previo al embarazo, posterior al parto se debe volver a la dosis de levotiroxina administrada pre – embarazo y se debe realizar un control de TSH y T4L a las 4 semanas posparto para eventual ajuste de dosis. (Grado de recomendación B)
• En pacientes que inician terapia con levotiroxina durante el embarazo se debe suspender la terapia al momento del parto y reevaluar la función tiroídea con TSH y T4L a las 4 semanas posparto. (Grado de recomendación C)
La necesidad de aumento de dosis de levotiroxina durante el embarazo es debido al efecto intrínseco de éste sobre la tiroides, por lo que al finalizar el embarazo se debe volver a la dosis preconcepcional y se debe realizar una evaluación de la función tiroídea a las 4 semanas postparto; sin embargo, un estudio(26) demostró que más de un 50% de las pacientes con diagnóstico de tiroiditis de Hashimoto, requieren un incremento en la dosis preconcepcional de levotiroxina después del parto presumiblemente debido a una exacerbación de la disfunción autoinmune tiroídea postparto por lo que es aún más importante recalcar la evaluación al mes postparto [2+].
¿Cómo se realiza el diagnóstico de hipertiroidismo en el embarazo?
• El diagnóstico de hipertiroidismo clínico se realiza con un valor de TSH bajo (< 0.4 UI/L) y un valor anormalmente alto de TT4, T4L o T3. (Grado de recomendación B)
• Un solo valor de TSH < 0.4 UI/L constituye criterio de derivación a Endocrinología para continuar estudio e iniciar tratamiento. (Grado de recomendación D)
• Es necesario realizar un examen físico exhaustivo de la glándula tiroides para poder orientar a la etiología (Bocio multinodular, nódulo funcionante, etc.) (Grado de recomendación B)
• Se recomienda evaluar la presencia de anticuerpos TRAb maternos para poder determinar la etiología del hipertiroidismo, de forma simultánea con la derivación a Endocrinología. (Grado de recomendación B)
Es normal observar una caída en el valor de TSH en el primer trimestre del embarazo, específicamente a partir de la semana 7, debido al efecto directo de HCG sobre la glándula tiroides. Una TSH suprimida (<0.1 UI/L) se puede observar en hasta un 5% de los embarazos normales(27,28). La causa más frecuente de hipertiroidismo en mujeres en edad fértil es la enfermedad de Basedow – Graves(29). Se encuentra en 0,4 – 1% de las mujeres y 0,2% de las embarazadas. Otras causas menos frecuentes no autoinmunes corresponden al bocio tóxico multinodular, el adenoma tóxico y la tiroiditis subaguda silente. Existe una condición específica del embarazo llamada tirotoxicosis gestacional transitoria, la cual está limitada a la primera mitad del embarazo. Se caracteriza por presentar valores elevados de T4L y TSH suprimida. Tiene una incidencia que depende de la localización geográfica y puede afectar al 2 – 3% de los embarazos. Se produce por la elevación de la HCG durante la primera mitad del embarazo, la cual estimula directamente la producción de hormonas tiroídeas. Generalmente se asocia a hiperémesis gravídica, pérdida de más que 5% del peso corporal, deshidratación y cetonuria. Esta condición es más frecuente de observar en embarazos gemelares, mola hidatidiforme y coriocarcinoma (condiciones con elevación importante de HCG)(29).
¿Cuál es el rol de la evaluación de los anticuerpos TRAb en el embarazo, en pacientes que han sido diagnosticadas con enfermedad de Graves?
• Si la paciente tiene historia previa de enfermedad de Graves, se recomienda derivación inmediata a Endocrinología al momento del diagnóstico de embarazo para continuar estudio y tratamiento. (Grado de recomendación D)
• Si la paciente tiene historia previa de enfermedad de Graves tratada con radioyodo o tiroidectomía se debe evaluar el nivel de anticuerpos TRAb junto con la función tiroídea en el primer trimestre del embarazo, aunque esté en tratamiento con levotiroxina e independiente del tiempo que haya pasado desde el tratamiento.(Grado de recomendación B)
• Si la paciente se encuentra en tratamiento con drogas antitiroídeas al momento del diagnóstico de embarazo, se recomienda una medición de TRAb en el primer trimestre. (Grado de recomendación C)
• Si el nivel de anticuerpos está elevado en el primer trimestre, debe realizarse una segunda evaluación a las 18 – 22 semanas de gestación. (Grado de recomendación B)
• Si el nivel de anticuerpos es bajo o indetectable en el primer trimestre, no se requiere una nueva evaluación a lo largo del embarazo. (Grado de recomendación C)
• Si la paciente requiere inicio de terapia antitiroídea posterior al primer trimestre, se recomienda realizar una evaluación de TRAb entre las 18 – 22 semanas de gestación. (Grado de recomendación B)
• Si se detecta elevación de TRAb a las 18 – 22 semanas o si la madre mantiene el tratamiento antitiroídeo en el tercer trimestre, se sugiere una evaluación de TRAb a las 30 – 34 semanas para determinar la eventual necesidad de seguimiento postnatal. (Grado de recomendación A)
Los anticuerpos TRAb son detectables en el 95% de los pacientes con enfermedad de Graves activa y los niveles pueden permanecer altos después de la terapia con radioyodo o cirugía(30). Las indicaciones para solicitar la medición de TRAb en el embarazo incluyen historia de enfermedad de Graves no tratada o en tratamiento con drogas antitiroídeas, radioyodo o cirugía; antecedente de hijo previo nacido con hipertiroidismo o antecedente de tiroidectomía durante el embarazo previo(31) [1+]. En la gran mayoría de las pacientes, la concentración de TRAb disminuye a medida que avanza la gestación. La incidencia de hipertiroidismo o bocio fetal es de 1 al 5% de las pacientes con enfermedad de Graves activa o pasada y esto se asocia a morbimortalidad neonatal si es que no es reconocida y tratada a tiempo(29).
La detección de TRAb en el primer trimestre permite seleccionar a las pacientes en riesgo(32). Un valor mayor que 5 UI/L o 3 veces mayor al valor de referencia del laboratorio, en pacientes con antecedente de enfermedad de Graves tratada con cirugía o radioyodo, es indicación de seguimiento estricto en búsqueda de bocio fetal(31) [1+]. La evaluación de TRAb al final del embarazo en pacientes que aun requieren tratamiento antitiroídeo en el tercer trimestre, permite seleccionar a las pacientes que requerirán evaluación y seguimiento postnatal(31) [1+]. Posterior al parto, el clearance fetal de las drogas antitiroídeas es mucho más rápido que el clearance de TRAb, por lo que el feto puede volverse hipertiroídeo. Si los TRAb se vuelven indetectables, es aconsejable reducir la dosis o suspender las drogas antitiroídeas maternas para evitar el hipotiroidismo y bocio fetal.
¿Cuál es el tratamiento de la enfermedad de Graves durante el embarazo?
• El tratamiento del hipertiroidismo, y el uso y titulación de las drogas antitiroídeas son de exclusivo manejo del especialista en Endocrinología. (Grado de recomendación D)
• En pacientes muy sintomáticas a la espera de la derivación a Endocrinología, se recomienda el uso de propanolol 10 mg cada 6 – 8 horas por un periodo máximo de 4 – 6 semanas. (Grado de recomendación B)
• En pacientes con diagnóstico de enfermedad de Graves en tratamiento previo al embarazo que se encuentren eutiroídeas o utilizando dosis bajas de tratamiento (metimazol < 5 – 10 mg/día o propiltiouracilo < 100 – 200 mg/día), se recomienda descontinuar la terapia farmacológica frente al eventual riesgo teratogénico. Para esta decisión se debe considerar el tiempo de enfermedad, el tamaño del bocio, la duración de la terapia, la función tiroídea y el título de anticuerpos. Considerar que la decisión de suspensión de la terapia debe ser de manera conjunta con el Endocrinólogo tratante. (Grado de recomendación D)
• Al suspender la terapia farmacológica, se debe realizar control de función tiroídea cada 1 – 2 semanas en el primer trimestre. Si se mantiene eutiroídea, se puede realizar control cada 2 – 4 semanas en el segundo trimestre. (Grado de recomendación D)
• En una paciente con diagnóstico de enfermedad de Graves con alto riesgo de desarrollar tirotoxicosis si se suspende la terapia antitiroídea, se recomienda utilizar propiltiouracilo como primera línea de tratamiento, desde el diagnóstico de embarazo hasta las 16 semanas de gestación. (Grado de recomendación B)
• En las pacientes en tratamiento con metimazol que requieren mantener la terapia antitiroídea durante el embarazo, se recomienda realizar el cambio a propiltiouracilo al momento del diagnóstico de embarazo. (Grado de recomendación C)
• Al realizar el cambio de metimazol a propiltiouracilo, la dosis debe ser en razón de 1:20 (Ejemplo: metimazol 5 mg/día = propiltiouracilo 50 mg cada 12 horas). (Grado de recomendación B)
• Se debe utilizar la menor dosis posible de drogas antitiroídeas, con la que se alcance el control metabólico adecuado. (Grado de recomendación B)
• La tiroidectomía durante el embarazo solo se recomienda en escenarios especiales como alergia o contraindicaciones a todas las drogas antitiroídeas o incapacidad de alcanzar el estado eutiroídeo con altas dosis de drogas antitiroídeas.
• De ser necesaria, la tiroidectomía debe realizarse en el segundo trimestre. (Grado de recomendación A)
Varios estudios han demostrado que tanto las complicaciones médicas como obstétricas del hipertiroidismo se relacionan directamente con el control de la enfermedad y de la duración del estado eutiroídeo a través del embarazo(27,33). Un mal control de la tirotoxicosis se asocia directamente a mayor tasa de aborto espontáneo, hipertensión gestacional, prematurez, bajo peso al nacer, restricción de crecimiento fetal, muerte fetal, tormenta tiroídea e insuficiencia cardíaca materna(34,35) [2+]. Hay estudios que demuestran que la exposición fetal a un exceso de hormona tiroídea materna, podría determinar una programación genética que predispone a los recién nacidos a presentar trastornos del neurodesarrollo y convulsiones(36).
El tratamiento de primera línea durante el embarazo lo constituyen las tionamidas, dentro de las que se encuentran el metimazol, carbimazol y propiltiouracilo [1-]. Las tres inhiben la síntesis de hormonas tiroídeas mediante interferencia en la unión del yodo con la tirosina (inhibición de peroxidasa) e interferencia en la formación de tiroxina (T4) y triyodotironina (T3). El bloqueo no es absoluto, ya que la tiroides contiene reservorio de tiroxina unido a tiroglobulina, por lo que la restauración de la función tiroídea se produce en varias semanas. La dosis inicial depende de la magnitud de los síntomas, pero la dosis recomendada en el embarazo es metimazol (MMI) 5 –30mg/día, carbimazol (CM) 10–40mg/día y propiltiouracilo (PTU) 100–600mg/día. Se pueden observar efectos secundarios en 2 – 5% de las pacientes que utilizan tionamidas(37). El principal efecto adverso es el rash alérgico. Los efectos adversos graves, como agranulocitosis y falla hepática, ocurren en < 1% de los pacientes(38,39). Los efectos adversos generalmente ocurren dentro de los primeros 3 meses de iniciado o reiniciado el tratamiento. El PTU está enlistado por la FDA como la tercera droga más frecuente de producir insuficiencia hepática con necesidad de transplante hepático. Es por eso que su uso solo está limitado al primer trimestre del embarazo [2-], con excepción de las pacientes alérgicas al metimazol o con tormenta tiroídea. Hasta la fecha, no hay evidencia que demuestre que hacer un control rutinario de pruebas hepáticas durante la terapia con PTU reduzca la incidencia de falla hepática [1-]. El principal riesgo del tratamiento con drogas antitiroídeas es su potencial efecto teratogénico. En 1972 se describió la asociación entre el uso de metimazol y aplasia cutis(40). Otros defectos con asociación significativa al uso de metimazol/ carbimazol son dismorfias faciales, atresia cloacal y esofágica, defectos de pared abdominal, defectos de las vías urinarias y defectos del tabique ventricular(41,42)[1-].Estas anomalías del desarrollo pueden afectar al 2 – 4% de las pacientes expuestas al tratamiento durante el primer trimestre, especialmente entre las 6 – 10 semanas de gestación(41,42). También se han descrito anomalías congénitas asociadas al uso de PTU, principalmente malformaciones de vías urinarias que aparecen con la misma frecuencia que las asociadas al metimazol; sin embargo, son menos graves y producirían menos secuelas(43). Dado lo anterior se debe realizar una ecografía morfológica detallada entre las semanas 20 y 25 de gestación y complementar dirigidamente con ecocardiografía fetal(43)[1-].
Para manejo sintomático, es considerable el uso de propanolol 10 – 40 mg cada 6 – 8 horas para controlar los síntomas hipermetabólicos (taquicardia, sudoración), hasta alcanzar el estado eutiroídeo [2+]. En la gran mayoría de los casos se logra la suspensión del medicamento a las 2 – 6 semanas de iniciado el tratamiento con drogas antitiroídeas. El uso prolongado de betabloqueadores se ha asociado a restricción de crecimiento fetal, bradicardia e hipoglicemia neonatal(44) [1+]. Es posible lograr una descontinuación de la terapia antitiroídea en aproximadamente 20 – 40% de las pacientes en el tercer trimestre del embarazo. Es importante considerar siempre TSH en el valor normal bajo para evitar el sobretratamiento y el eventual bocio fetal.
¿Cómo debe realizarse el seguimiento ecográfico fetal de una embarazada con diagnóstico de enfermedad de Graves?
• Si los anticuerpos TRAb maternos están más de 2 veces sobre el valor normal (valor de referencia de laboratorio), es necesario monitorizar sistemáticamente al feto frente al riesgo de aparición de bocio/ hipetiroidismo fetal, incluso cuando la madre se encuentre eutiroídea. (Grado de recomendación A)
• En pacientes con TRAb más de 2 veces el valor normal se debe evaluar mensualmente mediante ecografía seriada el ancho y la circunferencia de la tiroides fetal a partir de las 20 semanas de gestación para la pesquisa de bocio fetal, que es el signo ecográfico de aparición más precoz. (Grado de recomendación C)
• El bocio fetal se diagnostica ecográficamente cuando la circunferencia tiroídea es mayor que p95 para el DBP o la edad gestacional (ver normograma – Tabla 1). (Grado de recomendación C)
• En fetos que presenten bocio, se debe evaluar mediante Doppler color la presencia de vascularización de la glándula. La vascularización central orienta a hipertiroidismo y la vascularización periférica orienta a hipotiroidismo. (Grado de recomendación C)
• En fetos que presenten bocio se debe considerar la evaluación de la madurez ósea y la frecuencia cardíaca fetal para determinar si corresponde a un bocio hipertiroideo o bocio hipotiroídeo. (Grado de recomendación C)
• No se recomienda la realización de cordocentesis de rutina para evaluar la función tiroídea fetal. Su utilidad se reserva a los casos de bocio fetal en los cuales los signos ecográficos no son claros en determinar si el feto está hipotiroídeo o hipertiroídeo. (Grado de recomendación D)
El hipertiroidismo neonatal autoinmune o enfermedad de Graves neonatal(45) es un trastorno raro generalmente transitorio que afecta al 2% de los hijos de madres con diagnóstico de enfermedad de Graves. Las principales complicaciones para el feto son bocio, insuficiencia cardíaca, hidrops, restricción del crecimiento, oligohidroamnios, prematurez, craneosinostosis, microcefalia y muerte fetal [1-]. Las manifestaciones neonatales incluyen taquicardia, hiperexcitabilidad, dificultad en la ganancia de peso, bocio, exoftalmia, fontanela anterior pequeña, edad ósea avanzada, hepatoesplenomegalia e insuficiencia cardíaca(45)[1+]. En recién nacidos severamente afectados puede observarse microcefalia, craneosinostosis y dificultades motoras, por lo que es necesario ir a buscar dirigidamente la presencia de anticuerpos maternos para lograr el diagnóstico precoz y tratamiento adecuado(45) [1+].
El hipertiroidismo autoinmune fetal y neonatal generalmente se produce por el traspaso transplacentario de anticuerpos maternos antireceptor de TSH (TRAb). La tirotoxicosis por enfermedad de Graves generalmente mejora en el segundo trimestre de la gestación por disminución de los anticuerpos TRAb, pero empeora en el periodo postparto. La mantención de la función tiroídea fetal normal, la cual es necesaria para el desarrollo cerebral óptimo, es compleja en las pacientes con enfermedad de Graves. El hipertiroidismo fetal se puede desarrollar cuando los receptores de TSH fetales se vuelven fisiológicamente respondedores al estímulo de TSH y TRAbs, generalmente alrededor de la semana 20 de gestación, principalmente en mujeres con altos títulos de TRAb(45). También puede ocurrir en hijos de madres que fueron tratadas hace años por enfermedad de Graves, pero que aún tienen anticuerpos circulantes, por ende, a toda mujer embarazada con diagnóstico de enfermedad de Graves activa o con antecedente de enfermedad de Graves tratada con radioyodo o tiroidectomía, independiente del tiempo transcurrido, se le debe solicitar la medición de anticuerpos TRAb al comienzo del embarazo(29). [1+]
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)
Tabla 1. Normogramas de circunferencia tiroídea según edad gestacional y DBP(47)
Existen otras causas, mucho menos frecuentes de tirotoxicosis fetal que son de etiología no autoinmune, como son la mutación activante del receptor de TSH en el síndrome de Mc – Cune – Albright, las mutaciones de novo del receptor de TSH de herencia autosómica dominante o los adenomas funcionantes autónomos, que son excepcionalmente raros en fetos y niños, y mucho más frecuentes en adultos.
El hipertiroidismo materno puede afectar al feto a través de tres vías(46):
1. Por el incremento del riesgo de diferentes patologías gestacionales en pacientes no tratadas (preeclampsia, hipertensión gestacional).
2. Por paso transplacentario de los TRAb con capacidad de estimular el tiroides fetal y producir un bocio hipertiroideo fetal.
3. Por paso transplacentario de los fármacos antitiroídeos con capacidad de producir un bocio hipotiroideo fetal.
Para el diagnóstico precoz y tratamiento del hipertiroidismo o hipotiroidismo fetal es crucial la determinación de los anticuerpos TRAb. En pacientes con diagnóstico de enfermedad de Graves se recomienda la medición de anticuerpos al comienzo del embarazo y se debe realizar un seguimiento fetal ecográfico estricto si los valores exceden más de 2 veces el valor normal(46) [2+]. Se debe evaluar el ancho y circunferencia de la tiroides fetal a partir de las 20 semanas de gestación cada 4 semanas(46). El bocio fetal es el marcador ecográfico más precoz de disfunción tiroídea [2+]. Es necesario determinar si el bocio corresponde a hipertiroidismo o hipotiroidismo fetal. Para esta determinación existen otros marcadores ecográficos como la frecuencia cardíaca fetal, la vascularización de la glándula tiroides mediante el uso de Doppler color (ver Figura 1) y la evaluación de la madurez ósea fetal. La frecuencia cardíaca fetal mayor a 160 lpm, mantenido por un tiempo superior a 10 minutos, y sobre todo si se asocia a hidrops, orienta hacia un hipertiroidismo. De la misma forma, la vascularización central de la glándula tiroides evaluada con el Doppler color y la visualización del núcleo de osificación distal del fémur, previo a su edad gestacional normal de aparición que son las 32 semanas, traduce una madurez ósea acelerada sugerente de hipertiroidismo (ver Figura 2). Por el contrario, la vascularización periférica de la glándula tiroides y la ausencia de visualización del núcleo de osificación distal del fémur después de las 32 semanas de gestación, orientan a un hipotiroidismo(46) [2+]. La cordocentesis para estudio de la función tiroídea fetal no se recomienda realizar de rutina y su indicación debe estar reservada frente a casos dudosos, ausencia de respuesta a tratamiento farmacológico o cuando esté indicada la administración intraamniótica de levotiroxina(45,46)[2+].
![](/Portals/0/users/014/14/14/Vascularizacion%20tiroides.png)
Vascularización central – Corte axial
![](/Portals/0/users/014/14/14/Vascularizacion%20periferica.png)
Vascularización periférica – Corte sagital
Figura 1. Vascularización de la glándula tiroides fetal
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWIAAAFpCAYAAACmmyK5AAAgAElEQVR4AezdWa9lVdXG8V0FFI29Io2FIGhiAgqJCbd8bL4DdwQTjBoICKU09gioNGV+k/2nxlrvPqeODS83ZySr5pyjecYzxpxrnl27Dnrl5s2bNw+XctmByw5cduCyA19aB65+aZkvE1924LIDlx247MDqwOVFfHkQLjtw2YHLDnzJHbiz/NcfeqTp5XjZgcsOXHbgsgP/Dx248dabK8vnF7HVXffceegr4zvvvPPwj3/842Ck+/TTTw9Xrlw53HHHHYdPPvlkre++++7DRx99tIDYCF8PPzEe82n75z//eRD78ccfL0w5SLjW8NjFymF+3333rTmbh/9dd911+Pvf/3645557Vq5w6PEn165dW77mYdKxi4ODE7l69ernmK3lwomNH2wx9AS/4qqpHvCJR7rZG7rqDZNdTTiaf/jhh6t2o7Uc995778KFP2vBr7VRTL2xF+nkbE+N7SU89aixequNH45ijfVHDdZGOM3Z+eIrFg98SD1gby23uoxwCC7icPCww4PTXhRvjJs45wUXc5hf+cpXFma49DD46Hf7FK4YOlz5yK9/4sznXvOtVn0gYvhb82eXRy9g5g/HnF/7A698arX2iE3Uw1Y+e6ZvH3zwwfKl98xYc0IP3wiTPt9pg0lwjJu+liO8alrOxz/Ezv6Jw5cv7jDaTz2tz3Rs8skbH/2UD87777+/RvizJ1Krq1E8PHnT8Xemwq4H2Y24kM5OvVrKw2Fhtpew4sYfb/zt6b6vbJ2zu65eC+5wpX+s84n4yp2Hw1e/+tXPSQMCjLh5ogAJkGOLZBuZX5tET6yRsAmIK8Rm0cPxmNeELpVwrHuZHTjxCsNNo2Hhy8dIL0+NroY4qwMfG8VP3mrgA6/NmnO2OJp3YPBsQ9jF4inHHNtAcXt/GB485FSzddz0UU46wq99MM+veviY5yOn3vAL34gjH7Z6a4RJqsVcrzvIYnCRI2xr/nDFm+Os//ImbO3Rt771rcOjjz66cOnsifivf/3ra27kQy8Oh9dff/3w5z//eb2Qcjq76vDQ4+OswcP3G9/4xopn+8tf/rL88P7tb397+N3vfnd4++23D3/9618/r2P2gx9RC9zmcOWr7+zirOnxNbZnuBA+9MXDlMNTb2ERfTBXNz9nglgT+2Tf5GjPYHTO+LRH5vD4G8WY4xPeAj3GTB3u1mLSVw9+cuMGa/rgYr9w0Bcju3n+dLCqrbqs+danYuNbrjhXH35s4puzmXvqmX7aB4KPGKPeyaVHMOwjXfE4ieUrnq+1PtCxh8nORie+Oq/dcffh5CdigQEIsEGkDaCT0IPY3/72t0XUWhwCDpKkYvmTRkUScTD5Zbe2WR2kihFD76eguTxtrFGTFMquUdnEW/ciwMdpHhZN+9rXvrYwaiKuYj3yipNXjmxtilww1FwP+LTJYjsIuMhh5IsvW3xWI479F6fO+BaTT33zU5fgChNPXFrDoMfJw44vmfXMOZs4vIqnq6/0HrhEPmv4/I1JufHRs84Tnw6s2h588MHDz372s8Mzzzyz4n/961+vS/Wb3/zm4eGHHz488MADh29/+9vrrFl/97vfXX4uzhdffPFzrPvvv399UvrNb36z6tOf69evrwdHHP7whz+s8yevy5g89thjBznxjJueeAn1rFqbW6uV2ENze1btxux8rKu/ntCZy2OcmPVJLP2UctgPOdjbU35i6XH1WIsxL7acuJN9Dmu+elZ94ssXjthys81zCiMe8sFyVooNq7MDJz585AvPHAbJZox3fOnas/zZOrv2ID0ucMOATefBI17x7BO6HHR9YIUHo/0Xn/Cz7tM/fVzzabz1MffohIRkxNilYA4EeI0pOT2dpCXKH046ja3AfG2AOX9NNLaG7yC5eOg8XhY6o1jY7HibG3HRfPn4EqPcGucSFMtPPXJmF1N98+Whg8+frzVfgrd5/jjgZPPwiGc5xbjkq6U64UwfuWClF4eDXGLorfWF8KdTo/zZ6IrF3Rr/eo2Hdb2DDYM9/mHyw90oBzwPwV2suInNrhf4iJOfH94+pfok/MQTT6wfirBdurAcdo85buZqxFe8C5TurbfeOri04f/xj39cF7tPvXx9ivYi+OEftth33313nQMcrH/84x+vGtT0xhtvLL7yqgMugYc/nZGwVW++6muP6oncpHic4BH+9ds6TrBxC9+8Pcq//MawYfATR/QLJrs5TvzlLz7u/IubOfSlM24Mt73v7Istl7rkYqv+FXjMkS8f76R8OHWucCOtw6Vj8z5XZ/sBi18+cvDhb2wP+YmRszzVTV+MHNZsalUT0QN56i1d2PDY7Be72tUAg4/c5VpgPuw2MZbQnCPAHut0jWzpizf6/kZiko8xUZDG9z1P/ggjTyqq5mtMF6niSNjN6TVI7g4RfjDV1kE6lWfWwQ6rOo0zh7zwXVL8zG0QztUppoM4ecHhpy52vQjfHNcOSRudHQ6pPjUVA5NejTDwYDOGYx4/OTpUYmGzzVzWbKTY9oFO3XLBN/KNuzkdwRO3+OBoL32yffLJJ9clrJe+HnCx+hpCvBgXqL+1yEHk94mXn0vcp+DvfOc7y+YPn5hxdfE7V3Ia8aK3t9VtTgfLefQDAB4uP//5z1d97LjoT72Rp1rp8LRWZ3stR/vRvsHlJ6Yzph7c2IzsHnk97CQMOvGN8lhXnzke9GrPFxc9DDc9bPvUWVrJjn/wIUZ7JlZf+eIoB11iHncx/Eh9Ds/e48ZOF64xvFmX3HyzhUNPwmCfNWbDiUxufMOZ82Ly13/96ewuoOMPS3Ewq5ONzl7h4anO9lHt5vb75md/OV2Qm4s4Yiw1qQ0uYaRb8xXnQUDTJRFv0/w05OtxGLrAvGDWkXrvvfeWr3wElnkHiq8ccMPDRS4bEneFaoDmGek1o0PDV3w2OXC0ZutQGnEVH5YRFlmNHAcUZhzw4gcTXzmMzdVC+HmqsZrhePiz4WGev1j5rGGZ85OnQy43e5z5xJGNGMUZ1S5HHPiSdHyymbNb44kDHbEuT9zp9CM/o8v16aefPjz33HPrAvQ97TvvvLMwXIYw8Hcpuyh9sjXCkst5sQcefnvxidPlCsenX8KvC1Cv9IbOBYyP74eJM/mnP/1pfdI2L6dedJbEl5feGi+Y8vLr/NDzxaU+iaEzdmbZ9IZeXmOfJuNAR6zFhpeOPV/5+Bg99MYp/LOxFy9uvxZnz9tX9cXH+THvgakGEmZzvYKtR+qTi29c6c2TcliLIxNTv+VPvybHP+LjnNj7+inGur2hx8FajfYBpjrwJXE24mffqjsfOP3tT6zz0B7h0r5+Vsetc7u5iIEDrCE1QFAvHXD6sxqFHJHcHClFIwBDLJvG1HAjwjCzKVAz2MTJy9aFw7fC+BEHgx9bzbKWC54c9MbqxNFcDrkIH9ge+aqZnU6+Lsc4xgdHIo7vrKk65YMZR2tx/OMGV8/w1r82N/74yjH7I776F4njPpjjARvvuMGn98Al4vkZPfL0wsWxmuQjONCR8Izp1ScnHOJC9bWC729dtHio9wc/+MHaK4cZBy8KDn0/3DnwSVicmFOCV/WYu5Rd5Pxx8Pje2WVLB98ZuXHjxopTJ+7+MfDVV19d//AnBie47LNee4Rbus4TPzFsnT98+ak5Oxses9fW/NiMsx4Ys8Zpo9czHKbPqT7RFWvkT+TDBUZ2erXoA3y+nb8VdPyDP73akjlnjxsM9RHzcK2bz57jRGCYd756N5Zx/JuWPASffJwp4m9J6vT+957B1Xd848UXlwRPfsTogQ/DqD9ws+Mpht05LD+fTz/5DIfv5iKWUGCJas5CPTbLnN4jaYVomAIkiKC5l6rDBD+SmgiD8Kfn108UI/zytCHW+cuHr0eBuITLJ3w28/gZw9P4moMLjmLl3h8oL6sNrZ5yVFP56DW+tXx0+ImHy2bEl8B2cKq52PpRbcv52DO+csPnLweZunKwq9MlaORD177x68Wjh40T7PYYfjmM/NhJ6+xTZ66vcqnHReof6Kx9HeErCjlciDD114NPP8Tl0bu+iuB3SugnF2svQP7qlJdOvvYOlh8Evtr4/ve/v74u+eUvf3l46aWXDi+88MLCnOcEHk71TE6Ps5jwUXd73N5a660aE+eFxLMXm6568t3rxJTfSKqzHOGGESZ+e1s+xrCrQ7/Kld1YXnb18cfBmF859+tiJ87MO/mFEa490HOjs6Vv8vObXJvLgRd7ewe/HHDZ3AvmHucF7twzeHI6t3D4WYtN+NtzOhx798Ws+fj1tf9zESPQoYg8IHOiyApBUHIkSM3ji0CHMhxr+mLo5VMITCJ3HNg98iQOFl2NgyUeNm7p48yXzZovLBj8OjDZ4sBHTW1Um9Khzo9P/TCWP944y1N8tYmLkxx8cDB3mODgSvSLyF3f6199mbXTiXEI4JjjI6c8Pgnwx8Ull52P/MXNHpiLkR+Oh4jBxcGC24uglvYwznLxd8m58Fy++PiKCh4/F53ve3GwfuSRRw7f+973Fk+/4eArhnJW+yKyu6zgksZ6XF9h4zcFZ6KWxx9/fNXLX01y6781rPpntMapnsDl137GIWw1yq/vxbPxpxcLz9oeiQ+DznyOxcJii48Rp3z5TeHvwSPJt1rSG/l2Jq3lwjWJY7HZ04dttHdq1Qv9gjvrDtNYPeb8wrEOW05z/Sq/HiaTJx1MOB5zEkY1FpOPsT2Tq8u0fO2dPqmJLwxrsfx635ylyU/+Wzfc+F42p5qgQM0DzgbUY+6RiBitNdioKKT4Io+Ag20Ni858Cl044luH30VRToW6BDSmZsA0n02Na3nni8y2zwMfDr82Ti66OMNnVxcbbnpFbAJO1mzG1vWEj7zl55dODv746pmR8BEjdz0w0olpr7KHLRZOh4B/+2tO1CLOU/8a6eDLBVMNuKrZT/c4wcFbnvgbYfsq4qc//em6YH0qpvfrZP3+rt+ccAmyecz5EJ9e6fCBldQD6zmvJnr+vmLwGxXkJz/5yRr9wa/+tfb9s38Q9FWFry+8QD6J2wO/jaE2gksvMp70XbT1qH7KwzaFj9wec3vLn0z+s67OXj5x5w9jCl96z8Tgg/feXs5GfuF3DsJPn0/6GTvn7PLBoa8XegqrXvCrl3Tz7O/xiuscWxN+zVsvw+6M6HeXphh58drH441L/OVzRuLM39wDb54PMQSfapbXc7j17c1hu3Oj8YJ7+QRVtKRe9grgF0kHvheQPlIKREhTkfECs3UY2MTJYy6Hx6ZZe+SvYPmt2YkXxTpedHzhr4LHVw4dKPnEsPM1Vm+88MZVfrXxoyNwuniNYvKFQ2ctTry1eHWXq82jz1estRgc66GcbPzUCc9aDXKLgWekF59OTHH88zP34MjePhm9IGrMxwg3znLS4WhfzYkRP7mz+T7Xd8I+DftqBI7LWw0+9bpgfRL2Kdl3t+ZGdgJLz9j9oxpcP3y9DNXJ5yzBSb7f//73iz9+CduMVZevJPxe8WuvvbZi/Goc7rj2WxXi9Ug/iDhirT423MKPp7VeN9ITa3XN9TIcv7Yqj3HybS4nXHZYU/ZrNnvrEc9uDCsdP3g44baXcItjT7f3tYalT7P/Yu3tjONDL6+aksmznHycX2eWXQ7vzFlS3MQvt7zi84HB1sOGe+8BuzNKX3+qDQY//Iz46Tehy28p9p+IKyRivYgapSFGIJJLDBz5LimgCPSIgcG3CyVfOHRIGuEQc3E1g12+NoSf7/dqSDnkMffEV4PEl4MNLt9qYVNvcfR0fLxM1tXVi6du+dXC7odLveNrruZy0OFdrjavNU5tWP3BXTxe5vRyuvRcKp7ywyFG3PCJv36ay8GGV5dEa3E4udz4ymmUQ7zY+OBgjVt9gMcvnuq3hsvXp1kXKL64+au+OR+fkp999tnll06N8PVMPiNMlzj+eMGA7btm+lMiJvEVh0tUDAz9FicnP3o6n5o98oarLj8EfH/8yiuvHH7xi18sDHHFt0/1QA6Y6qhn8NnFlZOPOTEnrdfieOGna8yvmHyNUzf9p4+eTr+Jh6e6iHPQeVLjFPHh77GmX/N89YBYyzVjzZ0bfSOT58y3jOMHhR4TeM3zmaO64OCgns4oLuZxLIavGLa44tb5tM9k1lSsGO9I5xgW2eegu/V3vLGBHAV5JJfEhkhqVCgibERCL5Xv+7xEXVhsMEpcIdYRN858csBCHpYYePGBqYEedvHmeJGwxGlCuY01JQw1iDf24sjVBbMAj3/Ij9esYV5A7OGKJ+lww5HIRfBx+cFoDntK8UY+uHopxOkPnXjSiyNP+eNbrBrFEb2jr2/2EC4O1di/8sKRGw8285mb3oObv53wwcPl69Nu3/PmJ7+5ryX4u0x9DUHiyOayNcLTN1xdjn5g+FWz2Vd8/GYEP3zlTeTyKZsP/F/96ldr7hMuPTx6j0tY3bjXR3EEph6pzeNrivpfbbim40PYSPudL9yw6czzbZ4PPezer+ImvvmMC2slHzxaT4ypE+dxJvRkj5MvPnpN+mHDN9yz4rKL6yyZz1jr6Tdt9lic/uKQ7/Q5hUfXe5PdOAWGx9lqH9nlUysdXuVq5EOPm3eRH5vROWLDld058GFiyuYirjjORKH9NADqgLYxfDUfqBeQ8BUbIXYFRVxMh9vh52uzvYzmdBVbEWLM+XnCgtOLP5sGB28x5v0HAbA1QjyRUzP48e8Fk98aJv5ylt8m4qO5+dHBpSfi9KGDacQjjHpE36aKhYEDnjhaq1G/cZUHL77llAs2f3rYfOIMQ144caZjtxbDDg9G3MzxMxKY8vDjr3a9l79YOnh8zV0YvpLwV3r8zfnCxccnTDp8YMutVvV75LF3vn6wFutyFIc7DHp2sfzNcfrhD3+4eNOR6oi7Cx4P/2hI8HWxy8cXJxe+GunE1RMX90MPPbS+O8YjrmGrv76LgeOc0XkI315Gc8KGu4e/XuZrhEVn75J45cfHE2Z+Z417v7mWB1airmlPP/mk43eKS/pwwk8/uevHXE/f+ijfxMrf2DxOjdNWXnh6m815LAcfZ4+0J/ycn3KHbS1u9iQdjHI4NzCmbC5iAJEQ5FAApiMAzJFIvDwOMj+Hy9pLAssLQuCIyQ7bPDJGBxp2NvEe2Iqhr0g6ebzgcRFbjHzmfFwIRrF4GQkdH3Y6OPHhF98OoEbKqwe40/NXIxz8SHlx9vQJhr36yg0PDgy4XkA6udRAV62w5aXjL64Dgj/8cprLoQ4c86W3bh/k4CdHGEY11Ks4yyUvDByqefKPnxw+PbqwXJz0ctDrq56wy9En3Dff/Ox/DtCvs8GMv+91fUqVD18iFpZ+4eRyxJPogXyET7rm1rjwK4bOJU/vHMrt07XzVc04+Yc7az9c+HVm8dAfjzwe+Ea9KjcMYj3PG52+6j0f81MiLoxw6NrX9l8duOgZob+dwMlvzm8XhzOJ84wN7zyM6X/KDwaf3kk+ctKRGZ8vfT1ZTuOPPaf92tm0N/W5PCDSFTNtpaDT+8Ra3Lxn6lk+xs1FLKiGcnbw+9QZuM11GIHbcGLeoUaST2QVxY8PrBo6feTa+8CFiVMXVAXQsXVR0eMnJ/6w85GXqAWXMK35sZvzF2+ka+QDs7pg0cGRky+7UV/4eazZ+VnHCwc9KIaNzppeTL56omfWBKZLxujBu73gox+zvvqFLz8PnYuGv7zyV6PcMNnirg9iyht/3PiymcNs7m9Ovo815lcOFy+bS5qI8Wtp/povp0cOdeALw/77FAvDp16fpPHhC89XHy5SfLogYYtXixqIeLnkx0tueMSlK1efYPnaD7jmPjF7mVzG4n3qhuv3jOWUx57oJ71nr7OWkw/uRhJPdbOTbGsx/ph6OazDLC8c8/9WZq7bYcXFvpjrRbzOi5Ujrs3L23ri6eEUPvbFexJOI7+wZoyzZU/x4zt95g/OGRMW/4lPb41X+sm7OVzz1sYpm4s4Y4ewi9N6gjhEvbAdHGsvjCITcfRI2KBZpHUvnALk8nL0KVc+xcnloFqzw+zA07GT8M3pYeKGT4feiyWWlM/cJQJbTE91GNWAK4GRjzz1yjxhx0cO3D1y0MWFDz0JTw44bWp662oxevipJV86eGLY8MatNT/7YyTF4VQ/YfBv5GNO8Fc7gY8rfHlm/+ZvGJjDE8ffCNNFqjdsPvHK4VMuXHxchnzjJlbf6OVz8dGZuyjVbS4ePmw1eUGdJzZc+zU5F2lfi7iI+fsfDiJw6cKG5xKWAyZOzjEu8P1Ase6/0pOn/qkvwc0anrMmjzV9/c/HeEryh88nf73Sn+yNMMw95CzcaSu2cQWe8Uf5ixfjLKQ/L1+Q5TF6SLp84FQzm73QR32z7izxp2e3J6d4sHce8ofhIY3FLuXxj2z6LXecps/EmPNqkFu8Pk3ZXMQOkSIEmSeRQkQhEXKYiuFLLxFxMFxgU+CIJ71I4sV5YYwKhGFkQ5qvOOS9CDMPfTzgao7cM48Xph8CMGHIAYefHCQuMDxdBGKnnZ8+ie+lYlcv3kQMXDgEVnFs1njmB0t/xLPFoR5mDw9vtrjJwYfAiBfMNh7n5vQe8XiZV291yQVLr9jrT/5GHHDh41L0D2/+Wu+isxbnBwAsuD51ius/J65fcMTYK370cK1d0o34uzT5+I7X/3JbPVI7P1ycFXn6Rz3+Yv0DnbMGW//l8b9z4RM56WsPXFzYff1Qn/FXCw7wYPGLM/8p6idGPmLlTYdHe8KeX3HL8RifTgzh74HXPP+wWt9uzL/8Z/nzI3FpnLr9vJi9/lRsPBr56Jk+u3AJW+eJfeKb2/f8y5EPm8c5mWd/AY8/8g+/kYt+l986m310nsJ3L+XXGWX37GVzEUfaCMDLjGyXiANA76AD45eNX8U7rMiy08PxYoijRxiOxvKteXQI0/MhXb507B06RcKlN9J3OYpllw/n5uKrqVxyxxFfD121duiN6fODS29ttAHmBBc9MtYv8cRarLUDYY4X/3DY4shO4OsPP7bqUbs5sQfqcfnJjU88+My/RvNn1y/Y4vjQlRMv6/rLp76Gzcfl69Nhl6Z9cwmyEecEn/jjRPDpk66LG3719LLgx+Y/BtEfly9s3w2Hv8CO9ahFfp+2iZyw9EauRI98J83XOfK7yy5gczz8Q121qdUatt/kMKrJ1yIe/wGIyxl3eHKS+oa3ntZLI9Hvek3XGVnGC/wBt70P89/FuECa5QJ35mh+0fiL+J3CpLMfyb5e+uJwbP/p6wV7c3p7VD3Fhj/98pHTnhrtqZji8o8jffhxE8PPeeJXbDk3F3EXhlGQAyLQ6CUCYB2JGqJwB0Iyh9NB5j8PmJgOTRcJLL5eEvk8/Ogr1kvIX2yN4CePYo18w1YYXjAqWJyYhA2mXNXARhcXNjE1sNiw2D1E/R41k/TmYZSzHxJwq6cYvmJxMtZDsXopVk3VKw5n+nrBnvAjcGDrkR98fOMq3lqOety+6QVbAqMnnvrPz0Xpqwhrl6TLCqaLmQ62i9Ao1mPv5cLZHDZplBum3orVr/Lw8xWCR03FWbsQXZpicJNTj+Cwu2zlwNPTVzZ6IkZs/2twfsA89dRT64eM/3U4/6jYDzO1+WEgxj9K+q/39LOLWl7SPlirYe4Re/td3Xqzl2xn6YuZfs2z7WPPWvMvdvpM/UUwJ8ZF/MslLv/m9k7/Jib/6Vc8v/lep28sxrjHmz7Z5ihmxjszcuG3F3uNi/0uZmJN/81F7MD0sruMzQtk82IBbC4BOyKSErow+Fs7nOKQQjjyYoqn58+XztpLJN6L7GXhT2/txYXpRRYnpqJxjyNu9HCJeHFxNsLjLw4eO3/5E3540xdfTiMOfAgsPvzZ9KPLTj2JfGGJUR98Yz+gcG+uB2LoxJnDE6sGteHAlj1fPuweOmsCA086HKsJB9hw6vvkLg9f8S4jFyYcGLh42MS6zOTzhMfPpUiM9C45PRfX2QtDrP81NP9I1r64AF2OeHS5uqjVok46nMQa6w9/4gKnhyHGVwz+UdBvafBxFujVDVctLm5SL3DA0Sdtn6j9RoU4l7l9Y2tPjGxT5IFLOnv5T79Tcz1rP9mr65TvRXTie9S9FzY5yZznR/e/lHIY8TmFT5dfufWPxNW8WLq9f7bip3/nz3nV6xlr3pkS015PvO6LdJ2p1uXcXMSASuiAdiAcFIdZUj6TqMI0ydiL5pC6mKz5S9rDr0al6zDBQVSMnOZeaJzYwmvNT2zx/GHLjUObVx14x1d9Xeb86eGJkzMuRgJDnl5oF4UY/uZs6oGh+fGGja8xPZ58Xax9NSOPHOLxkqdLmR6GnshJ5KOTx7zewOVXzXJVnxx8rfnHCQ5cjzhS//jgI1auDpbLkM0l2385Z+3xiRGOy5m/T6jWeLmw4LmoyqdWF53Rd7Ww9cXYp1XxanNJ+q/x1OGTp8sWJhs8/et7XnXQ0xnVwMecyNd+qdfXC2LLxa5P/gMQ4hLmgyMMNYjzwMXJJ2M1+0RNJx6OfbBO5px//IzOEw5iCV/6GWOd8FVbMv3STf90068ccHA1FlPufKxnvlN46Yq1Di+bMQ7TL91Z44w/NZ88w8hv5tnnn2s9FWvs/UgXvtGe9647S3Qee9fZ0qsZG5c5bi5iJHvxOBVsdDj6BONg9UKKsUa2yykibSY7DL50XQZdSOx0MNjz8SJ6aXFSmHh+vVji82GT1ycUMV0as7nxLAcfvGAa1QRvvjRww26E6eWzhjVfGGsYsPSjWhpxw4O0gfzKyaYOglf5jTiyx0M8HrDpzOsHjPLA4RMHfYZFxNUrOnH45IOXOHp1erpw/e9HuAjZXbLxgitOrS7luNkbHNnsoTjx5bXGn7j06iEMF5zvhn0fy99vQODd1xIr6PiHfAnereX1iRcH9flNBzn1yf89El988OyHme+QXao4xF0P8ONff+DSy+WTsREGntWHE724KdaeeNqvfC1L+cAAACAASURBVPGbMfkUX6x1uPm0PmUrvlGMXGpsL+nsU/ETt3nxjTNnulO+/E7pi/miRjnltif73paTzRkn9jd/OnM9EmvusV/GfLufnDF+7M61EbaRfsrmIuZgE7r4AErqE4ef/g6ow8ZPQdY+sRAvBSLz0CFXwUYHXrwcXrJZbITpIupFhqEghcB3SXgprGFWPA4w4cCXx8OPnsCBjzu/GtVho1OvWmCLk58ed7Z6VC56HGCIgUnk7QfCxMINBqkXRgKjubx8Cf84yguPwCf1kw97+4e3WmGa94NBPB86j7rk8/BXA8xqt9YTew1DbT6VOhf0fkCz0eMA0ydl8fxdWrji4UJ1bthcovzLqY+EzafOPiXDckGGye6BQ8Sr2yfkvqemr0981eiyxbX/aMSnX5jy+FpCrLpn38Wpv1+zg6tW+y7/3A86ueyXr2vkF+vCx5Etvs1bG+n4iTPqYzWswN1lK8/E5Z9MfDp+yd6Wnk/7TgefL9zijXNd7KmRb7nUYR7OKf//hW7maB4H+HFXZ/XRTx9z+5o+217nbDsLznU+YvhZe9TtjPeOeV+8C2tfb23X9j/oaCMBSeIQGYE4ZDXWqBB2yZp7EdnoiXmFR9BaA7o04ObbBQJTTi9qF1NNU7h89PxxhaUw+fkReWrEUhx15tWnttWQ40aYVy8ceNXikpCXj0bKbZ69OuDL64cFLDzLQ48XHc5xjR+8+kPHzq866lk59JfgUH4x9QwenrjzzX8Fjf8D0/qoPj4w9MgcLr2a9YOop5j86O0Nri5NIxGjJpeeEVc/1H2d4cHRRS0XfTg4OAM+AbO5zHwy/dGPfrSwxZZDjEvW/1qaS9WFKh+eRD98MoXhgreOi++H1SiGzn/w0cvV1yMwcGhUE3x90Vu98Wt7Rhh4q0WP9EI+6/ZlAY0/1AF/5igX26wzfaMzIU4fLyrlmbhzDkv/9YXeHquLXs1sMDpzt8vLt5z5wt3rsn2RYzmr13pySY/D1LdWv33Ui/Y7zMZ8J3ZYYsxnHv6bT8QOlYY7QMQcmIaX1Ka41ZFpU5DqwujC4kfvZZg6m0gPU0w2+Tqo9OxsbTYe89ApxIHHla3DYk7Yq8MaV5eA/B0qPLLR8wnHHL78/NnDhBMX+XwyogtrTY7fQaohTHoYsxa4sHChrwfmk595sfjoaznltz/EJeEiiZOY7HhYe6pHHvNGGHLV1/h0CcutJ3L4RGwU6zHn11nBkY/6PPrp0vU7xH5QycPfp83ZAz7ViI8L1AXpMpPH/wqaWE/Y8vjqwqdi2DjCVjM83NTZp3A9gOcfCH2t4Ezjyw8/XH1adsESn5jrBV8Xt3VfScDFWW6fuvHSQ5+M6cuHA95ELaeEbzbjXOdPJwcxV6+zZu7sivPMvrJ5cMCpHGEacePDvl/Tx4edrx50VrKdwhNLwsh3coBX3jCmvfhsjWGfWmdrLK9ekfSNYRjL3Vi9YRib1zf97q45hTVxp31zETuINZhTjXEo2ZDXdIc7saldWvwRiRxfl0XNpWd3aGCYs9HDdmEYrek9+fGVi4gn8nWwcZh5YOBNV6w4fjCnLww6Meo0d8D4ylEf6D3VCw+2PEYxNrS8LiQ9mD3SDzp18ndZVBeMeSD4VSNf/NjpxONRPv2wLufsu9j6JV/86Kp7OYwfvuU12heCnzkMFx9x8cCrt3jBVJOLDB+fHsXgyibGJ1O+LjA6nxzhE59q6YwuOnuinv4BjE5vXMjto+9lPT4pu4zZ5Va7i94Dk7hIiUsXF3guT3zbF5c3f3l9nSLGHJ46+Im1J3ga2y912Au94u8yZsMfhlh9JbDENl+T4x/0+mjkp9bmxcCXCx67OR3hk392OM2N4VYXHf7ZjAQPev75li8ubKQcYtmcjXDh5Bd3Mezt5QIZf+RfnmH6j6b1JNzbgeRnD5311jOue0N91c0vzu1dMXuMzUVckAMIWOMdnAg4jJrHz4Yj1UvCh94jjp8DR6xhSh4BxOjgIN8lLE4eOg+Jl5E9DGs41ua4wiNicStWLpIdjlgc5XNY9s3iX7xRjZqcPh50MKa+vsQt3vWG/3whYYRtzE9evMLWJ7XAmz7LYbzY4YuvhnTw08FzYcmhB3pYPphi+LswXb58xMjdZVof6FxuascRjgu4Xsuph/7DDzF85YNN3xkyinFBusTsJQ7wfJXgAnQJw8ZFPLt+ykEP21ptLlmfqon9xxsmfF9ZuLjF4NxXKGJx9ANCPXJa+xQNM4GHgzrULw6GnHrngesTtZz94x0/0j7Mef00wtcLYuRvD+ppvsth4LWH9c1arAfmzCsWDh+PuYePmggcgvdZ8XzUiB+BwTcdPLZyxylfejFT4pHPtP2383icyjmx41UPJhe2/ZN94vKZ9U58881FrMka73GwHCIH0Kabp3MBm3sB2NnoxEkIx+G1AdYOopfLCAtB6w63l8Dhpi+3ww2Hn5dKrEKs4ZLyWssnV82ig0fX5YGjh54/fJ9mjHHt4MPu4IdrJDiy49/BhWsuV3Xyny+MnPzUgKcHlw4nO0x91V+c5Omi5CsergdvOfnwJXrpsiB4tCfVU3/qDR8ini8J2yXE7mIh7OXjwxaOtTkf3NWEh7lPo3jR9Y91LnWXFbs4fTK37/ZbnTj5ZKoveMPGhd2nS3tH1CaXHHDEuWz1zX7GI8549z80VD/EiNV/fYXp03U8+eHnBwFu9qgzygZTPBuOnVNY9PoGy1wdLv9617iKOV56dOk7HzjSEXhwrOXPF34XJX0XYftjTMKlg0fUQW9tLge7kbCR/NnklJ9PemtznOH0vsWHLV945RX3RUs5Zi/Oy8l/1jl92Ty9i2HzEVOssfe//Zo4m4t4boC5QyVYMwXTSajhGspuZKPz8NVgJNgcXofSZrHRsZnDFuOFgcsPYS+BNT8bBE9uMR5zwseaHT48L5IXkh6WePMOAz9i7ZEDfzm7WMsrLoGpXsKfj7z09YTeXF5jPPjCYvfgEI9qFdMPIyM/On7ymKtPP10C8ONQHdbi9Kd6y23N5vLY46vJPvCpHnvh8V2omHoRF5db+eWzrzBc3vDxNPLBV24+4tWRv1i1wKsOeenYzF28RK/qI1yXNB/29t7laS2fx6deo8vRvDqM9hsPn1brE19Y8qpFTg9+bOZ852ju95v5ED8E+PLz2EOY+mOOnz7wIeWmOyXsRLxzYG1OwrdOpzZ+nuqVy5qY65tYT/pwW5fPKAaWftkn8cb2FK64zkfY9HxJeNXJ3z5bZ1uOJy4x+sn1lF+6+N8uJv/9OPOYn5L0cjW3x3pSz7M1dr7VW0zYm4u4ZnDyFEAfiLlEnl4Ym8G/g2XtJfRSE4dPHDxxDu48jPSKQDgfIzyjeHHmFYCPGDqPF58fDLnLJ5cLlN5Iz6985RSvHusOqTr4WovtQOHAD1Z96aAa5WRnI8XBglmseFxJn67Yq5te3W1wPXOBEDgw4cQxfD2Zh5wf3mLFmdcbc3FqrFc+vcH1qdOcj4vGnrp0cITDrm94EnldvPzlz85HPn4uRLUQOWDJT8TxdQmKteYjRn5z3+Wy8yPy4eXRR3o/QHzqVHc57Qd+LvDyiJGH6CF/2GqDI5+85v3/68HFuR7w1SNYhN6nfb2WswuazV7CVz8fvkQeOO2TNY5T1FGfpp5vYs5PLLxE3Z4wpz2d/RLPD6/88y2PPtWf8I31g79HLfHFSXy4+mLNzjZziW09a5jzmXfO9z779Xm+2cTgQJqfh8OX3btTfWLpJ45+JOlbby5izQGoCcQccBvQi5Q9sBLyt5lGL4fLTaNhINmmdOl1YGY8WxtND4u0MY0ONEwvCJxEDnFyinXg4ZEutHzZ4fH1Eqm/y6sa2Yh1XHpZyk2fDY7LlY1OPD64srUZRn3lR/A0rzfxUA88Nbhk2I2Tq/rhwZdHPrUm8bN/cHEyhwtLbnhiwhfrcoHtwqgW8fD1o0vWegpfNrjmzkLYfMth7jtg/8iGN186ecXQ9/VFfSxXvrD8ilu9xE88vU/B6nIR+u0HNRMXIX8c9UDu/kHNJS1Ov9WuTnajeHskR98zi8dNfeGx87cnchvrBUwPjmphL481XmoTY6xOenn4mvP18MOJnvApd+eeH51e0LUWS29N1GCuXudu5mdnm3lgwSA4TSw660QsPPz4wsenGHYPybd1GGeN02/GyreXU7q9zx6Pfer2GNbsnuoRk19jeazt2c1b9/L2O+JlPH6najOIw9fcWvPoHHQNtRmai4RNYjNvM+msNZ7/JGXO1mbC4oeHg0s6LGww+cuX4EMcInN2cy8DfHHyiqkOPnh1KIxi5RIj3gumFk++4ohm44mjUXz1wZBPfnXwZQ8HBr08crLDd4nyiy97lzofuHJ49B4OX7F8w4tj9cPMTseer1FP4IQvp/oJfmJI9YmJlzhSnXrmYdcbOPxx9MBgN/qOlp+8Lj4XE18XU98Lw/CPbEZfOcinFy5nfi5DcWpwCbpg/WARj3uj3D4hu7CJWLn9hx0eeXHip18+fcODZS/12+8p+4Srf+LZjR5/Q9ADuvLKI641bHaiBrg4iFOjvFPY6505uzg6HODqRz5s7S1fMXzYPex7n/DYxXjMwy3nzMU+RR446iu/kY7wd4acBXiwZx6+ek+XXVxYM9epOXy+ZD8/5b/XnZWnOrOXYx9vPX3UQJwd+w+Hrn7kr19XD7f+JrP5RKxhDoaD3csoiWZ7YUgE20RJgHaQ+bGJo7cWb21D2Txy0HVBweWbnxEXo83DDQ4/BZrDN8KjwxmGPGx841tuhx+WGLj8PWJhEZeFvGrjqzZrdqNYNtwJXU2Hyc/DR346fKzpXSyEDXZ89UTNsAhecnmK51td8Ydp3r4Z4baf8sKwxlW8US54fIkcLkW2LkZx8OoTDPzEuLD0oFx8zdVn1EeXj/wuLIezXrDL7YEJn01u+VzULlJccSHixfGT15rIhwvufpuifxB0QcLv19fsvQu52s3huAjVpI/OAa4ue3lg4QPH/+gQLnD46R/eLmgjHnCaqx8v+eq5T/oJTCIvDvpA8tW39s7e4JNdr+Hqh9EzfWFmk4e/pz7z5VMuNjlI+9AaTv6wrEl5+eULk/CDY9Qndrka4w+X3toYLn080i/jBf7AS4yRzHnr82Cmf3Nj9YQPoxzG3idzez9j8yvGPlwbXyltLmKHy2EwagTnNpPOgcyHvk0piSbbiJqLSGQ0OgxzYi0Hn1MxfORgK0aB4uSqcPHsbbI4L0ux+JVbDVPEeBnp23gjPHnVaa0v1Smev7XY8lvDM3ZYYfSSi+Mrhh4/OPVMPc2Nsx6xYsR7wsVTD/nGmW9c4xNWP6nFewgOXZLiXDb6FQa+pDywPGLk9Mm0esXQ6Re7/VInPDW5tMSq1SXn8qof5RQrRt/50idqt3bB+4Tr8nXR4qAOF1/7hwtefP2Whe92J67L1hpHl6/vnvEyh4UXPHWw8YXZS8ZXD/tBgTe+7PT6IHf+1QBPrFr0hOity1h8+8KuFsKPT2dxxmVTazXjL4cYeiM+4uGaG/kTI1s15s9nSjH8zXvgkfpbHG58s5eDPQ7qtZYTZ300Tm6wJ86eU2s4/Iotzpgt33Rz3ZzvWXIKh+/ct5lfnepxD5BT2JuL2Ob5ie3lSDoYmrQ/BAA1PgKS23SN5O8g80GCnwPuJQqLjt1mIckGS056BXjoHWZ+baQ8/AgfehIWLuwuZPnMZzyO4oi65ePHJ18YdB4SHi4kvuxqVQ/MsOLtxRNbbeYeL3A8xImnby4/rHLpkbVcOMPzqBEn+ehJsfCmwICvTj4ee26kw1U9sOSCzwbH3F7SxwM2nf6HWz+t2Tz1nq7zZfQbC2Ll7a/o1i4wPNQlrzUc3xuz+xpC3XroLHjkdcbg6JHvffuhIj87W3XD8KkZJ35ws8tJcNAze6Mn1rD8QPGJnT/Bn64zLZ6vvuFNjDjL69HDbOzW8x9CnQ11wcTNQ+RvD+Crh41OTmtcjXyNaiSwYPKTu3omDr89njUfo5jG8MXIYW1UPz7G1nzoxNLjRcQ00uPHVo1zvhzP+SPMXMpvvbflc9FR787CqffGfR5re2nUi3o3824uYg5dlpwEJx2oNtoaqNHhaoONGqsBHsKH3mHtExA9nQPDrwtAITaizYPV5cJmzS6mwuJo5FsjHDQvsrqK9VJ5SbsAxZh3uVUTP7lgZKfrEuYHU22zXrlx05NyxSG+RvXiKl49eiGXES7RG7n5G+Oih3zojWx85eMDF7/2KjyYuOmHGIKnNQ7x4CMWjjlcNcqBH2wXiZGOsPurPgwXFG581clPjnDU7FEHHi5X+apJDHEWfSKVA67vieXhx0cO2P11v68B8OZjT/XDI84nZ1g+CcvroXdhtx9ywoXBrha1wvKw4+IHAx81yMtXvcUa5RXvko+nGnCwxtGjb/qh13CcF1jykEY++BL4YuHonVxi6Pi3h3KZ0xPxcbPu3chOB4+fMbvc4noW2PGP8I1zDsM6znIUT497Y/sPkn/5ihVHh89FZOYSK5dx1nkRnHyKNZJwWudnzDedtTqqy2ivpmyqYqzxXhoHz2gzHboOj4aY92iihjoM/OCw0SHRgaeHRZc/LMLWpsip0PK1GUY2ermIuViY+MKTw+jpEz4/PuLk4ePAu4jMSbbw1cKXqFF8L2xccWLzyF+f5IYnRk89+gCbX0IfBrsY9ZB6Uk6Y+lJuvLuU24N8YPUC85envsJVN27wPOYw2Fwc6qgunMTDxl9e+Hz0kM5lZe2v8PL6Dx+MapNf7vqrHlh0XbTi7ZVLUk3+EY3olQdfXy30/S8Mc/jyV0v1i4HjkceF6BOrua8xfJLFyyXof2xezfqAo0sWHrsRlk/uuIqn0wN51WitV+1N/WGHKx5feiM/fXapixMPR4/5s3noYeBBqtNYPj7i8s0/vT2BLWdnAnb7qX96xp+fXPVUzrimy89Il7813x74bI14EX7m+cEg2cWwFcu/h095GlfwiT/Yw4RnTRrpkomVnS2f+ORvnH57fXHTRz3E6J3Jp9jNRawpNsOGzQbazIqaDQLC5qB1MGB4+POlh0Vgd/BsfjmK6dBMLKThk6n3QigGRhtUvAbAh8tv5jZ3ENnxqSleQHXDFC8XXL5Ga/5yqItf2GLps8lRbjFEPFxPcS4X+Gz884Mvjq85jom1mvnLVxx98fioD3ZiTZ/OWn61qUW8fOYuL7j63sjfRYIrX/zCMrro9I9NDB3e5uJ8l+sSYqfnL5dLMb74eFzGdHxd0H3FAMsFiou/wovFHxcPm1gY1i5Oa/nMxeAinq5z6YI2dzF2Wbl48XUpE3sml3i84qEf9DCIHsLCWw3mMPWDj1h6fMg8c/TlMIqxF+GqCT59c3j6qDfEWixefPJTM3zxdGL48S9WPD/6xnDE8S0Hu9rKZw0HrhjzYiaf/I3Tlw8x0nvEG+nULB+Z+OxTZlwxjfzCNCYTo/hsMyZd/hOD7Tx9vnzyC8+4uYg5e3LULGuN8Di8XbqCNb+D3ciPvgMNSyPEGQkfG8Vv5oOhyewuGTFxEWeOU2ItPnHAxBm9jPKx20C5io2rOLn4hNM8nw6XMf7lxW/WAF8uvno1uceRjzgjH5+Aesn5xCP/xmr3qVFv8+VfTvzw3ueWj45v3OcIy6WDR7iN/DxwiRGeHqsdbvh4uGzkMbpEupBW8PF3ePnbny4Ze+ay9WnaX93ZcfGIt7ZPaoftjIj1uND12+8J66nLBt8k/rBcxPLqOVyjf/AT5x/zYNUjdfK19qiTdK7g+UFgL/CfOfmxw9UnfP1vTOiXvPDsFf7VZcSHDyxrOY2w6OAYYcZTz+UpPz3Rh/zZPPzgi+/9tNa/RngwwodlLtbDHh5bXORjn3H5T7/8y1McH3wnN7XjBac4fuWX6yzJFh844tSabcam43M7CfM8Xz5qI/b6PF8+V24eGVx/6JHDJ4fPLkEqjdIYzfDYOIcTqKIcSDp+DooCK5Q9skZNhBUuDEK/97Wmn5sAt4e9w1B+uc1Jh4Guza4ONriw4NQoL5KLyOXBrjYvQfWINxdP+Mz6rOWDmQ87fDqx+cCNlzrxFpNP9Yn3xB0/Ly4/enjw9Z7AFIsHPD5x4kvoXWpGsexsMOnFi1M/nX3iV7w5W/HW+Hn0UDzpcqMj4cvhE6ZLF3Y1sLuA/Zdrvm5wIdkL3+nCwEn9cPmxi/dVxcsvv7x+1S0Ml7U5f+dVf+C4ZMX41MsGFxdYvkbxCdWnXPFqlDP+6tMrePWXTn6fuGFns5/zQtcT+8ZfPo+6/d9H9cmfzg8hZ0Nv5eVjLbb/IXu29lRfO0fm+JL20NniDyebvpg3svGvpgVwxCqOP5xy8TdXTz7wYODtTIQPT887m/nTm8PAk494OhLvtTj+Ue3xp57zfOkSPMTFp7U8U5d/Yxh8SOvscw/S5Zv/eeti7rp67XDjrTfXcvOJmEYjNUbyGqL5AdN7oRw4BbFVWJshrhfWfOK0kemtbUY4bTg7HUxSnM2jY4+Tw+pFwA0XjxpwpFOTkUw8L6k4+b345vJ04cnBFkYvCJ1YedjEeMTLWT3mcqcTwx8HdXjCFk/fSN9BlQc/9bY/uHlR46A2c3qj2EZYvQz1ABa9h+BWT/GQR3w9pvPg4WsGDx+XDs7yqdM/vPlr/eOPP75eTJ8EXYTVUg6fDD0wXESNvrOVB67H7xOLcQHDdok7f0QeF+fzzz+/LkUYLlT7BKdP0Ppk7oHN7kL2idZlqHbr+iffvrfWcVeLGPuMi7NmLt5lzqYnet5cn+snnn7gsHtPrGHAFweLsNH7YYErDPvRXvJv/9pPWHRsHvVa55fOKMZY3XLCto/icGGjU7PRk58xDKPcSf7xURMOMxedOLni0zq+4cXTem+b6/pO5xEHv7zTV67W5qewy9/Irx7IRYrNx7jHPUtXzOYi1jQHTiJJHAQHSaKSSeBwKIxouE8YXlAxNbcENZl/GOYV4fKS08hO76l58Ek2L1MXIi41mp+1OPH823z+OPLFnV884xEncexdyupniwcu9cTciwgfHiyxxjh0gMTrKyzSmD8/Mb3Y1p76t4LGJx5rXPmoTQ8TOmJsL3G0n/LJjS97fa9OOlj4Og982bycpE90crvs4LhsjXzgE7Eua7p48IenJji4sfnB1ygWJ18j+NToIlZfF5LL2/8AvHwEnkuav/+Hjj6hurz8z22G66sLfOjE4uDSVqd6zfXHHvTDpT7hqn8uazz0A3e12i9reeJTT41+eLhEiRi+6hXnh4q1XoWJGw6wzfnipd98vGe4Jzh2Zo14GuUSD0eN5vR4Gj1EPB8jKS+/apx2+4lv57sYeHojxhxHecOHUf36gqcRHn25wptx8NizxR1m3Iz0HvMEj2mzLp7PnJ9apwvTiPuU8NOdwiyez96fbnMRU/RSc9YkG0hqnEI0SdN7QRwWTe3g8K+RDpwD3KEwwmVHuM2ysTbfoTPKz8fhIx0gsWzhicODHUdrQlcszvga45hfOauVHi/+bDjg1EXXXL148DNWh7x9unJgiZy4WMPhLwc9Tr0o+Rn5dkHB4F+/rPGKH+7ZYSdxirO1OXyxcjvgOImvdth6SYeHRwx7PVS/i8QnOxeVC8L3rGLxcSHyFesSlMdFLJdewNOr4uj6IYs/jOqHScT6GsGZgmvt8u1DgJwuPXuiVj7qbA6TTh18xauT3YODtR7h6zIvd3Wpqb6bJ/yt1QBLf/RFD/UIRz79g6L6/WAg+OiNOD4ENxw7K7jgjwddfOBYq1lt1kReek88zeEbw+Err1i103vUCENOtZjT8RNvXS/CLzY7LvVqkRrfKccz/vD0geAoDo66etfg4zjX/MtnjBPf9DBgyvGfCJwpcMLC83YSD37mcZtxm4vYQXTIOwwKqLlGjZLYoxn8EbI5fNk11kgvho+DjQA9P/42v2bD6jDwJ8XzES8WXhthTMzzc4DF0lW0fPTi6YjRw9dhM2/Mz6bqxczFR67qDQMOXet+EFSHnMXqcfUb1ccmPhxz+XF3IeGU8NEzNZH6mL2RHz7sLoV6k52+PvUyiSE44WY/1EJvb/vrvZHeJ0yPiwbHLmAY1j7Byqtm62rVV7ouRKNHrb4v9cOsi1huccRFRnyC5ePTuLkLGAeccVObeLn7ZK5nYojvd9n0h4jByYOzeHP29kqPxMPJZt+IWvhWnzneHnupdqM4OOY+xdsXYp/113544q//Yq2roz3jT0/MiXzpeg/lw0dOfo29U9ViFE86D3jxtw7XPE5G2EQ8n2o1hlc/+MWRjn8+xmzFwiT2AHd8Zgxb9fCJNx/1VRO8fdwCvsAfcY9b/YB5SurHtKXDD8997OYiVqiDVUOMiqlhANqYgBXahpv3sjuYDhHMRo1AhA99+B026xqpiDaBXT52+eeFFl9xXjySjxxyxknxNYBPB1pdLhXxcTDSw69W2GHUC7WnF2MNW0785fdULyyx6eCZh2ENwyNe7XA98TDSE7Fe/mrRBxgOCx4e/uqAV3/hEXnUHg96PvBxFkPH7lMbXDF85HWR+KrAX+f5+/+A41s/XZKkCxAXZ4PeIw9/j3XfDfNTE956KZeLWj104vjyYccJT3xdquLp+ePKRifOSGD2SZWftdGFhy+bsXpxFO+pT/3eNJvetK/w7TOdHx44ePipvz2Hw8elLA8bH3nVmZ0/XuHBTtTM7mkOQz61Vi8bvRGukU0c3yn0fPJrTi+3vTbqF07W2ejiAVvOejjXe3384bLBM5LwzGHJwZ4Nv+qFg0+c+cSt2lfgBf+IM3eYYZef7qIiFv+9bC5iwDWDo7kXymF3QObBkBygTfAJQcPM+RExkyDsmurAO8yaWVFi+YjpkBk1DmbkcdJwehhkbhIMuY34knLAC8eIN4HpErY2Z4sLe7WHXV18Ezr2DpC5h+Rvjou6veQdJjhy4CBGf+JZPFx1zHOMOQAAIABJREFUVhM/a3oXjhwecfGvFn75xi/ceNLjg4c+6KGnfLBcDnz0sUuzfXYhuyhcOj6d+pd+sfzkdo7sF2z758Imvt7ou2NcnAO5xMljTWD4WoJPNcPBafaXL06dDdj6wYcvbL2HgxM9Hf7mPg3Dl9unZjzUPL8awIWoBQ6bWHXLJbc1jD7li2nv8dYbOj5Ge89OLx4nAp/AM+9swFXn3kccfL56h/v0EVMeNn7qnT7W9HJ2lujMq4MdjnzVwae5MVzY1iRuYkljNiNf+ElcGtnVVv56o5d0/OLNlk69+IYD37yRbyKehF1Ppm7OZ+yc85GjXntXZ1/YyeYiVqAHiRqkOEKniTbSy0o/Ly7giqwA8/zY4DpkFRYmksXKKb6GycFm9MQND2sjHR/YXfB4WbcBzeWsITZSrvjwhYk3gU3gqzmO+JaTPj+xsKzDpBMnp3xtuhdNPvFhdXFUi9x4i6XjK76nH5CzBv2Wp32BHV+8zF00xmrCY3Izb60XauDjkpVLnDwujldeeWX1y+XrU2jfz4oneMunBheuGJguQrguP58o+cCPNxzc9dH/mhqbuUsRd37+EcwnYtguWDlx4FffHXpY9Oak/YKvHhz0Ga6Hv8sbT/8IyEcsTHO1i1GbNb29w4MNLl0XpXz2ivCXC0c9Jfz1Je44wJdTXWqlI3rv0qfz6GO9VD8OcocLu1ijvHSN01c8ff1Rnx7QmRs9YviohT589ZiLqTd4WOcvtzydOSM8/h7zOMAvt3hx4uFVXz7WcrOTaohvHPOL03IeH5To+eIlNn/zPca0h3PWyLf3Lazii9lcxG0mo0CCnKBGxdaAiAemmXyNmlGMucPq8NC1idYOHH+iWHM+DqyDLc4FGx67x6YVX1HiJz9rNfEj8lZXzWYn8GEm1vzlh9+hwQm3eiAfDLl6+Hs6GNWLtzk/+PmpNw50ePAxjx+7eDoYXSzWxIgrXLFqbq5/XtIwvLzqITiqR0666pJXPvUS2PFyQXQBuHBcXC4SvYWHi8tHThhGHMTjXb385K5/fh1NHrH8Xbz93jBuLiF2o8ub+M0Kfi4zdePBFxc60g+DLkScPC54fH16d6l3TvqBAYMOHj91ygFHvN/o0At1qM0/yrWv9YqfWCOb2uGK0dvOv763Z3qrL9b8jPDqi57jpC5x/PkQ/h48PeZE/nTtMT1O1uz5hCMn7tnFV0e4RjWxEfNiqpvenOAtxjj1Uydf/jiweeSYNuvOuLz1N57FrkTjd5qtw4TnKRYvWPnMsTl8z78j+ka8C/OdDmNzESPjYBgRcui9EB2KbJOIuaLE8JOwImsem7nGKDIy8OnFaXwNMM9fLL82jt4jrziH2bqGGrPHjQ4mbjU6Pwd4YlWzl7FcRrUb1ZDAw4GoCX92eMTYnF5uPGCVP675x7W65YCRX3jq9kJb2yN8jeKNLqv63p54Ydnx5JN0ITgguLnMzOnbF/h6Qyeej0/C8rvE6F0UHhcSvQsDB3N/zSd84dDjYt7FIpceyW3uomQzx53og17rpxr9Q6GcfmNDTS5zXNjl4CMGZ7ms5dUTeeoJm71k1wNr9YlTj5wetVSz73WrUT6XMv5ixU0euBB69XTJ4gxPXvsZNzWJkZPgKRZnn5jF2xN2ui53vur1JOz5wVQ7acyXH7t15xU3ko+5XOrUL2O9hqc2AgdefviKiwffsMWEOXOx84PPp5EeHznCMC+WLftSjg95+isGr/DzmZzS8SfVpWZzvqT8a3HOH/YOJ+Mp2VzEFcrRXPOMBAHFdlAAKoZouMPLP2kT+IdrtBFiFeARE0mx+ddk/g62tfgaE5diw6ox9DULd+vw48iXLXEY6DoU8smTmKsLLl7FazAcI51cfD3WzcUSG2nuJVRbIt4jr0cea6Ne880HR2Idht7oJ1yPv/YTlx9+dPJ6gT1842bEWx78Onh8XALsLl9xPqXCwtGnUReOOsW4UPi4oPyHHC4NepcqwcNf/+GqASYceGLlwdF58hB1uZiMcPiz+UQqHj92vSDy+SqELzyCX7X7oeDStMYBn3LG2ajvemIOS2/qt++4b9y4seJ9MsVJbXrhqW8w6n3cYOCoZnZzAl8utTlfPoHHnx+eYs3pPWLUTuTp/ME09/Bpb43EKN6Iu3zVJ0YONvP86Qg/IqZaYMkvL7y4sfeuGAkfetiNYdkHsQSOXOWtpvR8w5o68RM7LDnUVM5GOjjywCkfO6z84r7I7S7h8u1txYbZ/ZVf4+YiRpRjzedkDgRZYu7wBoy4GIfKCwgjUsbixTigDplDSs9XPLLwXChwNJjIKY6fTebjoTfapA7fCjheTOVlg+2gwtZUDz0udHzxqQ64YggbsU5nlF9sOn7mRvHGYo1864s1X49e5L/PFwY74VuORj7ssHHqoLKHZ+4y1Ef7U0/4e/LV9w4JXMImRo58fTrUd/2D5RKSVw6PWJezy84+upB9z6vv/Pi7bPxwMK9+efzgEN8ZNMcBjlwuV5d13Pn1H5P0Q8IFyy5WzuowyuvSnhdxPVOTHhG5XLz2DRYceMRaDjXWLzp74OkSFgsHr35IwHDO7CVRWw8df6In5i7eMHEwN8oHn+i5XsoTR5jmHnMixtxYz9nVoHY9pvfgaCxWzt6PdGLp8cQLHzhETwns6Q9TfnHy8Zt5zWHwkQ9uOnnY4JWHneDSPtLJKxc9Kca6h91+T67mHv7yn5LqiWNc+M7elle+Yk7hpdtcxIoW2KeVGhm5QLtI+UuiKHOHsM1Bik2MOVEcn4pkk0NMuRqLVWgHFI5GW/OzhiEeZjnF1lS+Gi4vjuUOk29YOLauxvzpPfKxEbgusPjICSucemINp4MIIx86/GGpjU0cPZl4bF5qWHz0Rk618ffgaGT3cuPKB8/6UE/g8/MSFyseLp1+dkGkh4cDf5j0fI1dMPDFdln0iZpOPnV0YeIOUw/46QE/Qu+CZmsMU01EvAudLz6+TpDf48JVi1h9lNccTz2c+w5PTfUTB1yIOTzY4sS7qOVjqw+4eHDkh5Pe4Gd0scovh5ry88OKVCdMvPWDDxx7p3dw6eIEzxx3fKsLlj3xECMfjz6wE2vxrfNrLScu/KaE3T7wIfk3hh1HPmLjJx6fdPzM00/83gVczOUUS4x0bOJbi8eFvqeYsI3y8mPDrZGOHSaZ62rQ8/LGZTkf/4BV/NTP+eYiBqaYiHNUrINnBFZSo413QOibi+kAO0AOcCQQ78Kp4RUzGybGWgHmRmv8HEJzgoMczcMPWy1y4y5uL/TVKsZTHXiWV1ybLDdOBHa45mzhlJMdx8bqKR5uPNUjp5dZfvXCxDF/eyGXh6+Rn09GchJrL71c6pHfg5sYnyr5eGC3h3xg1IN8YLpsxMlnzlesvHBdNHRqqT9dUL5L9bjA4fNzOZmLZfPXcHgeNbqE9AOWnPCJryPkxEUuIxx7r1ew1eOCqj9w6AgsD3uXIi7y+eHQeTTCtW9i5cLBWh61WONiv+q5HPKJ7ashNhjixKhZjWqT1xpvFzLOYhNzPvIb469P9ZmO3b7Jpa7OUjhGfvRGIq8609HT4eCBiTMxhz2Fr4c+Ow4EbvG4wmmUj71c5tnEZIMTJzk81u2rERY9LL2KEww52Y3imouLo7zi2cTzK6+Rjg0em/rKT2femr85DnzDWoC3+WNzEQNwIGywJAg4QCUyEoWZK4I/KTYiRrH0cJDKX7MjK7ZmdAEZ6cTw06h86OAlHUbrLikXAL1YEm+xcYfRxuKpXmsYxLw4o1iYxdDlIw/OMOETLywf/aE30okh8KbwtelEf6w91UAvxtrYPtHDdCGpW5+8sMSL7eDIqz4xYj1dZPjiR5fwtdYXF445bi4q/7nyzJVebH2kqzdqUI++4t6F6muGeQGK76IWK6d+i2/NJ25s5kZ1dunBwIPohUfd9sdf4eH5WgEf/cJNPByiF9n61G4tlwuufuAEV01i4RB++sNP33HpH/38sMGji5W//eErhvA3hyuvPIme0BdfHrnjqvf06uCnXnN62PJZw8WVvR7LI0fjnPNNbxTD7pnx5uHPePP2MT3fMKtzn2c5HP/gr1ZntrwTd9qbh1eeOeqlvvA1wqIj5XF+8iknOz9rDzuBY90d03oZd3+wTdlcxJJKYLMQUQRgc3oHThIjIAfRYYkQYLaKEg+LD1/4DoNYPnzh2oQ2jy29F6VYhxoGP08XCHwCN515jYJnjQudWDqcm8sfT3qSj9qbs+EAj8RHXfWEfxjVKDef+iFeLF9xHcL4iBdrzWcKXzhsXQrs+iSHy60LBm/xHvXVK3o4HjyqzyXh4e/S8UJbu0B8auXnkza9HPDo8OiSqhdqMFcHPH586OUV62K0J7iz2T9/5ecjL24uTWv7z04vPzxrNjnac3jscrLrb/1ik1M+8Z0Lvuphh88fJuHHht/Mo/90RP1saqoXaoQrVxciX//QiZfcsP1g8sPN3O9G+6EgTl2kM2GOlz7gWG9xxoMfoSe4qJ1+9gkunPhZs1sT/uxxsIZlrCdsYox8i5Hbmo3AZrPOB1969RJ52Ui+cOg9fLPB9hSbDaYHP7nY2arJmj3O1nD0R0yc5GGb/OPAh8wRxqwle/nrU7gL4Iw/NhcxUg6/RlSI5tADJ5JL4DA4ZG0SwnxqhjhrPvnC5K8Y/vI45A5XRRk1go2ev4NGb53Ez4FOZuPxKIeXA4/sNS8fGLC7HPGWr9pxqf64snvBwmQPF5/4iVWDkQ6P8sgrvlh+6fgmzTsg/fUWf3zwdMH4a7IXmT9+rdnrudzW+OiLX/fCgX+19ALz5dPF5hIWN79mwFFsF1l7JZ9Hbca+U60HsPD3OE9qgq0OvoSv/PB94tMbWP7RrQsTZzUTucT6tE1g0YlVE3xxfOTUO/mJUT7+uPWVgz2hI1285vRy20/4esWv/sOX3xq2OnDHoXj74AcnTnLiiAM9TDFE3FzDJvjLCdPowaM6/ABtz9gIX3yM/PKVs/PFjz9b9YvJJ6w5mvPBzdye8Z9Y6ihfox7iInf55eQLpxxhwys2bBjVBKMYfiQuuPFN5Mlu5I+z3D1xsBZrXT549ZN+8jKvnvKdN24uYmCAJUJIAXRISOrAGCXo0LARui6pLpNsfGFZw60YhyacDgYsPppEJ5+iwoIjlxxe/i5YmHQ1Q5yYaqL3yClGLH9+hM28epfyyEUMLtmMOLYxXpheCjZ9UlcczfPFPW4Ojzqte+JhLUYN5TfnX59xUocYeb344fepUSybvuVHF39c8Q9XTrw87Rn+/FyW4uD4IeQSMRdj7vtbnHDwwJXLhYCDOX82vYEBz6dE8TjQte/y+UHhU7H8bGrXGyMMOfoPKfCVx6NX8hhdRkY98RUGvvLWA/4uOnnVanRG4iS3nPGrPvn0SU0uXA+/ahQnBkcx+OPMTvxAwMt/UMJmTtqDRpi446QnsNRvv/1wgIlH55qdiJPbCF9eOTy4k7iY64NY/kZ+dPrB30MnVxjs9LiKm3jm9OUxL44vHHtgJPLoV/UUK4cHnpHgZ84nfbn3Y3jFyln95UwXXrlXsuOewM1On0+4dOUubr9OP2MWVgajFwWxiJsruEY7pBpIr3n0RqA1tJfNISyZ0Zq/jUBOw+FZEzoPXw8ORvkUXAP4y8/XwSMuo/KKqUHLeLxM6SZuuePDVy4+hN7cky/O8uTHBtdLQcw9uIcrVt3qx7l4djq+6qnO+slXXeEVK1cYfOn5wIKZzYuHL52XV5w8XkycxPHxMrO5iKpBXrHEiw6Dr3jCX+/hmMOyZg/HxeEiw8sFJV6tzokYsdbwnTFzFy4MeGqDYSTi8RAnxsjXKE4deNuTcuEEi85IzHHwvS2u1vjRGeWwFzi5KPHnYw/54KSfeMkDg7+48uixHyBGn879j+R36eKKM18iZ787bI2nXO09Hub2VT/lbb9xo8OHDjfjrFm8WI+cuHbW1NM8PR96or/WcuIEm59a+YRnTdjk5pfNOP33cdbFy8Mf1/STV9izf86NGP7snmLpw8OJnqgl38559dGLIebwjXpB5E746S87sTaXB+8kvLkuJt3mE7GDi7BGIICkkdARSZBGTDL+FVNTNBaWxhJJFUDPV5yXiThk4uCww5YruzW9Q0dnDbdcsOUKy1zhcPl7Gbz48nawalY54wCjpvFpjm810Gl+OtzYCI5y8aHzyKv2NpJdXj64ik/a5Oxi2DuYYuDBlYs/Lkl75MVkJ2rj71On3F76uNlLa3n01WVh5Ks+Fw1fcfrt8pLPC+9TJl+cjHj212txONDDUY8Lx2Xp4hBjX4gaXGa4w4aTn5zW+OmVS6yXFSe94AOjvly/fn1hy8kmBrYc6lUDTjgQftZscIxywMNDfmvcukydK7+/LJbeWhye+i3Go0++4pALf3644EXq61ocL4hi+eMAHyb8bHjKjRcbXDnojB55xeiz3luLT/iIT2dO7Hf6dHz52U98yp2/NWHjC6M+WrNPH76wSLnWYlxmapezuPaYnzxywHbOzenaV9h0YsXNXPGpbn6Er/jqNBfXe2TfxNYTds+MNWfPJ47lEE9ar8Xxj1tv8a4pnB2YipjzyMIA3ktR82ZTbIg1HMRrqBFhuJrAbg7PwYJlzgbDwcQJFj+iOV1WbOLYiTmdOIIjLDnxhxl+hx4nMXzM2QmdR1xcxdPZqDjIMWNwSaceMXqANyxxbRpbuSaGvvCtLi9eug4HG51HHlKfcYQXV5dlPciPzQXpu98OHhs8+dRgzqavLiG5y2E/rNWgPy5iaxdX+wuPTc0uev9ABdfXGfjBYiNi7IkRty5xI1yXizrVHSZb/TTqs77Bxhm3eJmry9cU8uIh3gi3WnDg0x6zu9D10By+yxZH/aGTS04cxOLhQpeTrxj+9QUP9dCx+UHBt9rZ1Qhz4sPqTPmhxy/uYRvF2YfOWfh44Swn4WctNy5zrc/86dj4EP50RL3x5C8fXyKWTpyYmbtckwe7+OJa733py4lHXBrZ5RP3L8bupeWuYgnj+IaD50OIiVFijCFBFDFoJCo6EjL1CzrJ2IkQnIt4gXg33iOC+CkOv876J7VWEjwFy+6urnrqqerLXu/OmxhW+TVmK3Y41Snu7OOuZUfg1ofBD06x2ZRvNciPTfh0ZHcRUwCzORkKZKw/A9ApfHobocUXnC3S7DzGNpENZ3OHpfWwEVM8G4otfVj80uUbVy0eMBRHS8T3tKHpPcb0CZ24FqZ8ilGh2bIrTvWZHNk4sOVnziOWWunzh8mfhKdN2MmDn74F1roc1IBenJkDf2OtPMTAQ/3YOqAOrsvGhQunw6ne4nmIOQ87c/w60Pq440Pg+tFbbeTYnsDD5cOPD26wysN3xtYUB3G9teLsoiTl7y9keJNjZ14N2IgrL7riqpO+71v9uxNikC5ubWvcvx0hF9zN4aqvhS8HMexten2XmJ8gxJIXG/P81doljB+9+PyM5U7UIc5admqCd744qr8aWAN2MHDFjY+HwG8vVUtY+BE6+OytPYHpw0Q8glPrGbaYSfsCZnuLfbhxyRceTjDwm3lmoy2mOOrNNtEPXwtDKzf42c/YfHDUzpyM2dEd22LE0bwYcs5vzsWvtvjG2WvVCZfmxfk3eXAjje84EeFcUQHTlYhFtLno6bQRsCktBCLsGrNrg9m0FYa+AoqhEHQlZs4GLBnY5o3hwA/bAolB4lQBYJPwtMUyxx4mrDaSscel0UENQ0vHTy64lF825s1ZTLG0+MaxPNkTnAgscfGqfurBn94l60DJlw1+xIE1D9+cPPCLmzni8hBL68JgiydcF2hfFdC7gHzfKRc4dDAJDl3U+eDJ1uVqvrzxFNPFmrCzj8Rw6cLi3wUiFukiM/bgXe203q7VCT81sO/E7382as4Ythp4Wgu8YYotDl+1oMMVhhj8q7V5fW/28nPJiU0vR/h82OibV1uY9PiEwQ8vY7bWQ/5qYl3V2nrC4E+Pu9ppqys7ueADj7DHR2zz8rEn4PpJRK1giE0fby0MXAnfcqHnw8aTwGBnnm3c5JcvvLjpF48fO1yzL6YWNr2Wf7HjrRXPXDjqkL05ei2J48SkDwe+vtjhauNsPn6w6M1nrx9HuOarAb3xUXYXsQUHwolYQIQ45mwD2EgIlBBb8xLTwrCwNk1z9DYGIvwipA8zu+ZKhl6CFglGBa7PV5+Eswbbj1viyIcNftOeLh765U3nwUH+DmeFLDf2PXGVrxhE7Zo37qJQY/opxuLJrbiwxDZ2MNUTtlYdSW9jaiZeG5kvu9aJX3WGaQzXfB+WOMB1eeqrk4tJbi4HvP1I7hAXB5Y4ePtX0AgeDnkb1QXnqbZ8XCqtJx74hIm7CwOOvrbLEg+cYOHjkYP6uDBx9kEitnzZwU7MsYcnD/UTC3++nurva4VqJY5Ly7y+ePIVw9c58jEHR0zYcBIfMvzhyQkHvPTZedTRxZ7AszYeuNWruvK1Tq2VOsGAW2uuHOCKay2Idca/9cPbWpcDv3KgL5b46WvhsNGS9GyTbMzBysY8zuITcdnO+fpaD9sw5ETyqU5aouUDl/DDlXSOjNm0b6oZW2JOv3VYypFnNtqZ87TjH1762e4uYovbwkgQoQC0CoZ0iwWITkISZm+jIt7CKBosheIXUXgVL3+biS0MeHGBwa9EwqAX06Yl8PiLrz/n+FRQc7Adan3+YbOBi7/cypm/+hjzYe9hnz9MQie2HOTEbsZnk2/24fGZ8/JxsLVEbNwILuzVi3+111dTrYPH3mUBAx/c5O5xGbkotHyK49Lij7fW5SVPMfjR+VFdfJeSy0ks+HD4qyO9C0Yfd3oXqj6BQ9TWW6eLRww81FMtzXng48HGxcbORYoPnriIhQNpzfBWg3iyefLJJ1cMGOz9a2piwVJv/NRMLLw8MORGcOOHB07y4M8GVxhEvnD406m9DzQtLHXnIy4dLOsKO1x5wacXozHuMLTm4aib+NYUR/xgE7bVgr3a9SFiDAe2GGJZsy4fWOboynO28VJzNkSLk1rqa43ZEv1pJwb+9PhMG7rsxYChXvKBrc+fmMu/2J2V8jAOL5vG+RtPzuUVRvNiqZP65hs/7f8ju4sYuRKyESwonUCCBt5iKgh7LbtIs48QHeL5m7OgSUkY07Ona1MYKwD8MEtOXPM48BEHN4tJr09vXl+hKhg8MQgbmMXGlR2hLy57c3DE4kfKLS501YStWMYJPxzpq4059YbBR9sGY8e+v3klH4+4sBzw+ebkcPOn9+bDjr+crKt86D2+4zXnLVb9+cDEhR8fYxzUsLEWB63cWlOt31xwAd+9e3fVGLY4cMRsbeHhwidOLi6XFp064CGO+P2Gh5rBkOdTTz21eKqfnM0RvNTPRcMfn/56thYX8c3Jmc5lDNfFBUu/DwZ8xGPvcusPvfiypVdb+cnFJap16eJuHoaYxnh6XIZErnDVUtww8SRa6+ExD4ePmD6g+NHJW0z25sXVF1s9PHh548eD3ls9Lmptjn2t+fzZ8xcLrtYYVzZaT7548zFmr/WwkYeWwGDXmSh+sXAwT1/ssONnXv8o4pDmaquLOTb840g384lHPNW1eXxghstXjlPY/pvsLmKgitFi56xgiCJQwmyTiq+NNIwKx49UxInHHnGbiH22YZuj9/CbYuPYiApoTswWOjs2Ni6pQGFmI6YNDMOchy6ecPXVJhu+6fPBUX2IPmEvR7Y2Oz17B1y/sXkirjp1KDpoDhsclwRbB73awWLf4YRj3AYRzwXRW6qYLgA6B7K3Shcdji4c9WDP1iVGB4ceR7FcmMQfjskbN98n4wXTB8eff/65eLCH4ZGLfxpTnn1XKU+4Yrnc5MRWzYm4LlVx8JCfy71LiA2uOGTjYlMrdYAtH3G8LcZfDbwhw+dvveblLZf0YnXgcJejvYeLWOb4i2PP4WHOTwDlIS++XX5sceYvL7xwlDu9WpiDS/jPPcWH4OkRVzzrWC3UmKhF9vrqpy5yYKMGOGenxVX+PXT6cPiRWrz0tey0bPEitWz4hxmnqeNPqmkxGvONyzLc1l/ebOQy2/JgKw4uai3/cjYXx7jHtbbc4y5GvGdbHHb1tY2XcvxndxEL5oADl+QkSCeZCOpXbDobTmIlZ56/xLQVkq0xQuEpBr2WrkJ1OIzFgkFnU9twik5Px8ampYNB6NgZ4yFGMvt88IGPG7zs6YtPT8LTVlhttmzg84PJzhimHB20aseHzlyHVT8OMPRdDi4ptji6QOj15QiTyIWNeQdRK74DL6YYxmplzfi5ULwROvzZ8tXnQ9jA9SZI70KASUf8ShtMeGfOnFmXgYva5dXlU83lV95dGmzYqpc9CLe1ZO/Blx3hT7z9kebYFQ+GfUtXHdmb16qfDw59uauxHNiqq5w9xMUpH3q46kPwjV8fTPStN179gZ/a9eGirn7DA455MeWLQzW13p07XNn44IQtf63zZh081gWeGHjJ096QU2umxvzsA3zxoyOwqotxay+W2MY4xqk1YKsGaiMufQ8dv1q24rPLHqaxGPzkil93CXsYWsJGPngQffG1xZ8tG/NJcfJnS8Rt3zWHGy7lDWfyghW2vgdPHKfeuDm56E/ZXcQmAmOcQzrzdMimEyA/BJCWBOJszetrs2WjaMaKYLOwZWdjtEAzBp1CsWPfHH+F4RcOm7jwsRHNxUuBzFcwLR8PwQt+eR1bMfmIKQ/csslXDHbhsNdnT4yrA1tY8Z4+1UeOcnA41YmeOHjWwzy/4uDETv7xMOftyuVHxGPj8JtTH34OJl2Xs5jy6rB3IfnOVWw5ie8Shm0sbofe2BqIAcccfPnj4I2UiO3Bg56t/GDzN0cPT67qIaYxPXH5iMMPPn7h0ovLF7ZLlh9dfMTii5P53p7FcHHCkyNMOFo8rJ8PPWMXIX+1hY8jW3xw6OLzgYMHYevDrHXVmteaI/aJtSBwxNKyqcVDHCKAhhOUAAAgAElEQVQXjzlxqp05P/3g1IeemsvN2riMzfGTN/xaNubYE30Cm44P0Xqy005bNs3BxE8MNvhr6Yn4xvKfAp+fVnw2nsbtfXWCUZsfrHT68dGWb7lPHX6tm7Y4fDr3dDgRNnjVX53Df3YXMUfJC27xBdeWIHCbzMay4BZZIqTkjPUJYsZwYGhtWgILQTElJgG4JQA7aSNWbHqHhS3ciqEVL1x981oSzsQ2Dxdn83zpwqUXy5w+W3lpwzVvzlhL+Ovj2CZQOxcFoSMOpbrQqwG/FlrfxclPTPXxiO1iYudyhFFOcD1dOHiz7aJ3WbDtkqx28YctrkvIXhAbL29zMF3C+LoQeuRID8slhZd1hsVGXczhLrZWXt7u2Irt0ncB6GfTRRVHePo9MOjUHyciT4K/msEXv99ukJPc1UgtcAkPd3582OHRnFjF4IOrsdqIk6iX+uEFR83aA+KpB38XPN5s1M468mMvB4/8xaBny9eYj/2CE350sOUUH9w9dOxg4IYXoa/Oam4Olp8QCB70dIQfDI98cOCvTsbmxeajLQ5fe5D9bMVvX7CHlQ0MNaUXL0w6ftXTHKEj7Em846CVR/PG2dDBpSs/eOyzWaDbhSo2H/P6al+c/NhXN3244cmZz5xns7uIEeLEGKjilITW5lBMdh5g2fGzmObpSy4CglVACbaAxZx+MMXLXkumn36PxMSHBbcF79JvwdkcBT96bVzFpoNPpw7Z8C9GOnH0+dlMDhoRlw4/WF3CMF2O9HLV18IpdnxcDKQ6m4crV5hqzg+GvG0Slw7pADqkDpgHT/zxFF9txeJnjh5+dnLH2x+8wYXhbU88fnFwUfDDEybsLgtccGvOPFuXDz9Y8rK/fFfpkvP2WQ4uSJe2POQLV/4ui/aPDwoXLCz2eMVRDmrkYqOTg4tfTGuFDx/85GTM3hhvtcCzy4lOXOIvh+jjzKc11cfThRtvdRMTrjy0LmHxYJK5T+RsrTzxipuc5h9esoEpPixPa2qOXmy5wMJNrHD12XvYyldt6D2EL7FOdPGSR7H0rW327Oyp9hM9fHE9BC9YzdXGdWLzyR+2eogZN/PwrAm/2cI1z5Zv9WBH6GCRMLT58BObHV2c8+cndz6zDvHjw5/Edw2OFzFDQQSQoDHQNomxxDp05gBaGBuj5Oj1EdTnR9jBTccXlk0rprFE+MHjFz4OMI2JfrjZzbbLcBlv9vGly1ZfbHmZJ2Lpx41O3OIZT6zJSS7s5AqT4EJnQ5ZDeGLTtbn4w6ZzsdCzVROYDhBerQl8Y/N8ypuPywGG2OL4DQNjNWZng7gI9MXsAMEy56DDdIG5NMOHLaY14usSFKO6uUDM8YNL5OHhB6uY4rh82btIYLjwtOrHh43LzGWphnj5MR5fHw7tSTnC7+1crj6MxIqb+pr3vSxhIy9xiHl81NqlTWDiBN/+FQ8Pb6hqIcd+gtBnA0NsGLC6jMzhA1NL4PqDM/mID1MtYNKLI74/FCXWRz54qxtM9nD4eqoZTHZyjmsfZPT4yh0GTPbscDYOjx4mwbFa0KlH2NPOnih+sbRs5WCuesFpji6cY4snXzFJZ4oOLr24+okx0YpBxIvfUoz/yFtNYIrX3mBvji98tVcngicd7gSP7GDos4HpiccyPl7EgCQmgA1kwQS2aRRfUAAVQQDkACNQYhHiS5Awzy9SdISNubDg61vo7IsnjmSIts1cHJzb3Pptav7GcHEj8M2HJa45tgqPkzpkXz3iSi+H/HAjxurAV8tOW17GeItBh6+ax40fbrA9+nzM4+ZQEmtB57DDw499OcOm8zjMLjKxvA2yc6m5zMRzseEoB33cxBK39Tevz17tu2Tp+tpCbfDtx2x5EXo8tNUWZ5zg4mOv4c7GW6Y86VxGcsVFTuKyqzbm2LLT4uPSIe0VeeECg6/5X375Zfn4VTs84Mi9DwH82PPDw4WNWxhyhGMN5Ka2asNW7ehxIbjiwJceTtzg4uQiDQsXNtbNI2/YdOrFNxw85a7FiYgPN+54WhfcYODiw1ILC2a8xWJD1FMcuHKAS6yhXOiyheFpXK6tN79szBHx2dOTfBtr2WTbODstvnjpa9lo28P8jWvzgYlHsYoBr/zo5EjUaeZCp77WGCa7aldNl+OWZ3Pi6c+47O5F2TwA5FDfVP02wyQqSYvMpuRhIGaDSdbD14Zh35g9QloHjE8FE5dtCbKp2BUTfv4K0iXM18ayOWHgY15/Hsgt7fsLEm+5EHGIGGIZ454OFkxzalCs+LGtXx7FF0uubKoTW/NEa1x+ODnwxWdDJ0eXcbVkT2A6bL0pZe9NDS578fN1AcHuwOILv7qxd7hdErC1LnM58xMXLht9hxeWvnmXAUw41glvGFqH3dseLJg4szPPHw5/F751rW5sfLDIU21cHPKDIx/z8GCYt//EFst+e/bZZ9fewE9OeBBfIfgwsEZwPPYvrnT9AZ7a8IXVvJ9CwmOrJubY4C8GHDmYS9SaPZ5EiztfufOXDx954KBP54OEHX+Pehmrn7F6kPaUdeDD3zrhTIcXHR/8CBw1kysbEldx2BI1rs9WLPNwqitsXLRqpIUVbnHp+LGtjdeMU9zw2MII5+hvnL8Wh2zqa/GhJ7B7jM2TcORIxDSnbb6WPlwtX/hPPFj+/UUMVFCFUDyJVSR6C6vIHmOgbGxirUNSgmxskgjAdOhbvAogjjnCXl9MLSy42mLqw2jjdVj5Tz/8soHLT0y4OCkYPSlWXJsvDhv2MAksY3mnFyvhZw6OGOY6FC4ZPKpfPsawYBObn07+MPgZqyFcGDDl7IkTe7VyIRIHgs5B5uOtz5hvIn+HGy5fB1JMsYh8XAzisMFDPLYuP7guC/zZiElXrfnyUZN4uADYW38YLgYXgjE7HAh7tnT2F3x8tL7n1edfTXASl8gBT3Ps1URMsVyu6kDEtEZ82ZtnK38xCds4w7MentZDzjBaBznr46fWsK0pO33zHjwIrmqkbvTGaioXNRCzDwc88ClPbfnRi0HEg+ORo9ac2uIGR3x2clHj6oszn9YUZ4KfGOVpXt8TD3H02VXT7PKnZ0dPF54a8K0WWjZaNfAQLZ+Jw8ZDbx4+0dLJTYtXeNq4NZctXzXI1hhXOPWLF8aa2P4Tx2wal/PpHr1lvXsjFiSJjMWxmYBJehJhQ1/hBEJSK1kBPW1ASXVhtXHZwlcsseAZx4UPG0Jng8ArNnw2xmLiQtoEbXwYbNiT/LX50MdPHx8CQwy+cOToKW78YHnipw/DJnfRyZGfOhJ2CWz2U/ByCNm7bDpAXWbh0eONpwukvnq5SOjjpnXhuZDVmq+Lx4/A8hELLy2s1kQObEmXE3v5WC/zYfJtHeNkPdjD1uLIT444uXz4iWdOa6218q3m3hLVgm9/cAhPTt6G/QUS3xvDIy5KXPjAJdYCX9z6sCmX9qG3Zva9jVpjjzfRcrJmrQm/eMsVPzqty04uvqOHJxYs9uZhwNKnh2/sohSPb2/96sEeptaYrfr43ltM0lnpJ4w+RHATow8ZLX+PmsCBYS081lp8PtaOHWw1tW7szdHxoyPWtTm2+qQctSS+/Dzlr20uXzgkO/1qxZ6Iy0+N5RoPLX92PVPHVm7mpl1846Atvn74/GAQ+uIbs69lZ1xua+L41URGOQHjhKA2slqLYrNbSAtojDQSNkdYLYKFoisxmzCC5vTZ2lww9cWdhaaTONt8K17++eFO2LOht6HEbZxNPmLh4kmKySfuxyKbi5M+yV6fn8J7g5OfDc4eTgfEwRJXvBZJfenp1ET96NRaLmJUa7jG9C5Q2OLCdJjMiwlHDWDSm3fI2fN36Xn4Vmvx+KgPDBcZXrjwocNDXnzsB/geXPoQMmfvaNmK03p72yN+W0IsnPiJiQsdrnQeMcR2AcPyIeCvKPveGy4+YqkZPzqCEz1e8rdf4dDjxU+NrIu4xNhFbp69esDg50PMB4LW2EWrHvgb//PPPytHebJRMzbqB6s644MDwRl+62A/wMNNbP64sBPLvAtXK1d7QLxyUjvrq05sYMjdw0Y9cTM38zMvBzHw1qoF0Q9PzLiLU1589elgN5d9LZuw2LRuYsx6VP/2Ih++JB884szfWBvWMt7+w4ewgdX5Z6u26eOuxYHftAmjuVo8msveePaXwfEiZiAxAIhoBdf3BKqAFdhGskEaSygxB6MHVvPwzMNC3JzH4ifmFZ3glh0fc8b0HmKD4aFQ4tBnCyeeCsw3iUvc+NHBgcePLkx+cAnOjY98+XjgZCe2Swe+Od9HOvQ2uk0ohqdLz4UjvrED2No4PHKC4xDLR5zG7AhfNRVLn7CRl8PXGqidywYf8XGBWw5sHe7mXAwwqiOebPF0ERCXpAsHL2/cbPBm50C7pIha/vHHH/cvS7bw2clRLuzZ9dWKvjzwZOMtWH3wvHTp0unpp59efPFzQX/99dcLAz8c6OVD8MWxt2p9Ilc1wIetNeTrLVUsOo+1Uzt+7Al+aoqbFpb6s5cPHxysff8AkXzNqSu9uHzEbD3lAtO6yR+OmC5i8a21HAkcPyXQudTFk6s14SseP3HkhiObeOsn7FvXLmNx6KuXvQ0HV/lr6fAQa7Zw+fEn/Nhop9DFlT8pbjXAk58WptjiavnQG5NscMtWH1Zz4tHBnLzKAQ6b8OPHVr+2/LLjN/NZhLb/7L6a4GjRtBwIYCIRC2Su+ebYCi5pG8eC2SzmPQWHo++RODyiDzN84y6NZfCI/8CHwy8MCTuY6RVTn+BvbJ7Q41xeS7npyxEHmGFoyzkMPGDYHPiz0Y9HBy++9A6CGqmXJx4OlD4bsT3iwRCjwyy2OfZdBHh6HBIXiksPNnGQ4cDAgx1RZ3zpiT5e/h0IB5gPDJcbm/jaI+LgIz4/c/z8bTv8XVTmcRGTj8vVxSF+6y0Pl4Q/yIIJp78SzAcOffyNqzF8OO3Z11577XT9+vV1CbsY+Xj4fPHFF6dbt26tOPaBBy985ICH2PLH3xp2YTug7NRAX934qHF25mDS9QFkP8DC71hrOZlPj6c+HH0114Yv17/++uv+m685tmopRmtOJxcx1dVe81MCG/yMy88Lgbd5ufHBx4ejurBRZ3Ow9OVuf6oLPuzEY6tlg5dHLacum+bNwWPXOtqDM6/m1IWN2ETOcrH2cOmNm8eD0BGYk3/7LxxxsmFfnrDN1dKHrY+XGOXNLk6TM4xwzctdvCm7ixgxAIBnAE6StMkUpLla9hZSKwhC+ghYXL6e9Pwsos1MB9/YIcBBDMIOHrEhbQg69jZIGwGOOJIUl8gDJ7bFXRPbhUOvmEkxYYjhCYsNHjBh4UhgEHawKrB5uRvrm/e4ENRBnuKJpU9g83G56svHYeVTvlp4uPFVD4cCpvrQE4et+sLCLU7mceEDg94hpnMZio+Hh+CJh3l9ObmkCQzYOIhjLC4MdbIu+ZuXSzXiLzZh69LwFghDHzd5lJNLgx4eHDHEgiH3t99++/Tee++tmDDVCmfiA+Ddd989Xbly5fThhx+efvjhh/tv4/iI0V5wARYTLxeTtRDTm6O59rqWjTfk8m9dZn3VAa6vpnBV799//33FrO72AR8fIGqPD0zz6i/Pc+fOrTMorrVqnXFQC7jlwUcfb32PXNlaL7n0F0zY2Uvqry9HnJ13fdzUXquuMJw/HKyHnKu1eWN6+bA1bj+Zx4PQE3ZHYQ+zudrpzydcvNVLHdRYvVpbvuaLV3z+dOKYhxV/uuziYlyexW2spRM3nGzEUcdiHXNdeUxloIonqAQQ8wiguOnZzuQEYqMYJWNxLZ6Nozh8zOnDoo8cvXE22hLDEfYivH114nAQhWfbXHbm44LnowRnvuWEk5gwj8K2PPQJzoRP3NVMXDmWK3w2xrA96uIx56JQK9xx5e/gNl9tjPlWF7XDxeH1IyZ/FwcM37XKBxa/6o0vP3p+DqgD5RDSGTuAbIrjovGjv3mHGDd1Y+fAetQbN1w9/KsFvfwcZvniiY95rf0mFkxY/SUN8ehdGPDE49/Fwha2ryLeeeed5Su/v//++3Tnzp21JhcvXlz/LCd/b9pvvfXW+hpEbFjyxgdnOeCgxctDj4c6sxdTPV2CLjlfqaiHNbQG5tQVDm72AX+XMD3b3377bdVcXauzPNlZO3GM8RDH3mqN2Zj3h4m4m8NNPHVRy+pPr2/OxSkWfLnT89XyE4vIQ2w2HmvGTl7G4sNhr2+fdV+I5+FPxOVjvtacestB7OzipeWX6Jdf+YTPHw4bXIzVOx7mxDLvMd8za8HGmPDlh0c24rVH05tjy7ec6ODTizfx6OE+TnZvxBFmLEBBgBDzEu3ARR45ZBS7BWU/CwGLwKpf0SJYfEXVtwG0fGwEh4AubP7TBq8EpoLwDYMOdhhszeHDloQHW/HTh2seTrj5wCVqUh9Glwf7uUDq1KLqm3NYtPzh0PNzUOROYOKs3i5Fb4YOt7GHL4ziamGpDd5y5c+PP1w6vvLFiS2/6usi5KOF70LjzwbHNimufF0e7F1k6oUPHWx6uPaKx7q6wOIvRzjs8eNjnIjFRxwXIZsXX3xxYbBxMd68efP0008/rVgusBs3bpzefPPNNfbViUdNccFNWx37sMAHL/m6RL2Ri4UXG1Je8kzwhc2f4OrtUwx6H0h9ny0HuamDWrYWampNYBF9jzdea+jD1nfleGSDC/z2ppautcGjfQULH/74sKFrzdl5rB1u2intRfh81EQeuMhb354zLw4uhI40Ntc43tnPNadLj6c59uqOn7F58cVgM9vsV7DxH/swjtT68YdHil0rrj5b8dQJfrnhYy7JD646s0uXjXZ3EVNITrCCAPUISOdpk7GzmYi+jRAxPkiFt4zGj7M2RgtcofjQ89GH6TEvjrjGRDL82dkYWmPFJTD4sdMSNvE1NmfR8JQXKR7/KeFo4WgJbMWNh/wJTFjws+3gGdPjql9MvnJUAwfEBvfWJIY5FzU/OHzEJOyIHBxQdXBAXELlxs8b1NwwcK2ZC4Y9fzZwbRrzLi0XvcuEwPTW5CH4ejvT4uESsR7iurCJiwdnNdXH3aUurhjGYuBI6ODBckHibExcijjDUyPj5557btXR+KOPPjp9++23y1Y8l43vVhNYaqmVi5z7IFBf+bvgcbA2vvf2z3riqiZ8xcbLfGsCx3exRP7Ziw+v9VRb64OTvjrZB3Dp4wxbTbTlbi+IrYXL37qZF0PfvDrCih99H/LywiXBm534XbDZyFet4emLgytssQn+HjrzsMxZUz7m4BEtPTz1D4N+2izjR/yHDT/CF+fiwaxOs+WjpmzjwxYPGPo4En1iDi7fyde8+GomBj+YdGzjp+VPJgasmfcy2P7z0EUcgMuACF6ygWpnEi3mLAAdYUvCrV9R2FlcGwhRh0+C+mEsgPEfWHA9+nzxkSRcgouxRZAL3PyCmtwquLbNxi6faQvPxqNjWw7lb9FtfrWLh00OG1eYcjQHC3fzWni1dB2ueJmDL7acytehdWiIS8BFyY746oGdeXjiOozG+nzVyiWJj5qJx0cbb5zFdKi1/qCHrUvJ21o/KrsozLkk/faCmN7i5M2Pj9j4lbs5l142Lhq1wg++uqiHx4dCOcG4ffv2+jCA6UIyLx++3mRfeumlVQc18/22PKuN1geI3Pha1zj6ELK2HjZ4q1t7wW87sIXJD19ccdT3oaiG7Q86fThs5MqeVG84Hn7s1U4tSLXRErXD2QcKf+PWT/72n7XtA09s64S/fMU256scMc3RweELW2xY+KpV+1398ZOL2PD4wPbo002pbumM5cK//nHOPCwc2JTntGeTXVhw6NjhrI0PrOa06mKveOTOduJPTs1pCR/+MPM92jfWWtfiT/3uIi7JwBWASKRiALEAFlzb4ltIfuwQK1EbqUNnLrIlVCG0FpovO2NSYelLWBvX4mjxxIPAh0PaLDg7OG1WXMoHHgw6xToKO3hwzcdLH564ePWGJGe5s7PZ+XvzUjOHuhi44S2uthzF4e/g20AeGC44rUtPDH5iuFz4WgMHEw/iUmRrTny+3kbhEzHZdtjlYown0eIYT5eLQ+gvJ6gHvQOLixhw+fjuUN8HAn6trZbgqwb44uOtE28548vOfHVVBzjesvXZ4Y73p59+unDU2SXse2F2LnY5ewiObPGWJ1/x4cqpDxK2LiS1kx8O7OjkpOY489OXo7rgjwNextXHB5L1Yy+mfVZdWyd82Ljw+Nmn8oejz7cPTP5szdObh6PviaN9po5qZd2tk7j8u7zheIqnBjgYE30CFy/+1pnexS1/tSHyVi/zpPMkdvtUa4xjfPnASJdv/ubE1mbLl+ApLqHjcxS4OJkLEwdY6qNP1FOMMLR851ifvbY8+RC6oy3eHjik3LNbyuNXExkLUKIcAhLQQpizqWfhBfCUXIV3aNjZzJIWgx0cm6+FgZ1NRRdbcYiFN2/T8MkGFr5w6abAjLv5NhechL5cJ7Z5vNu44uDDXjxzeODnkZtY8qdnq21T8zffGweMePNxkNQKTnmKXVx6l4yHPVytw8AOL4fcRcCWzho5jLDhmHMAHWi5yjv+8nUZwTQHH4ZH3Vw8cOQgLxxdVGLBgM8PP3nR+VGdnTh8PF2KeHhLpmNLYMWTHxvx5OGCwMXYxUb06eGb44u3t+DXX399Ybdm7P2mghztC5eTeOKXtxryhyO+sVZN7FXx+MDECU57Z2JaB2sJx1uzNVfzLg1rokbG8YOHtzz4qoncvG2LLY7YfQDgjzd7sftQscbiwmUjP3l49M3LJ378rVtra33wElObsCN0cOz/akWvNuLCxjtJz0cOccHPHJ3WmJiHQyevo58aqA3OWjzDnPjh8ocNS8tWa14O+sWHaV3Ez8/8kQN7AhMeoYsHexjxnHHhF+ex/9ZEQBEFSCKiXyIWDuiU5vj35B8Z5IhNYjPQWzy+ikOyLa62YtkI7LJhz3eKeT42T3baJPsOVZuMT8K+4tLhDZevQhILQacWMODZGNlqYcjPpoXpwGnNwaKHM9+U8HB4YTs4MI31zakdvy4DG783YrzgwiuuC83GcMhsPpeCmPzZ4qNl43CLJx+25Sq+f6lMXBxcJnzEcDngYE7bYXaJwMHb5Qm3fPh5Q8O7+neAzbXe8hAPV3pjb7v2QbmYsxf7UVrdzp8/v2qmVok3ZViff/75+ipDDDjysIYe+bp8qw9fceWmxVUse1cu7FsnOOoiD9j40XlwpOfPxvqrt7F9Y846+GBtX5m3dvRqat2sAz1MfGD1Ng5LfvIQmx2O/M1pzXvwm3uwdZGnWHD5qAV7tvow8RNfH59w8VEPc/y1CVvClpgLhw+9Jx/2xmxItrhkN1s21iU7Y/NqK1ePORzVRhs2W3FnvPjO2Om0xeKjNrDik53YrTPeccLlKLuvJhhUoByNS8RBEsTGa1EA0gmYmDdG1sLqKzYc5GC3MegrjkToW0x47MWCUbJaOtz48iPGZHLHOdv67CdnejhimPPAgCeXiU0nLz76FhVneRIY9HLFE/8wteKQdPw87B3WaoSfA2Wjw4NlTp/vPCS93bDH2yHQVi8c+cB3WeGgxmwcfIewdeXjslMz35EaE3Z40vHFCx4+5lwkauXioGt92agV4ScH8enE1Hqz7kLGU319IPRhooYuh0Qs49ZGLPby1//uu+9OH3zwwfrKwFcoLmBffcjF7xL79TF/00582D5IxFQnApetlp6NWuEoNw9fXNmJa91bPz6kmsuvD4Ti4A9TvbRiy0HdxfN1B2x+akSn5jiJpwa9ZePiIbDUl337RZ+f2oiDv7WAj7d5OnPsfDjRJ/KaH1jyCgOOsbjisYUBG4/qZI6eH1t6tYhD/M3rxyub9iwc89mlTxdn8/ESQ0zjcp28w4IdN/24scVHi4884ite+OGwMV8rLhvz8Rdnyu4ithAFUnibgKPAWmS0npKis8ACRVBxiDEcCdCx0XZgkClJGDA9Ja1vYxL9CgETdsVtEfDHLREPbosSL+Ow4NK3ABUQPjtP8c3Ri6FOFlUMWCQM/fKmc4DYwIJB+BNYLlKHCld6Y7m4IPnrE3pjPniI7dJVL4+Y8uFHiudCc5j5sWFrbfnD9ojrTdNl68Jhw8daialGfjXMRe576vDwwAE2H/5wPWz4qRMMF3Y1E0/OWvx8jSE+znJgb+3VDge45lxqhF91YQPLPA7q6G0c3++//379Q0Dvv//+/bdDXwGopTr5KkU+8nKJWB96/nLChR4XY1zEUT+ctGzkphZysdb4sxOnve3yhc0ed3bGcPhWS/Zq5ycQtWXf/mlds/eTBk5E7njiCx+u2sCqluzoxMURP7VMrBd/+4SPeePWVH1g9weZ+uXHrv0tNnw1I/zlQYe7fo89MaV8tfnJn2hhwjHH11hf/s0bsyFaevP4WRfYWs/UTf/iHfnAU7O4sSsn/fT8iBiEn8dYO2V3EQNX1BLSlyRABc+5AJFJ3wYQQHL0FlYfZsWyyOYUUQzEIt+mkJjYFYk9WyK+saKx18IQvzl29GQWwrxxcad9PGB7zMVdXy5atagubQJ85cNPrjaiA0LnsMLmx1+/je7NpktNLnBgeDti04/08PjSm2cLr7dfY/Nal4rY7PBzmHBIumhhw8VHrayBsUMafpcpm3jh6CDGla8LSBwcYLjcXDx0akD446b2bMzRuVzVQfwujt5S+cH3hsiHqEuXAx7Xrl1bfzDn8vS35vw6nbw9/tCQ/RtvvHF6/vnnF7/+KrZ4ffjIFy+t9dPi5zKid9Hj4RJXS7lr20fGfHBUM/o5R6+u7NSovOjg8FUn+02fjT4sNcpHTmqNozWBp87p5UTPHq4PGuPOofoWR37w7SHzsOhgialudLh3Dq2DWnjY4WFOXDo502nVS/3wJXjwYSvHWv5ETP1swmZLXx30qyPMHvHkrSXZwIHJrjjszFd3c/p82ZqnY9vTZT8AACAASURBVGM8W/04FGdil4N25hA3/kfZXcQcLZ7iMZ4XD12igBEtIXMW2Ngi1I9Mi2LeXNgSmBcbHLo2MX8+6bXikxLCjQ0/T5cHjGlnIfHQKnq4tfSw4HtwzB9Hc3G3OecGwbMHHn88PHgam7eocCwQO5vUpQJPDJz1+bDtjcgmF9sFR8+nGuJdrjDh42YtXWj8xIFZjcy7FPHDCx4ch9pFxQeWennwNe+DwBgHfB1s3PR//PHH9WYIk048uYgjnkd8vF288RTLhQi/ehuL0YeGOqiheP2+rrGL4dVXX12c/EPv1Rm+h6hN9RHf1wFnz55d9XERunw8XUj8cHUR0atD+6qYxuzVhcgBXx+A/DzygYNzb8Pw5M1OnbJRI9/1qk2xYIiRiKH21tIbuHjqLAe8xBBP3bVqL1Y1gWvOIy7scmVnHxC4xtZUfrjqa+XSmrPDt/1hHoZay40vbuLaX6Ra6tMfhc6DX/N8SL5wiym38tU3Vztt+NLDrIUpL7VqXk7p4san2HTx0ordfJxr6cUiuGQnhue//7n3k6753UWsgAJacGCKCghRQIKab7NYaJsFcQtnLr8WZLHYPu302SBB4JQIknyNxbdhYbCliwuOdOzpig3PBrHgFkMc8xWljdFGbZPyg8+OD4EfR3EIf0982eIZN/Zix0kcB4YdG5dbG6MPOzny68CJxRb/3oTl6+Jhw8+fwuNh03fRqKOx+NbLPD8c5IUnXwePDVtx2Iqv70ATOjzZw8HJ2IUnFxcxPri39uounrcv+6BauvDoiy8vsfjiZk5c/tYDNo7i4kWHR3vQvzzGDw5e3qS9/RrjSC5fvrxs/M06l4C/7OGvQPvDOz5yED+O/S21/qquuGKyw1+txMTLI6YLT0z5s7fm7NW2GtPzM1ct9T3mPNaNyNvv8nroCT5sCRzc8VYbuaqN/TXjsJOXvMuTvzqzc3mzwds6EXytCRGDXr0JLHHoxXXWzMHDpX2kFsWDb048605gyJWdWHDlNlt6j1hi8NcaH32ygyGup1qZM9aSMPBSN7jmcTFHwqjPJv/i18IRCxb+Hv5aYo6tVs5qIBb7Yoa9HLb/7C5igIrbBgHO2SJYPGOLEXF2AlgYLQKEDx0yFYAt32xq+Vl8i0X0PWz5Il2S9CVtXpyShecgaLNXBEX18E3g0hG2FYtv+ObkbayVi0uDb485PIqDC9zmy9EFReQiX/byhUlwq8YOrTl2+rDU0q9ewRGPLQziErM2LmUbSwx+Dik+Dh9p0/GLN9vWDqaYYrMV1yXH1oVE7A019vbmAJefnK2Ft286PF1WaoubPMOMHzw81ZROHBcI3uohPqze8vBkA0+89pfLy9cRL7/88uIoD31/SPfKK68s/OrGAKcvv/xyfW8srktQLLXCUY6+fug3RNRErt98883K20VsDdQET3Xnw1ffI195tFZaOOUgrjzEhA3HWF8d+ctR7n4CMm8dzflJQTzrzs56ykkOYqsRHT7Wqg8quYvHFo/iqhccfni192DB0VoHvmLgJXc+sFy68OwJPPmYg0OvDuz4i6HfvqmFKbbxfHAWsxzZZAvHuHrlJwYbHGrZGbOxDkR96OF4+NGFx5eOmOeHixaO3GAmbOjpwrPudHDp5AEDLv2Uhy5iARgDtEj6HSYkABJAxuwbR8AitOiSJRVIgpNw/XDY04WlxQMeThU3Hlr2PfmL2eKbEx8vuVQILUwbqHz1iZjmFROmvk2n3wWpNoSvQ2O+vOlhGVvcWjj8HBLcy4/eghG23tT6YIHDDr6/Gqvu+DmQHpvdgfEYE618HWCPg2sjeLOVQ/Ow5OhwyYGwh+XNV2y+3tDZ+arAITYPpxx9VwsfL20XhVr1HbA6tJfYdam3YdUFP/HxwtHlrq22Dry3xTha248//njFu3DhwtoHfF2kj5Jff/11/dYEG1zk4MNA/emqtTWVh9acfHCWA972K7356eMrD5j2qXxgWAe8+YjZGcDPWqsnH/Ow4Mu5H+vVx4cJLK05eHxxwkN9PPgRMXxIySk+1rcLiK79xgYmbmKYa006M+msjzXlg7eLXp44+NAoX7mIT3CCp4XDtnNs/WDREfP2urY57eRqni7ha6ytb04fN77iNce2dcO3+RmneHRxYQuH0MEwLy85JOaKRcfGGG9tT/ba3UXcxlE0fZtCAAFLaDltiSm2eeTaABJgW+IW0oYJgz1CkoJvDjFCZ65Ca/mxgctOUuw6RHT50ONBpxh4iC8OP3wnf302xTXPVyw4va3Bkg/biqxlpxXfpowHPd4OiYdefP7VQWx5ie1SUXNY6sOfDw7sbXD+ODik7PjCLh/1wF9LXGB85dA6wnHhwqmO5quNt0N84MiHnwOPh4MqbmtQrvjyxwcWfjjE3Zw+LN+BuizYwcGDn7gOtxgEB31vf95O+cIQi97jV9Rw6LLy70u4pDxJMYz9QR4bb7blY2/gIC/1x13eOLlgXFxidOmFax3pXfZqLE4544gvyVfe+nDF8yHmYudnrfXjgVv10S9va8cuP77Wv3g+jK2bvSQfufBtzdQMV7q4tt/xZWet8DRuTjzrIJa+teEvJ7HKwX5TezbE/7IKHiw28uOrBmIYx0crPm5sOpNs5WesTnwIewL/OA+nuXKqxWPOiVVcLV4esXCpZace2nibY0tw0MdHDG25xVtLXzzjKbuRjSmgAghawgphowLSr1CA6JCwUG1A+pK2aOFkr6XPDik2LVok4cIxh5cYEsluAWwbPqxZCP4OPp3HmMBQ0ApjLmEjV4+4DrrYOGmzVR91UCu2+mxaKIdJHAKDn0PORl9sCwjTZaMe5sSns6H5ewORL1z2bWTzLi+xxVKbeOLikDgcMBykbMR1seAiBwfYISXm4IkFGw5/LVu848inPnuxPfr9gzZscLcG8nM5EPsMH/FcwubF9SGhlZvay0keDr2DYayW7OQkHp4uKdz8qpqYOBiLqZ4wXAxqhw8bdcVDbI+a4Ceui1LO9GzENi8egeMnBL+bTORA108LYqiNVj6JWootBo5s1EELX0z5wRLTg4MPBPmYlw89XvYNrP5tY2ukRnzYqqNaaXGH66cTa46LMVwctGpJDxN3OrHVCi/1xFN99OXA1jwMNta0S5otTuoKl+AHlx2e9rQ5eekTPuYba43VSe7EGA4//R7jRJ+NPGHwxTcfcengxsk8SReX1pFebRNx4Xjio08mfzHp45R/7e4ijqhicVBoj2DGCJhrkehJtgKxZ2MOaWO4SNqEFtCcxLSKlD8bGDPR+hbZwmXDx1NyYrIVj87GY2tz8WMrXnPapA3JxqatDuz1YaeDy9dFJgcHQhxxtcYEl3z5wJUDPVy1sKHVyFM94LJxuNOxl0djCyyWA2UOjvg2jRi99eJp3kHQFtvFJA4R2+bj6+Cwc8G43Hzd4CsSP2Li46sKOakTDuXKT40J/75bLkf7BRcfDLi5QPB0gNWGnXmPAy1X+PJyqfsqAgY+1kId8HPge2sVny3BR34wxFMrrTzFUwd5WxOYft9YDD5yg6+28sOJv33LXx8HvvYNff/7ImP24obDRzz61gaG+GppbfTVwocLPLGtJ2HLBh4s89aKsFGju3fvLh+25sRSaxxxtSb0/WEnPzp2chUft2Kqn3p7wzUvrvripeZiEthwrZkWN74e+wU+HLj4s8GLPX1ffZlXI3XrnLGXT3niUA1wNwefL/7GPctpe+EKg459fnOsDxtW6xUX2K1fcdnAMY4Xf/j4q5m9EK9qnQ1fmKcHXzHvv5pg6AGmaCXpoATcgTMHsMRKQMs2ouwkJbCFQk4MB4IgXQHEZcsfeRzoiLh0hN5CFkMB4MVFywaOmBUibG25mdPHid5YS7I332Vh88XTwYXfZpabzR8+TjYtHm1e9TEfLz640lUTm92mJ96yXCJs2PqtiTa3trcwlys7F9MzzzyzNog5b0AOhsOsxVUu8lAnfbFduGLSy8tl6MCYU5O+sxaDTp7qYk7tcMGbPxvrVY2tj4uG3iXs8nPwXfD+UA2GSw8OW1JN1obdDr0cXPL84fQjM/8OCwxx5IA/O1zhd6HJU63bk/xx5aMeHvaesF38+rDbZ2ruKw9ria9YfNTZHH371LqzwYWdPWRtWgNc5e4CU3sc7Zu4ygsvdcWdXj44Wxv6YrQGWgLHw08MtbeXxO4xLz98cWuf4EIvFzHM68OBbx6H6mTeBQuPvZzZiQfTmlk/H3ydDbnZU7hMXrhbI3Pa5tp37PWn4NG+k4ea4Nr+MO/hi6O57KuFeKR4xnwSdjjP2HRsss2XT/h8ijHxVqzAtUAYAykJjhFmY6O1udhKRGuR2RKtxBHQZzMlwub4EjoPW3r95rR0iY1gU4qZb22+4dHHcRlvY/xI9jYnH2LjxEUdPDBsOvbq4xBYZHZ40OnbfDaaOQ9fG04tys3mxN8YDxvU01cJ1sEBF4ONQ23eZUb8Khxx0YqrHvizcdAdarFxwS1+5l18fqx2YfPziIWHdean3nQuChzo5SYWPvy1fNVDXewL88YOm8MprjGBQ+Tm6Q8d1QeeWGK7nPGEB8Na+IsYLh7xiHqqod8bVhM28XeR8VMDsdmpF/7WwCWhnuzk6THGVU38s51+5Y0ff7H6Qye8ce0S7MJxSeOANxznQ4uvFpZ5nFzk1ViO+vTWjW3nS19srb3igcHOB561x9va4KO1DjjK1Vh8fbWxF/jLVww6a8hOXay3WB55y9Oewh1HNq03vzjDIVpr3H6hE5uIC8dLhF8jtE9whq+FTWCYw0keRCx86LPDJ4ErDhuth63Wethfcx5eYxj84BWTPRvCTl/cahA/bXHYslNbIg/8w9Q319rM+MvhUX9YBxAAgiUORJ9OEMmnA0QvCF8LqaVTCHbGxAawIcLWWiQ65Ah/PkQsUsL0FQdHUlLFqS0HMaaOz9HXhsDfRpYnTDHpcDC2QA6YnCyKA2UMv3l5yqc2f/Ui3pTkB9ODFyz548TPxeIQ0HtrYIOTw8dXTDqH3wVjTOIplkMqtgtJ6w2Mj/zwE8NBsh4uE4dcfubUwoWEC3+8YNLxoedH14F2wNSAvdh4Fh8vGPDZqBcdHA8dXvD5sXXgXdRqTa8Vj72D3gWnHyfrxU4cucqZPVE73NTZ2yOO2taODb7+8O2FF15YMdXBRSeG+sNUJ+silpa/1oVp3oXdpS4X83DZmCfmxZ/iMsJb7rBw88FkLD818pQ/bPlo4amHGsqfjfr6GkJMdRNfHtUDLw8f89VGDMKOrjd2eC5qwt4LgxY/NWWPg7H9yD4R2+O8WBN+uOCdXfXR4tV5h2Gs/p6p58seZ7WDy4auOXrCht78FGtDZx42qZ128dISfnxw05LG+jDgsmvdtexxMh/Wcj5exArKSFEtas6czFl4h1VL6MwJWgAFKWAXlTk6uESfwG+DIE1vMSuGglYkMc17zLMLpyK0OYxx0xKc2R8Fd3mK7VJhVyteOA6Hg5mtVm5a/OXB10Hl72C1GcR0mNjY+DYgLmohvtrot5HY2ej0OMCi8ybEzsZ3kMX3j9moBXu41UMc81prg7tc8NU6VHDgeeJtDld+uNWykV9v7PiL55Kkc7G7xHzQ+H/F+RUx+ePt8V2jGhN9uOLj2B5ih6vDT2eMg9ZY/lqx+KoNHj5I1KP82KkJXw9MfHDDycMXBuxy5id3aw23N2v4vg5xMcmZDVvr5QOIDjYO/MSD61FvtROT9OEipnqat2ZsshXLhQ7HXpIzwRmmGO05ev7WwU9h1lEsNWxfiaUO4okDTy7GMNmpl1it0Qq4/eShTmLCkbe105e39bM/jXETGz7uuKgRzOb5qCsfLWz82eBozJYOhpbQwdLSi4Fz0r6GQZrT8pEjHxxrYRt7isnXuH2jlVMtvHjlM+1hT84TL1+58oHz2L9Zx1HQArd46S0WgKTNI3iJmRMUhqAWO3LaChEGXQWuj2gCBwZhR+KQfW16NjDSK2YFw8kGsqlgdwlZaH3zONpw8GxCtvRaB7G8bCgxbHwXkh/J2dOJSdSCDrYDpKZam6NDECccxcbL4dKHbYwLDBeFvrcmXFyy4uHPvtp7Y7bxxeOHO3yHEYa3RGNryheWR21wdyjwE8vBha1vjj9fD1y/O+ttRxyXDb58iDeh/lYhrviYh81GLTzydDjhi9Ubvz1G2IvFx4MLLLmbq97+bxz2iX9hzQWMK3y1sA5qrS8G/nzlLF+XLg5w2aqVS9bbJRz5lYv9AQM/Hy5scfKIYZw/DLZ4icVX7Opgzl6SlzoQ68hOftbIGeAbL/44y9u6dRbxhwOPvbXFQwwYakiPIx/rhod5tWADFwa+dDh4ykmOalrN+eClbuzF1HZexfJBhRNffjjIQZ78+cgXrlg45Y9bawcrezp+MGGZy64WFj0ssYhx9Ydtjp3WmMx22rCb/GDGo5jy45Nd2Nqw6y+F9a6jRU6xFBQpwJEwpwBTzNskLRZSFbhEs2dnIStc2M2Lp6Di1epLygKJoS8BfcXE08KJxdbGMiYtJPsKI0Z9LX8+LRTuNqGNzQ+miwQm/sZyZO9S0bJr4/HvYpSDAyhPceXeIYBD4oaHHNlVH7Wm9wY488aXyBm+PLUuCX2iPsZa3KuFuWpLjwc7ccPTd+nAxIGdsYPkcE4+5uTFTt3g4dra4k+nLmrVfunAqS0+PlTECwNftcFf3XFzebIRDx821b096Lc91J/4acGlxL766vtpQMzWH3dxjNmrr3i4epwHDx0bIhdje0EORJ7s1AQH/FzsMNSULR17/dabbxzUIVw88DZuXv2NWy+8zdGpD70ccVBzNYQjrpj2H0wf8nLwoYKHvDzsO/98xKOHKT/rI4aHmMOBX+vUHHt1ln+c+cNtTZpXL3nYi1q45hL++BZbX8xamIk8m8veHDz2+KiJGMawPfxwjmt92HDMw5ix2MofHpvJB4fi6rMtfnZx1j50ESMAnNjoEUPA4rY5BGYnsQjmx6dE4CCiwISNeToYFrAFMg9fHHP62hYTplgVxYISenaN6RQHjhyKLa7HgtN7FCUeFgdWbwPsxLNZi8EWdzox8BfHQTBu4djAZy8/mNWJr/lqx8bhoGuR8GSvXmIby9t8uZlz2M2Jq1504rFlJ3fciHzEZEcfrpbE1WF0YfkRuY2nNub5OzgdYJdi32XL0VNdO9Qucbxw98CUG55w8YSplkQ+1hIWni6WWSv93o7VzTwMb3eJWsoLvlg4+CmgvWXeww83j7hitr/YioUzbvIneLOPrxZW+woGP9zVSb7miNaDFzsx+xCCC4fgjjccdWRLikPfmuBJ+OuzwUlcj3y0XjD8pKFmWjWXkzWEr1/t85EnHp2tclc39p64yldsGMQ+oKuGWtKa4Igve09rAKM9WV+Lh3i4sS9WNkcdW3OEz7HNjx4nNRJDbFzKCy5/NrM1Xx1gicdWC6u2OFp7SQv/sV9NMAIERKtwggHUV1gtIE+Xpj6CigqDREJAOgkSuPoRbfNJUizjigYPDns68/zxaM68J54ryPgLI+wSfrCy1zdPb6Ph4JGPDWRzwu2SENtbSzg2tDdEOGqhNmwSY4/5cmOnHg6oAylftRCzw8Pf4eOrhSn/assWB7U1j6sHtq9I2NsgLiu2Drq82BvjQtg5hLioA55y7uLrslUv3PDx1kjk7WDjxAcPWDC8aYmHM5/4issu7uboYGnFYduF6YNAXLn5MPHgxF5uYuHKF6bcp6hHFy0b49ZX37qqv0saNp2xmHITC8cuUdhq6EPKmsHCA29vumxxVSPzaqMG/eErDmzUAI76t3bimpcTYQOnNTEvHo502eEqd/Z4iEmnVUs6tnR+rdF3yX5zBl/7wrpr2bbf8TKWA36w5UHfPsQfLny8cdP3OEtqpoXDTlsfX9hia60h3GqfX9zZwNcSelyKGzf4RLx0bDzs+emb18qBHVzj/LXGSXPsYKgtjPgUL1124eHORyteGOFrH3oj5txTsgxtgJIpQEA2u6JqzelrBbYBjBGgg9HBtyAVBXl27Pkh60nY0cOwOcISU6EsHqHv8IlF4NCzs0EqlDlYiWLhUBwLxZcN/h4YuLQRHUR5EHOwPfg4dLAITh74hA9+LnM5i2HsUOChrxVH3zxcl5AHF3PwxDJf3i6Y7GETtvT52PRqQcff2EWKb9/P0uHjoFTv6kPvMDvY8vTgiZtLDBdvyr4ztnesufp4xFFXfbitD2644EXfY14txOMjd5eUmOXlX1gTJ/H98M8//7y4q4V6e2P2B2zGMLt4rAGhw9vYI576yMtFjZsPBxe3/OUkF3FxwQ2v1himWuJoz8Dx+KARy96pBmzVGTf25q03jnzhy5uIYZ3Mw8Ar4TfPkFpaE39+4QPB2vBxueIuF/044m7NxDMvT5zF0MpVXwxjHPjS426d7Bt969dexmuKOQJLDczTiQ+X0Mv9KHKHy6ezlz1dMbWdP/Pwi1NLz8acR1+dxe2MwVEPuR5F7uxm3GMsuEQ+coNln03ZXcQmKoKgAIwFQaxNE9k2DGA2JV1SMMwR87DSZQ+TXwXvkHSois8eebbi2mBaflpS4ePTZdc8LP5atvTiwGjjGIsVH7nos0+Hh68EbCIH1UKIZQOas9kdZD4OEjx8zbe49dna1LDxiRed2N7ybE454S0OOzhsHTI6Mej4OFh4tMnpCJzyYS9nmGyNiUPq0LqwxHEBOZD+ijB/fGFYR75iupDozOGCO77m2KgBe3GMPbAJPzzEcRGpg1rhwYcdXDrx2WpxKk8+sMUmavvJJ5+sv3Gmn7iI1VOucPnZDy5cDzz45q2r2iZqLS7u9qw5ebb+rS88OOxxkpe90BrjwwaGR84w5WO99AlubOHw1RI2/M2rj/p58DH2sJcHH/z8Yar8rAdx0crFm72f8PqgpdOnI+oQR7jWWfz2i7hi8Gn/qKt5/Ih9AKO6VXO+fNiaJ+WCe/7iyrd9z05MtmK159mnM8/HHP9EHHbxaY6fvrnjWapmxSnP7MWiK764dPJlg6OWjTjs5Kw/ZXcRB64FxLhPOuQjQY+YoEAVW3B+ikjY8DFXP3LIEGN+xrBLAK5NwY++ReiQiGMefjz0Pfmw4RtHffPGDrnYBD99BWueL5yEr0eubNnhig88c8YEHzZdJi6RamAOb4fOPD+XlBqL74kbXPZy78MhHX7eqrrk2Tl88OA7LA5HYg6unOj5GnepavEXi3/ChuBF5EH8lgAOvS3DJ+zZioODPF1E6uWBrzbWG/dq7MLByZseO5dH3/caqztceRIXHb23cRguVz92J3Dg4YenulkrPGGrE3954OwSa0+Kwx8/3MVmT6aPNYkjHzHMu3TlyEe+6lo9tPBwUWdrIRf50xG+HvgeeOUvHznQ84+DXx2UhzkxibXCQW5aseRYLHHlKcd+U0MO/PogwR2XWjHVk669aZ315U4vRy2hMxa3vjE+xvRs9T2kM5WdVny8Wn/+fKutsblsa2GbCws+XTkUk01z+vQzB7HaR+bgkfyM4xan8ooXDPaeeD2xrRWs3UUs2SOQ4nMMmBMbwB4ScTbEBoEVQXYdUO0UdhEMz4aiy9YGIXTmLBZs8fhXUH0SVy07j0Ly4++CsHHp8zUPn64WlkMgH77wcDLPT5FtbDY4FsfF5mHj4OPlYqhmWgdDHcODSdjC9fYhHjvxHTA6ffzNOUjm6XsjEpfAFhsneC4dOfhR1LiHr9zZiuHN18H0sMFLPL5x8yFSHP8WMGxS3eTN1sWhr+b49vux8lcv3BMXgnzkZw4XvmpLz99DJ3ZvmfzZ+Ft2iTjw5A7LxSJHlyteeHpDbE/Ij137Tgz73pujGqiNrxjk7fI3b/+4hDzGuMGWW3uotaVzaRvbL3Hw5knHHh8tHCJ+a8hfHHkSPrjw8RdQzp07t/jhESc+7Kyj/Dzm1dxjP7amYpnjo68u+iSu8WqfasUi2dLB8chFS/Qb51/M5tm2vumqBx+ciH54+vipU750+tatlh98c0f95BVOuhVw+MIop7DZqqP9qt7w1SM7+wr3MLWealaM3UVsoRWIIbExLRogcwrfpRQAQuaQEZwtDIJYycM0RpgPgqSY/EoAFuFLmoNhLr2xObglzh6mBVKU+NKJXQw+DlMXHs4OLHy4fNkT8fjzUQOx4q3PD46F5CuG+L1puUjgupgcRBcCXrDUQY35OfDwtLA8OPCDR29N4JqDRWB4+KqHQ+rpLUm9PXKEQeCJW+1cbOzNO6Rykncx5CtHfxDnMnIx+XrGxf7VV18tfJxwcFHqi9kbIn5q4Mdhc2qgbV3gqQFeWrzkID7fDn3ribtaWCf16INBbrjDtQ6e3irhiI8Xf63a4gGjyxkWjDiKo3b4uNC0Lmnc+oA1P/eQPDx4yE3u4ml9SFhXeYqlnmIYq6e64lQdxVQP8zBaZ3zxVhMiP3Z44O7xDwLh2JmhkzseHpjVyt4RF4a+mmvhiQHDPD0dX3lkZ95Yq+641oeJd6JvHoY53MuNjl/zfPBg15wxH+sPi55oi5ONFh9zHrh01gdfY8JPXEJXLbRilQs7eFp2OJiDSRcXNnTGE7f4K9D2n91FTAfU00LZIPqAACpGm0gf6JwvUYvbYrGzkPnzKels4LeI7M0fhT/cGe9RNnSKB4+0UflXeHEthGLBzKe45vBQSPG0xHwbXgy81Ys9cYDVzNPm6iBVS5cdP/haD3x6XOFqcXWJeON0mMRwkLxduRC1/iaWuQQWgScewYNfov5q4QB5eyTycrDFcFDFxgEnNTIWD6Z/j6G6uJDk55I2V51cUuoqjnhEXnQuP3bGYrpwxFdHl5R6i+lCImzFh0XMw/EBB8O/DTFzxUdMfmoM1+VZzD5AumzVWJ78stHiJW7nwd8aJGJWP2+castfrPK1Duz4i03E8xZsPfD3Xbz8+20P89lrfTDK1Tqor76L15y18HvTsRdUIAAAIABJREFUbNRMTXFRky5aeNaHH8ENL2uDqxrHV/3ozbe/88lPPnzaP3g4R/jxae/xs56N9dniEZb8zcPLd/qwI2ziaE0Ie7bEXGusxbF5NtaO1Ornizf8cOVlbL6YxvQe2MZEnxizTS9HuU2s/Nllq52yu4grssOI5HGxKrh55AWg4ydRC0kEYYOcBXbgYVUYc8iyp2MXHiz+6c21UBNXnBJkm9DBoNNXGEULU2yCr01U0ejkgmu+5mHFlw8cXPHyGPfY+PAcaK15h8JbmI3oMDk87B0csfDrAtB3aMtH3g4rLH/i7cCLoaYOJDx/EOMtypuPWPptTPXlizfc8nX4YXXhOrxi4SM3+C4nj4POTi6Ebm5I2OzViN4FIR8+8pn7A4YLC28cfcDgQtQZtjXDE5fWAoY4BD92xuyIDwbY6uaD5fbt2+vDSa2IeuuLK45H/lrYMBOXGm54ieGRhxq1D+DBkmc8YfWBombtWfm2j9iaUyfr4U0Zjnn4OIrn+25+MPng6CkXe8H3wtZWHi5b646PD2V44lsD9dQn8sK9fLXZNS9m+48vH7Hlrsb44c/XXH7miqU19tgb6eXcmRcHDgw2eIgRv+pufBR+7M3FlQ0fgps5MRqzNy+Gs6iFQ9iZw1OL0xzLgy27bPix68NIS9ixF7++2MWaNsth+8/uIpZAgWwAZCQKSEvHBugkYdyhKDgyyPEhcEkFZA/TZrLRKyodbHHYJhU3/xJtg4jHBmdz9AQefFwU0pyHsDfHR78ctPR88YaNE5EfPV1iLlybH5bNVVzz1c5hlbPLxKZszkEqrhjyxJfe7336LQYxXeBwxXGIvU250Mz5da2+hxXDxidaF6R4/ODi6DKXu8tHTg4/3i4hb1ds6fiqg4tCHr1l4dYbGM5qgEc5GrcHXBD68FwkYrBlg4+3VPmIqQ7qYh4flxfBkagNvZh+rPcdabH9/+g8eJrHW+vDUM7s5MFfH6a+/aK2HvWSmwsojlq1wpVPe1NOeKu3WPlkp7bm1d5aieXD00804pv3IQpfXaylC9q4D2i41koe1r4YMP1PUvs1PXWTd/uxs8KOL4GrDubkDIvoVw/5sas2eMyYcsYp0WfPv5jG6oVLsetnVwz8CD1btev80h2Fnxy07MTBIdtw+bGDx4ZYJ/O1dGLyzyYO5ug9BI7c+XvKC5bY8ouL+fDixV//PtcHn//7P6yzkJyBKLwkJeJpAwALiF3A/DzsiLkSiEhYCEvIprFwbGvp2bMhxVqDbbFsEHoPX5tbP27iwDBH5BJ+Oj7ydUjkqai417IrNwfTHF3z5vTDw1dfHHiwXTpdIub9mwX0LiG+8ugQ4+gScBHJxY+wYvTmqnVA4XjMuVDEhGGOv02dH95i2SguTBj4ddm11nxbD75y9cDDK536utDoe3PUr95i6Ispd/guEBgutuKLF3+Y6iVn+eDh4e+ywl2+4pjnZ9+wh+3tUUtcGJ999tmqnbrD4c9PznJq71h/jxrxz0YtjVtnsdQYDltxE32PObzYqb8WZ3mpt3kfpD7QfI0C3086ashGneQhdm+61p8fzmohN/VTBzHxkxO9Dzn85aaeuLApX3ytC15zncuD3sMm7HC01q+6qUH7j04srTyIfnjG8MpRLdor/IytAXt9LfvpH8dac6R6xyF9bTZaNvJIx4ZOTHXUhmcOR/Oe6qGlZzt91YK+esHxGPNpXGy+9Vdn+8/ujRgpC9UnKBCLqfhaT0nwt4EIHUIlxC/i2uwsiDGSbZISi7Sk2FkgbYmYF8dYMuzExNnlRm/jErb0FVUMYl6fXnxjtn0g8KEnFRd3uuLZ8PrqhB9fXONPj5dLyZyDApcOjtxdSmLLQ20dtHJi26XB3sHz0LkE2ecrPrxq6IAbi4ujw4wvDvzkIo43VpxdBObgictGLeHBhsfOWGy2uDj4rQVM/uzovEmL7yL0dgfHQfbmCp+//7UPH9zUBae44eGidinFR+6w+eKCIy4upqtXr6718h/5woaFuzdQcfz0oeZw8PFYJxx9aBAcxKRzYbb+YhD5EfXtjODhgYe3uHjCwh2OGrh04dITe8Pawtbipy++2sIj6ugs4l792cvdfhNDDVsznJ0DHDz0aq+Pt5Y/u2qgnriLBZOwgZMPP7kR/ezo2BIY8YZvTmuejzik2HiJ2bzaZCd2eSyn8R968XvE0YdrLxnD8bAlsOvTN2ZL8tHPV+588DZfm698p28YuPBtnh9uWnjmjI+yu4gZe0qCYwXjaAM2r2+hIy4wMopR0orMnx2deSSQQdghgadP2FSofMSBYy7cOMCi4y+O2OyN6W0MLW4KCAcHfb5i2QzxwMF8nNjFDZYYxvxIfsawxY4jHR9P8dkbd5AcTpxh6tPLu4tHPJgOaBedA4uzQ4invjlx8RWDX3y0CRzYLmJr4BDzVws/FhNjnHyX7SJxobHj6yKUF504CS7lKF617eLzB4rVxkVDXxyc8YHv0jKGZUzY68P1hqz1AeLCJ3wT/8sjebn4cFJT8zCNXWrqZw3UWV7sPcbsWjP8CN5ylTs7Y/m5PD3G6oWzef7Ww5yvlK5cubI+WKyPrxH8bUNfw6ijfK0hXrj4IMHDmNgXeHRh2x/yFwcnduLRtS/pYYiHG3xt+xIuTDqCuzn8PfBwU4sw9emIvSW+sThEPcQphjHcdGxhmdcXO47h1hbLOLwVZPsPfbb4wvXwm/bZFDcbbfycdYInnbzKpXtAC1es+KtRvnz06dg0Fl+fTr9WLFzNTdldxAJFWCE70BwVz4Kz8QAkFl6fX8W36QViV8CwtRXbXAWj14elNSbh6OenPwuHg7F5fjC0CsSfnsANj71xNub52CAOkrZNbU4/f/nBtKGLB7cY8VQT+jiIhZtWrRysOLMV0+ESRwyX47xM4LMj1sMF5VJzMYlRTfh7y9bCh8lPPGsq9v8ou5eXW4srj+Mbmobu/6ChGwQF0Sje4zWKERWM4iUDyURxohIUEZ0IEWcONYMQ0JlTrxONN/CK0UQE74oScdTQ4266p918yv31rP30ew5mQVlVq9b6rd9aVU/t593nPUe2bGB0cbi0upzZdeHyFa9fs+qrFTbe1PB20OjjV/2L6zKuDniJz4afXPGAhys9joStNuvhd501Hxb+7x2JS6786PjIjQ6mWhA1c5Z7+2SDGy72x1dI+Nlze6WXv9q4YH3NIFf1gotflyGM6gzD5WrNRY6z74PhsPNmLK5cXc5scaPreet8iIMbW+dOzMb08OjUG2c24mvmYYbv4qgusOXIRhNTCw9G5xZ33Dr7MIzVkA1ceFoCpzl88620vtWbb+3bx3DlLm88SVj6fGcd6dm2Hl5+rdHDhaGGcpO7dWv02Vrnnx4Pa/zpu6jZqVMxF2EvgA3qOQkmCOc2xrjAwDwweocBqI1s8z2YbG2SoBGiQywSEYq89TaKjm021vCyjgtssTU8xPYwF1tMG8QeBjHuwLGHSTywcLoErLFVizBwEacDZw0HPmzM4Xl7cXmyheEhZMe/h4BtORvDsMZf48uHjZz40sOjI+xdlNbxnXnDY88Wvgcehjxh8PHWSHBXT7Vl63IW28XBT73aA7YdxGoNAyZRQ+sEjrFLCa7YeKoNe7b01c4a3h50ubHvwwQHb+fmLj8Y4vv3JejhyLcawsS5GPKRI6l+aiyeOT+c2IhFYJaPmGzp2Gvie6NVJ7UVAybBxTmwJy5YXNg5Cy55sWDwkzdcddLEhKP2pA+J7PGw7kNEfenbV3r+RA3Ega3JS8+Hvn3iY40fbM8NwdXYWhzZEvnw58OOGJeX9RkjTp3h5TAuzOZH9XzKQb2M6RK6amPNWG8v1UDs6oQrHR+5xRcWTL6zly/bOPA1rkYThy08fbVjq/HT4HcuO2flcXARbwsfsF5yDpvEJBlJeuCRordxgrYBCuFQwmenzaJZ7xCI1aGRUMWpuBXFGhxzMa0XV9I4FcOcLaHvcPF1iOlg9CBWPJzkjLdc4FjTcM6OHxtz2GzlEb/GFX/mZM28S6Q45aQn7FxS+IrtbdnD7s2MTXvDzrqHmuCg9nDlY60HVw3VSP4ebFi4mBNv2nKCT8dWDeDRxV1eLsmZl4uHfXl1UeGg8fd2yYcdfnw0cX1PXO3l4EJyAYtjzPecc85Zvjjae3vgcrQf5vJk397Q46OpDx7yEgcGHmpM5OQChsEeRjmWp8vS97d82KeXCx0fNmorjv3CK1GDbOnVFQ81hoevGuPFP/z2mC8Mejo+nVF7a03tssPJnK2eH5vOBX+c+RJcxIXJFj9c+FY3OmLOnp0zlh1bYm49MT9K0rPN/iiM8MSVA94J++qCC6Ez1oervungFYd9eWevh8lHT9obaxofol5Jeeizn+vZHVzEyNgUTozNNQEQdljMiU2zCSWCoGLY9HQ2ZR4m+g6BPpJw+Gp8HAS9GF0WbIki5MdG6zCEzy4O+MLgYywvD5ZevA4hnnTTFgY9X4XOxlzMeIoHKzu9/PiLaQ02Pf7ysq5WcXG5wKMTx4/yLhs+cKzRe5hdEPT+MKr9cIFZ85YshrrYNxeOywJ/cWH6FTdrLjt6MX2/6iJmw1c8Io63TrGtiddbmktKLFj0bOXlR2yY8uYjhnqx7dfi6M29WcK27tJSDzm4dItVDJi4ievrAd/BxtHl7aLBzbpcjNmrgTdT+GrErq9zYOMnHk7V25yvy9d6mLipv9zsUedAXvLQ2KqzNbXB22UsN3V1FsS1r+rFpvMhZ3Hp8Tfnk121F4ddttXBM9o+iU/YOB+kPZFnMvcO19bwMw7HnLDHFwfr4uGniSUfPTs2R0kx2ExJP3XqH156dtUNBhvCzpoen8Q6O/knPoDJloO5/Ag/e0VmPPNZDzH5VIM4zXzoNDj5LuCjvpoQuAOpiPNNxgGjY2NzIpud5OkFZ4OUwITOGhuNiNPGs6dn13o6tnj0IUEPtyT15tvCNxfHYa63GdbalPzFmXzpFY0fe/PeaHBQD+uwcetHWGvG9Aqux7/8xPCguxTUrjg2fHJRr3nxZuuiawyHnRh0LgSxccbDWh+gao2nNRcMHv4AzAXBRo4ujPLBhZ3exUasyZneJSovFx0dPBdcF576urjwsN7lg6daaOLCh9El6q2Wr5hycc7wxp+dOLjCZWfuR36/30yvJvISR618j+37WZeR/RATZjWA4VL3HTi9nOyt/HDEWx79RQs8xMMJftzk6AJmHzex2FtTd+swccOVXjx1bf/p2apLNTeGQ6xXAzhy0vDQ23NNLnLTxITB3txYYy82gYkL7sR6XOiKbwybhJtPOnnRadnAh6kncViT/X/kXRzrBF+8WzOHATesiaGOhL/45R/H6sfGWC74sjPXx80YHzbFYsNe7fR4hGWszbxhwSH0c2+XcnsRt6mAOqwcAbXBOSKFBLE2NxjxSPOVRInRd1D5pM+mBOBaL0kHa8aMR5zDkaSLBac486NnW2w6zcMv19405ma0CQpP5MXfwYUtf83hhY0jPTH2IOMljnV9G+pCCQMu23Lkz1Z83OZe4ALTZYeHBxtOl0dxYLKFqx7w1NZcDvESy5u12C4qb4u4mWcjR3M1tC4uHHguLPHtk9jGxeTnrZEYE5erhp+82l8+BE9x48imC4bOB4281EYjePjbdN781ReW+ojhg0VzGVdHFzXeidq5iP2v3uXIX77tv3UXuw8I9VZPH5BwxMFH7uZ+euBrvQ8k6/7SCQz+cvCh4Vft5GudiGcsT331Z9PzoV5qqdfUm8gtH/PqFyYMzZyfnOCoLWz+coehbsVUW9L+GfPHjT19+8XXWmfQuloQfNjCPZHwJeVefHkWhw5WOnx7rqyJ4QNcrvYqDjO2NXj4ktbKjY4NgS03c7HkIrf4LKN9XYzD1W/HePMvXr4HX00IpBACV2TEJGdN4ggRQILQ64k1vubGbLKznn2FgYdYmGJNv2J68HGoaMUzL56xIuGPux42vT5hQ9i0odmzhY2zscPZGAY++LGJkwNN5JKUJw4aP/Z6Qoe3+OXlwIjJzpq4HpL4iMOWL2muli42Fwv8Lpg+YHo7hMsXZjkZuyhheZOld2m5ROSrLvnRxau3V/YuFhcUUVs5qAW9+rnc1YwPPJelteZ0cOQmlgeIwFATb5zWxPbGWg7+dho9X9z8xoQ1eC46a/y1crEOVwy/cSFv/jj7mobeJQxPHdjz5QNTLrjTsYGt19h6wHwFAlPf+cH7lFNOWZex/VIPXw91juDLHWfCvzOEm0b0rRnzY9canZzwI86Ddbz09OWjF48P7upL9PjFxTrhL17CDkb1o+cTP/Zy5QOPXpuSbbrW49V5gqXJQ0x9zxJfXPjGWQ2ce88Fex96zlv4fOjLLb/iwKYTX6x46qu5nDTz7PTVEVZ5z/zyL3ZrBxcxI8WrwB5mb0AOp0OFFIJtcMFKZCZqTK9HiLTpenpxYBhLQk+KP234sJ1iruGltwFwxCsGDg5a8y4oB59Om7HZZ+uhNlYTORtbL1Z56atROcDssIiVPwx8YLAxz5Yd0XdJwGNLF7cwxOTrkLEhOLsY5elHaReHH6vh2EuXhzc1Fy9MFx29HMNgy78DLz/r9eLIwSUOx6WDL3FO5MoevoMJFw96GC45vQvMuq8I8HL+iEvRBwoMfrhYx7Pa+Rto6kB8v+2rB2ty64LkLwe4ctLwhCeGOqmpDyQ6PV856dWW4MpXbuzN/RqamHJpD43xti5nPtbkKHe1hu1i8MGBn3V1ILjyTWDgwN8zAcNcjHjQk+qfP7160PMRRyPlXI3xDC/ezpExn3RswsNdzfTW20N7PuPgUxPnKAm/XNjF2VhjQ8LOJzw26qPHUW442TPz9o5fOdXzI9aM5WkNljF9e2NuPyaPbNlMXs3nHsKUp/rufgi7Yh9cxIpYUKvIc9ALTiKgR7qNtyZIvbEHQFCEkDEXwxo8m2hcTJjs0sGCT68A9OHzKWl9Dz1b2Ob4VQSHkr9cCB+Y8Om18sG3B57OhechhWlT5dEGxcuDC0O8sK3FtzzUw3jmzkY83Ds0YuGh/uHCozdn52IiLuI+8WG4jPxWRXiw+3cO+FY3tXAJxAkvzZuhCzD+YvXQ4cOnmvfGq07W6DX58afzdkLo1c7+yA0uHX4eHHzFtsbGj/J4m6uvt0ix6V3ERAx/rdm/iwxL/cU2xkmzdwS+5oPJhZitdfb44Gu/5YuruTcrfzjYXxRxAasdP3zwN7cH4qmdS4AvcUETe8e+CxkX/MUxVkt52yOCExEHN7ati9MZ0bd3cIyz5at+sNLBp0uMrfFrzZgPvM5m515s0plnhztfLd7ll47e2HmDISYRCwe6bPkax0ve/Eg2xmocnjkMe6cVX1z+6mQMUzz7X+586WHjI1frMLT8qkH24s04YcMoHzHgEmP2zZeSvkFGCDvISeTMbUhAkhLIXKtIW1ISSBxWB4qtJimYJD89/eSg2OK1AROTPx4JXOsKAQu38POjh4mPDWMLR65sxErM2eFEj5casU3CtXFw8Swva9WMfXWbdYXHXm30cekCy5YdwbfLI74uD2MNRw+GC9mbm8sMFnzcqj8sl4w1P3r72sDYpeOiE1fuHji9SxI+DLnSF1NeLiLcXKrF4SceDvTVTt3FVhtc2flg8Xat9RsdLjQx2ldja9WGr4vYd8CdHbHF0dg7H/aPXkx5qZE3epzVUv3kJ2/j4sJ08fsqxAUrZzE1F2r7DMclKx+5mItZjVzGzdnhlYjBp322VrNG1FsemrE6sxFfXTszbNnAipu8zVvjy0YNYOjFYaNVN37W7RWdPaATH7YxyY5turUw/pN+a0OvLvQELm7EmhafnuUwrMkFZ2eb4Gqf4utcspMjXGO51ofFd8aJj16+YlczdvmLjQPM2uRunS2camw9fGNycBELyIAjMRaE6CVbYoErHJLIRahCwmPXphnzJ8ZIIicO2/zYT8kHvoekNwQHg8w4MOJRkeIXd/ow69nww0tL2JIw46oXS8+GvwcCnoMlr3JkVxx6WMS6msqHr3w0h4mdw6MWbFw87NRZvq3H1SXGL2w4fP2BkMuHXQcUX3WE2/e7OLuI2MHGGSeCOz0+LihcXDAaW7mzd8GwxZGdOH4Mdwnh4zImfIpjzE9zmbITx2XM12Xnw00MzfzMM89cOP7Tb0TIRTw5x0cMY3tkLGf4RA17+2ajRt542YjXnvCTk7gubv9T0i+//HL3/fffL559gKg/bLawXdTiwpZjY3P1wTNe9oyPNTnA4NPZsDewrfPrPNlv9upF8CbmxTWv1vmJ2x4YE77xEIMP/J61MK1l33gp/o7/iE30+OMAq30uV2vyqE76OZ4h+fvA9HWcD1P1tF/ti1rKp3k4MOQqFh9SnWfdi2Xv2CflQqfBVcfGcLPhIze47KYcXMQMOhDTEBByHZCACwJcM4dB2CMDT59EMHx9PmxgwBKDXkzCjq+DQRwM81kYc82Bg4FDF9MsDhtxiD4fPeFLxISvZ9cGWcPPGtx6D2UPQ7HZdYGyg6MnPbR8qqm+WroI2Ttk3rDi04GqPuGpCf9qz55408UTD+v82Vr3I7pDauwNOnuXJ144iI2reW94sPjQs6HHU2x7rlV7a/LAQyx1Doc+Oz4uPDq11PB0ObrExcK9Cx3Xzz//fGHZc3z08Fzs7Yt6unSt+YAQ31s1LjjzM5afWHji4lfU6L777rsVG5d+yrCuLrBh4AbHWI01ceTgg0tO1vklbOjVkh8O1tnzw9c6gcVfY89WzNb05s6EPSh3eHIgYtDTsYENN51c1Ldc9Hz5wdWzV1+2BJ+fKltbWHEQx3p8wrSuTvlax8VcUytc/BTnEj7rrLPWet/Bs5Grxk6cnhtzuVQLfcKm2tOJy55NvONgTsyN7RvbxnpzotZkYR/7Qf7wjbhAgDoIiDuA1jo4ApYMUIHo+PVQ6dk7MPyzWSz2/6EjJSwGjC4KGHBJOMb82qASXEb7N1c6Ng6cHo5eq8DWYFY885kfHmJo/NRBTYzxM2YPWzx28MrbhjnI9OzZzBqpCXuHO+wORDyzsXliiQkDpjzKqweQnVbN4JWXON4GxIwLOzHk6mIUVwyXkQuaPs7WvFETXGDA5gfXOj5iushcWHTFwNE6TM3cBc5eY6exIfjigp+3VV+dEP+2hIcuW//2sDWxNLjFxZGY4yiOvZCHntBZg6E2uLno4MhP329ksO+M2AO1to4LWzp7KV52PgCsl2N82Mit/VELsePTmYCjJnLRw+JrXAw654GwC9s+WtOqaxzDFY+PeMbqLi8Yxnr+xvjFgX/Y5bQIHHE5wxA3rLCLCcc6bDGsE3zo1AgnNuJmY8zWm7B/XEnzU42fVvp1xWLGDSYcMfMvlhzVUTx2CQ5s40APl84aYV8e1lqvRnFubn3KsWj7Q8agw8zZmAiocJIgSJvru5isFQCxiArukMMqGZvfZWLMRjwYDig7emLM1zrJ11gM9noYJA788NZaU2Q47MuNvfWKXxw2iUuB4NdG6flp8cXNmD3/4uejXvQekjDpcOgyVCtr6iM3Yl0Tv00XB1fYhM/MZeYHyxwfGC5atvZOfNI+9KYHX27tu7fMLgxjAkNcnOCw5QNLs66JqafLNp23U3n0xuxirG7szXHve2YXKSxvz9988826OHElagtXHw9zf0Anhnr6w7ZsylU92JcvW2v2RK5qbF80b2GdUXFwkxMOcI0JDHhEj3N5zZ4PX5jqx59OPcOCIRaBE099MXBko2UDxxjurL14eLM1todsioGfs8GGXg/fmFjPdimOuICnPh75qiNdODjKFUd89HRqWByxnWONsLOv/o1nv45oX5wJX8f5g137Vx3VyFgexj0P1SmdOVy9+je2NzjHj31jXIwJvsY4syF6eYZlDn/KwUWMaElnxAkBREjgxuyJNwhBkJAoQYat4gmav74Y6RSFji/bYsCD2xyucTaSa76C7g9peYTX2vQ3Dif8LiQxu9zyzVZvjY+6dPjZyUPebAgcgk8brx58cA+zejj4cPF2KD0cYiT4uQirLXsY9HrYxmKR8sqfDS7qSozFMMeBv9j82BJ9dYSt4T75sytvlxZ/Da6erTz02cFRn+LgbL2LUY3orBsT37t648ETrn9W0ne2+BUDvlYuev5s5OuswpW3D0PxrPNxHvFsLDZc69ayw5s/O/nqywUvsdTTWCw9f3jtNS7EGn9ruLJr7gxo8OLFzlh8Y/78fGCUMwznRI1J+w2r+GwIHvCJXr5s+GSTXjxjMcOhO0rSszUW25jwhaM21cF6sfVs8wnLpSt3uaqRi9f3wfK2r5988snq/QG1n2LUKL7iwoxP9Qsbp+Iat6flJi6u7TM//Al9XPkZk8bw2Bff3HjK/7uIEWeo2UgAAG2Mg0gCpE8kYV6iyMCA1wMZYT7GEZo4EUxnrtDmYrh8HJDWS5BNDwod/OKGma28xGZDh2ubgFt5s1F48zDEF5ufzefLxjq9mNY0Ajf+6czVRfziFYcOZrjWYbNn0x7kq3cgHSzCjw0eYuv5eTC9WcopwYeNRq/Jb1sfdnTyqxbxnFjVqAOaLT8x5MBG3eKHr/10KVYTPNjF39ya73fPO++8tSauv00nJ1js1QAeEVOdw3GJ42WdzsPMr8tGjuoEQ9zyZatZ7+H15m5encWrRvyIWHjLFQ+Ck7qJy95cTA85u3T8EjadOX7hspWLHg84asSmsZ7IkZ0zIIdyskaPk5iauXVxs49LdTjePL3+qBjFsoZbPb2a64keF+sEDzWkU9/OBb3czF28fqrxlYQ6sMu2vMzjQKdWcp86Mc2tqasasyH6eLNpP3GzxjfMLf4C2OfGrtzSH9vxffEACKZFSECHRcKE3rrgAvMhxtbMrWXP1gGyhnQPCzJstYjBSOjYVkD+DmxJmxsTByw+4c5YYfLRsqEXA4fWGsMTO+FjrleT6pWgAAAgAElEQVQTORmLrbVpxuqlh+mwWCsuX80Fmsz6WiMOgjG/akmPAz1+1rKnF4etwyiudXbla81Yiw+e5tUeXvH4xqU954db2OrM3rxatqdxtIafZpyPGuJqX8XFg3jIOk/mcH010dcSbP1hGnxj9ji4cHuA+BVfXDH07IzlzZYOBh5a50ZM/DS5xxlHHxz2jK4c4FjLXvx+E0UcXNjLi415NcVfvPYAdna4WquG9pWfPORgTNjjoOcvhrm9IH1owdEIvrBxceE3hiFOkg/7fFs7qmeDn7qSnim4mnh0ejYae/Pw9eolF3VUQ/tDT6fxUwM1cgnr/fkEu2JX4/KDSfTyVSeYM7fqEsfmy3H/n3zjXJ2Lay4notfE0fhMOXgjLqjNI+ZtuATNJS/xNkyvQIprbE2CXT5wwjNWIEklSPGLvHjWI0pvrlhdLHjQafxJfXZ4zoPEJq7Fzh+/4sGZ2IonXgIfJ/mytcbfXLwK79CzhUsnb5wSh4KOn3jqGyYbmOrI35hvOebLn6Q3DlNMteTbQZR/fBrrxaW3j3KDVw/HfNqJw4e0F2zka/9hWceldbZ4xBVu9ZBnexGuNTUk1ddfUvFvObD1h2v+Rp2am4sLs1y88YqFAywx5Me23NjC5mddjmz50MV95o8PP83l6e0YRnnJMZt0cMKlM+evF8ulTo8zO/zkwwZfUi1xpFNj/kRe9DW5EDgwzOFly5+tdWOx7Z0z2Jp1NWBDsmNrPKW5Nby0uGSXjV6LW3UWn36Lr8ZeWOQBl42xOhmrt/y9DfuaSJ208Nl0b/Dnp1e7aiKmOHxg6dnAxq9aTG5wa3Of4MqFxM8YBoErRudkKT1HDfQAESI2ryQKqI98l46kA2/Nhs5Nqcgw2ZpbJ5KGReiMJYO4eHSaOIn1kpdQB499drjEO+xi6m0IYYMTDHpzgmNFFYPevMNqPu2tEToNngc0DPmIQ6zBl7t1+Hqc+BqzsWGJeHHDgS/bJFv5s4MlRnVUVz7qpu/yYEsHy5heH6e4Wi8ebHo27SUdP3r8NGPnqbzCFN+YnoQ9ucRPzdh7IPyjPN6K2fsdYxexfOXYxSsX9YMVXjnDCreY8at+6gTTnH9inI++Olu3Bls+/Fo3xlvLJntr7NXPWS0efoSeHyxjORG26qHxsabORE0b42Odn70gPsDxYKNmSVjtj3qpg/gkDnw1c42YJ8bideayw4WIk8QTf/a4hqmHZU0zzxd+5wYWzvLDVX6EPTsYYsMXj604mrX2RQxrenb8yyHu8caDbxyNiwmPfT2bKfmV01w7thv7QmUsICANMKKkcQcGcbb0BYYxm3WFYUMqBF/EbbwDhmCJsOPDl4Sdfzr2mvViNtZr4tisOLMLF05zODaTHa70dMTGzDzgWnMo8meHM72WjbHc5BkmTmrK3kNtTS9ub7zw+IUZf5eHGsLlR8/GuLjiiK9P8Gcrbvlb50fiQoefXxvDp0sVnouQzjq+fLyx4GMdLn79IZYHWj7sxLXPfNkVR2y81Zg9PXt49erg15PKyR/M+F1n81kz+wELRnsmZzmmEwNHc75i9HCHV51wY6fFmb085C8WvZzo8UzM/WFg2Nbg4KJe+BnD6iyID490ttgRXAnb9oQtXDrCHycfTPLEof3lI35nJ/vlOC5KfvnAK/fs6unh69ULT3OSX/HUJ0x99c2PL9789XLyk4L8nCVfTTiP8KqHsZ+axCLqw56+fYUjXrHnfrFR43yswRLLvhnzg5d/vXiNrbef9HIof3PrU1cca8nBRWwze7iQFEgrUJuteBLUs0+sI5CuRCQqYfYkIs2ts5WMWCVRAvqpt67BwTO7eExbYweL/ZRiZguHDe50SevyZSMmncLqHW4SJ3YeLOtaUm75wwqDr9qVD3845hpf9StX87lXxWDbfnkQXYDs5KrWDjDccmePQ7WRj0tVDbo8xfTrZdb4wujwskunxkQ8Y9/l+rHdOt/y4NODxN4Dal0P14PVr9bhxVY9Tj755PW/RuIj/48//ng9LHzN5efB1YtJxIyrPNWmGuHBlg7nOMkXnot6Ch0bfsbVDK6awVLX9pQvbubOiBgafzFhWedjTi+2sWbNHH9+4okRb/7Wy58PXkS95OmvZfu/mOjZ+07922+/Xb9tAmdy5ccnzvop1sq5teLTq7lePvjiKqYYcz/w5GeNtGYMtzVjHOXvD2nhwI+3ucvSuREr3+rnDNJVJ/hy0MQsPhxjtmKZl4O+nOjZwJ9YzdsjNlP42xd2MMQPf9odXMSTZA8W4wkOWLHSS8pcUxCEtA4F3wqo32K1Dk/8bBQYBlyXQsVegfec2CYT17gNsXEkPGvFzCecuRaunr56wIXlsPdmimO+7MIrl7DKga1cYenh8XMg4tmBawP5wrOZdDDUXm+OQ/Ow+dDp4bKBET8xO3yTKx0Mfjix48/GXnRw42uNLS50fafnO904qYEPB3+QEh57vt5AXPbwXVp+z9elQdTZBesy8Yv7xO+IulD4x1Vdyote/czl7EE2ZwsvYafFvbpZD8uYDbEuf/Pq46xnw0ducjZmp5/nN98ebPaTOzyciXGx9XDF9VzAlJP6+fCCQc9OPX/xi1/s7rrrrt3555+/bOFZ97cEn3766d1zzz236jjzZDPn5UAfD+Okc2BtaztxcGYTRr08YSTVgd6Yn7OtDvI1h6sZyz8O3pqJS27Wh426wdE6j5MfPuHD418cmO1D+5IvP/HgbgVGubWn7OWFw1aOVWFcbg4m8BLnBBQBPULZCAicWEcsYVcx6YyRYgOHH3+HyQMyk2dL6MQylwj/ChVHONbYstOLnQ4ODHZi9RZbAdnyOZ6EWxwPD7HJ8WyD5eXCwVF8MeCTHh75w2I7McqRn7Vyhc0nntbYaHDEYovXfCtU0x50vh0APuohr/KGZcwHljrp1Yoff2t4iEFf/eQFrz8sMXcZ+KByCfqRsjrwg0vf2O+C+ofTYXuL9teWP/roo/UbEC4Zl7Q3O5jE74n21gyLn5ik+svFGg7WjdVXXnKVD07GLmj2cmgNFns2MIm6EbaadXutb2/1sKsnO2MY9Ob2nJ2xWqpr9vDtp7ji0RN9OPHlz1b87OzVZZddtnv00UfXX3JID0MNTjvttN1DDz20/nbiY489tr7eqQ4r0PjP9I2DmNWuc2eNPn719GofPhtiblzbxpG3GPiqz9xbdXRuem58PTXz51t9xDavF8ceOxPG8VQz5wKOt+w+2Dqj8oQTb3bmnQs48dVb67ylpyPVjM+Ug4tYYYB7eBGTLKEDYF2SSbYSsYaoRAl/OPSRoDemU5xpx1eCW2FLHx47yRHx42gu+eb5hWfOzybioBB6DRfrxxO28p7YbCum3hqsNk0smHR4Eg8coZePWoldfvUwYGrlLbd0Dgq9GHp+1tiIoUbmxBppb8Lhy8Z69nS4ssERD2M6aw4mnRpadzH668b9WpkawFIrvDT+auDw+weG/FK+i9dvP7D1kLHpYoJ98cUX784+++z19ubCdb4uv/zyFVMuLnycvHHDwEUdcaMXi6684MvVOi7q7mx6yNkT68bWrTWXC3v6pPOi1rixZVPcas4eJns2Gk544MeOHwy1w9PFrm5Eza3xN9bYzz3HC5Y1+P69hdtuu239BGHuJ4uXX355nYurrrpq/YNJMH/zm9/sPvjgg92LL764/Mpt28OYYp4OXzmYVx9c5UyHEzHGMSl3Pq3BmXp74ycrNuXv7LBnq04aH01dCU7m6tne4MGHzktBsWA7w3ztuX0h1Re+PSV8xI4vXVzkKyYRq7z0nUG2BD/SfE2ckwb6CBsjXRE4BR5ZNsjTsxWQfwGMkZNIBfOw9RAXV5ElDme+GdBL3hpMc3jF5E/nQaGLTxsxHx7+sIg49fzLjZ5vWMtoFKyNYMcHF7pynNzDhFFtihtuHwjqA6eDVPzqCZ9vPWyHVH74wifWcVAP47nh8KsHf2N27En58NMIG7VXI9/34tmhMsfJXyv14LuI5QPHoXRhw8/emfFQaP2/4YwTfkTvjLBxwXs79ov68OgSnM4444z1Vuyc4eorD28zxuVRXvXy8SEmtrppeHam6ctbLDnaj/aeHZ0mXzUxbq/EgQkHR35i8rMWDznS5adm1cNadnp89HDFCg8/edKJQ3ww3XDDDbsLL7xw+fgK55FHHlkXsfVXX3119/jjj6/v2tX0l7/85e7tt99evwoIdyvxoFdnDdd468UnzlLPXnzip4cV18b0xB7Is5qoazW0bs2lTPrwZIuLuLh33vXw+ZDOJa7OrViEvzhEbdnr46rHgZ3Y4uDfMyNHNuWvNqQarMn+TOPDPm7TL7uDixhZRF2cBBEHEYCDZR0gPXAk9UmkzNkThRCYSAIG0myNYZQEm2zhGlsXk63Cx4Otcb7WkmLjzVcjerhiy0HhEzjZzZxat1H4WGs9rl2ebFszFkfDBxcx8GRDr8ehuXXjyRmO3OnjwJeNenaRiEGPEx37Nr486XCFx7aLxH6z5Rs/hxs+vUtOD9dbrQvY5esyPOmkk9bbLe7i8GcXB9jeanF3yfjfBomfiFkd05Wzt2ZtihzEv/TSS3+8fF3YYri0nTd/qSNhD7/9te/GuGhyrG7OmvUeSnr+9HTmejp5aunEsEbnjb1nBJ9w7JnYbGG2r/DUV634tz9s+Ha++BvDJtbN4dl/+fjA6tJ66623du++++7CtR/+3WYX789+9rPl72sKl5O/CHEiwQ+nziWOYhI64rzgmvBhw9aYyLHzTteaGslJjM4N+/Lz1gpfL0++sPiz15vLHx/5OAP4aNb5+vBhB6OzqmdDXzy8NbXN3rNS/cutGpjjTujMp9C1nn5rc+z22n/qzUu4QwekBx0Q/YlkS6a5vodA0hJrTTGQS5eeTrHFJ+bGNoZtm2nNHA6xKQrJHv/w9OysHU+ytR4vHGyaNZvTA8BGjOmTLnyb6LD14IeBexz1YlnD11iNOgj0GmmsBjjpe8DVJj+2cHCHn8ya8G+uLpq3Dhx8N8uvHxH9YZmxQ+3rBb/J4MEX43jCHj4cfnBJuRzP70R6cV0gLlH/yIvfJ/aHd8SlrK7w5dJeuRydbVysE+dYbejYq5t68EtvjfBRY3hsSD7z2cgmXdj69jJdOGzlYh9bU6/w9fQawY9O61Km9xPBO++8s2zU/Zlnnlm49pMPfOPETwcnepa3caubOpHmxmxJ/POdfTktw339PRNqxk8u7Zna2GP/tohzo3bW2IqPd/WD5wzC94FMjxsbl6+cYXgO6V3S4qm5ffZs8oENB2etuonNjg08Z2nuQfvCp1ziBA/f+OjZs5vfRxxcxJwj4XAwtnnGRGI9SAIoHF3AxpLlxwd5fUSQj5gxPzYKaKzxl3CJistfMYheAenY6Aku/PHDg76NNRe3xk9e4orHlg2JRw9FhbVujRQTnvVqJrZCw+3SZS8ftjDYpoNHj2d1wseYvs3Dt1ryDcM6sU7gicHfg4gPXfzEgcO+vMTBFZbmjZWvH3PNjX03x873a2rvgIrjL1U4mB6YYsSjHgcPAZvqxzZei/jf+R8xNeKrER8GHiYPobzsXXzUojq1J/N88ZOjuruo7a0zNrmahzv3Ww2qo7rAp1PfzoL4xtbTiTHx1JbwsxYHNnSts4FBT+LY2EXs+2CXMR5wxIehHn6DwtcR1d//XsplXK0W6OY/rYmJB8zqKT6dfstFTPtA4ruBXnHtBXEue8bFNHZuOpvi2it75PmSa3k513SavPkT59SZ9VOcnrAxLi4M/jjaI+dAbLrWqgEO9M4eLtbjMPOvJvzo7Rm7mV8cFynP9P/uEf71X/5tt/uHH942OSAqqMQInbHCSKYg9JIwN5aMDUAatGaNjn/zfdh4rD7MekpjUvw12fwnzNTFcwitOTg4Kwic+E/7MLa88FaLyUmhO5TlClexxTRWE1hbPByI+nTpmtMXByZ/eG2iuTE8+fB3gaipfTInMBxqomcPz4+hHkKXqgdVk4M1/sbwvOn60d/fYvN/HnaYxRNbDXDyEHgTJR4W/wxhF7d47dk29+Uw9nTatvZT+vzC1//tb39b//qWfxYTNxe/h0U91A5nZ7N/FMZa57kPFm9K8tPsIZn7DkdTK2KvNTXUE7UyVnuxSc+C/Tbmj3N6c1z4hN++6qsnLLHCFYvACmMp9v+h1/C56KKL1m9S/PznP186/2bv/fffv3vvvffW3nKZccKZGGoy65E9G7ngQ5e+WlifYs5m2rsczf0Upg7OIp28fFj47QjNTzwEF2vqAcszXe2K5Wz6asvF2TPS+e2tVm34q7M1djDlo87W8YgzP7bV27mawr686PlpuHWmzMX6p3/8592//8cPv6Z58EZsESktmXNjh1kPjCDlgOkFs6ZPKhY/Y+skjObZw23DFSI7mIokDoGFL3sbR+YFa+zyIOzqw9zGNS//Zbz/T/HKl9pYy8c4u9aLGX96nFunx5FOM26jjG0mYUfkouHfpeiwWDc3hmMvik1HfJ/64IMPru90zV2yLiR/ou73c9UVjgPnonYRu7j9L4l88Lq0fE/swsLRXvh1Mzox4rqt0Qp+xH+OZ4dDa95u5eNh2ko1SW9+6qmnrg8RvUsGR82+uJg9MN7g5eoseqBcvOXeuVbL9qE46olX/Hp44dPp4bSPdOLp+dJ3WcOhE4+PcfUrn+KbO9vOA4HXONv2OAw2xWDru/zrr79+d++99679t6a2Tz311Prgwi2xdpSwidNRNmLK5ShhLwfnlqgDHXuc+TpX3lp9mONrzTlUVxev86epKZ36hwNLLQms1uHAtZ/s2aiV88CHLk7mzrk8jbXw6BvrPV9qgQ/+eIQjPh1sWNU2vdh84eO5++GzfuEfXMQWGTkcnCUhiIQEJoAkpF9g+z+EQ6ALIX1FQACeDVEQBIuhl4x1uPngUTLw2GkJHweNXYXAoRzgGesVJr7sCawKFSabbHGxTgcfDh99HI3Z6TXY9bhY6xDyxVn+2dezs8Hlww4W/hODjh0+ePE3Z8cH3/jLiZ01b4f+zxbF81eFvR37v1u4iL3RVit4OHsjgUn01j0U1p0H3915cMqZHXxzbUp6fPCDPf2yVyM2/tDN976+JnERW5dbdrDnuDlu/lc5fuPCd8b+YaAeeFy9GfnwcFHD08RTY/sVjp5tcZ399gZH+09gz3qrkblG+FfDHkKxYJD2AzZMerpiwcev+sFrzF88F0WXjHzCFc/XNrfffvvuzjvvXB+yfP1/3H7/+9/vnn/++XWxiZHAL0Y46dSnvLLf9mxJmPjIFxf+cnS2jDU1pvMC4M3Vn0E4Wy5hHxbqIKY34s6nfNXJXA+7Nc8EHWw16Rnp7hJLY48bu3zUhp2ewMGVvT3EQy5s9OVqnTQ3hlFbi/ufnsLW59f6wUUMDEFN4IgpRMVFXCL1AbJHnsCxbo1Og6k4xohYV0Sit05nXaIlogh4iGlsXax5WGHwwVEMWDhUnLDN4cIicaHHtfh6eOzYTJy4p4Nj3ByOeHoY+FgzN9bD1RwEm933XuzkUC3xEA8ePXt+1cuhNCflLCY/GPDovQl6A+43FtTxxhtvXFy8iXiLjJ98+YilJ9ZciP0hh7jtj77c6+lIc5dfP1bi5XeEXcakeHo8xfDmI7aHMiy2R42LoefDxoXc2VJfFxLpf6MD3yUtplo5X3pnqnPlAoQhd7jthfqqn3jVPrv2FgfrGp2c9ez4GBPr8ODjKTZO9prOudAfJcXgY6zx1YthX2+99dbd3XffvS46GP6HrE8++eTuT3/6048/DeAwhT8JK+zO5bTdjtnCq/Zxp1cD50Yd9fbWGfOS4EL2lYTGR2x1kb9zo6dTt3j1XMGFU03bSzjuLXsNq6862LLhB8MazurfGWCjiUXYyUFemjH8xmyJuvOBxyYxj9/Ut64/uIgpBOCEqOIj2iEE0kGtENnwRYSNZhyx5rDZV1Q++dNJrCQiL052cIjeemO4eIpH4oE3XC0cRWNfHHmy49ODkO2sRfH01m0cH/7xEru5XMSyppnzycZhZOuQwYxP9mzTi6NOLgfiEJvjJ7eZDz+4dOz0fgz3f7LwpsheDH/Add11163D6m0EHi4devzE7QA51B4YbysJfgReY3P1UUv+Ljxv0v7aMmwXugvRr711rvD1wPnrt/jKwRssvtUF7oxRTDo5qXXruPuu2wPnR9R+BQ5/X8fAVxsNJ7n7AICJC3GezLXOJT1sUl1d+nzkan/Uiy8+WjXUa/D0coehEXvEHjc4+cutvNjNsXn72Zp12Ndcc83ujjvuWPVm46eMP/zhD7tnn3127QddsfniRXAj1uEUTy1/irDHXa8u6uGDC75auRDp5Gk/fA3WZQxf7vZEPJeoc4enPWLnPCX0eIplX5w5nOGrZ8+ION666Z1NXODbVxydA3nDIjDkYI6POHzwEkszb4/MifjpzdMb06eb+qU86iJ2iDqMOUugw1jCikuHrHXkkeZTcRTCuA2H23qkIxLJenYabD3ycQiPLV1SgjY529bqFZwd3KRYuOY719grOh/1kZeNNGdPxxcOYY+jtfJsDQ5/PNhUN2Nr+ccpPXy29NWETmx+9MWNCzuXnkPoT8h9V0zHjr3L0J70kOFrf+Nmjb1L0t460PySYjbn563266+/Xg9RtbQX8nBmPCD+wR6XrofQw0nHz4OHE72LuFj4bkUsvL1te7i64MXB2Vv+FFjq5yJQE29f/DXfIePAzzoMmGrLh1izl0RdqrV59dSz42OP5xlsT6wZw2jv+BjLSYwZC3512Na7uOrKH6Z62ueHH3541ZGN36T44x//uPvwww9XXuzFkKOxfMsjzGKZT0mfffN6WMZyUQNibuw8yF2N7ZcPWntNj4+f2pwBfxHFB6NLmJ6PcwnHWWZjTFyibLp7ug/UWT3ss7PkGVFb+eAYN/lrhH38s/OTBZ1zosZd5OzxkifBwfOBWzWsdvzZkng3X8rtRcxIAiUjOYQ5CYRoD5UxCXDaOAx8kYwM28awxEIQnjlbOk1hJF6syLauhyUmDGM6hSK4td6adfbN2dDFwZjAYEP07NiUSzp1aoxvG0THXqw2HrY6mjsQ7B0smxYnfm0q7KRameNmrhG4Xd7pHVT1F8+6g6TB9jbR26E1scPho+Zs9PKG1cMjjoeDeJDk4i2rfOnpXLDevv0YDLPv/ryZsoWv+S0Hti5F9XIROshy18SvDrjypStf9fZvTqihWuIJhy2pN+YHHz9/yCivcsWF3oUgP3ViC6s3ILW1Z+qvZtYIfs5oZ4OdNfHwi39nypoxbmzlIjaRX2fBuj3zoSSu/zefDxzr1thqSbzE84es99xzz/JlI8+vvvpqxbriiitWncRl++WXX67v4ju7+GkzRvsAS42tET7hyKG6sMMHDjFvDRcXMJ1eDdScv5q7iJ0pF3A5OWtiwqBzr7CnMw4LT3haPnJ0UWeHrzMJi32X8SK6/40XeLDVvXy7h/iXFwx2WnckfuYwwtFna5zgOeXgqwkggiGpTxw0wZAABkQxIoaopM3Z2iQ27M3pIwMTvrV668bis6/QbCMfnmQVqcPTelzDryDmYmk4ED7WCZ21ZOKxsS53/KxpOOJgbT6I7KyRfOSGOzs++i46dtbFkTMe/CZ39iRecVjK/R+kwfDJ7+H1luGQa/TEZQNTXP7GRN/+4Kh5OF1ucPg7uF2iOLoQNG8t/kAtPrg78P6QRfOWaU3dPAyw5E/sISxxXHZ4y9ul7ZKEpVUHOAm+eIrhIS4f+doPa0eJePD8xgguauHrEv/HXz/y4uLNX25iu+RJXNpzOjlp8m2/9fJi71kQDxdjvMS2RmduzJ++3h76Q1X/wJH/N98FF1yw8vzd7363/l0IuapTZwIX/vDEdnH7XtivqlUztb/vvvvWH9gVH4b1P//5z7sHHnhg1QBPWHDUx1ijJz7s+PMTj+hxJ63F0Rp/er4w5R4H+y4Pf3iY+PBWN8Le2dNwYgub3gVJ58K1D+1N9vJzseuti8kHJ/mIzZ8fjtacTTr2ek1uzobY9Ph7WejrEng4aXD08Nm5n6xXFzmJZ43tVo7dtvtPeCQ552gMEClFQKjk6IGzqZeUYiJlPV947GrWiXX29HQ2TRHoSXbwNUlIkkhK4h0GupLk1xhf47ixE8fDSF+M7NnBDKP15uys6+OdrkKzNU4cCvwJfGN56mE4RPKyZuPVWm5sYFcPOkKnOUD+EM6bkO99/RaEi9Oay8VlxUe+DlBSTl2O5mKK7Qy0J3jzM9fgaS4s9cMfNwdfDmzVpjWXnRz8eIgHGzFdvjDY4+bAW1cDOt9FxxFne+ihdbHgAZ+oFzvfQ+PiMpuCm7zgwe+id3GzVS/fG/tqBJaaqV1vzfaGwOZvLh92PbzFk0f1gMUeVz0erRk7G3Bg+MNEf138lltu2V1yySVrP+WEhz31jyD568lqwJe+db0GWw1h2bOErRh0xlPsCc5wcYSjVmJoxoQ/sW5v1QBWXNbi/j9xs8Yubi5NH7R4qK3c7b86smNPrKmNnjgL1omzA7/nyhnAm16D3zln117i3x54KYEpZ3o52iu95hyXt7MmFs7s1ZjAore35SjP8NQIH7rOqTHR47aVg4tYoIAFMlcwRDyg1ugrjHVrAkuGTQErbIlYY1+SxWKXjx4WGzH4IC1xhchOkhLkqxhiG/Nlw5df/PT05WDM76iCWIPTGlyxmxfbXFzYcIk5XNLmsbNBcbC58OGyhy0/GG1eNbKmfmzh8IOrdWB9QnsTOv3009eP+Q4iny5KPmKyp3MQ52UFt5qJi5P6eTv01ukNGX+Xs4PdW0h1cnE6vLDxrcbVAr4L1Buyy48eBn/xYDpj/Nixl4OHii2h4+9HV/vOT049dPiqO1y1ModPGpurlXmiTr4awVtd+PpQsx8ubg+s+rnkCQy69sRa9cOlM4WfNau7kPAAACAASURBVL11vTV5EhzU1G+P+AsWfs/XRaw+CT8+X3zxxfp+v3xwJcXVa86E+vm3hv2lFpeyM1cN+cDIz5rL3VcB+NDbA3288+HHpnMoD3Z08Vqk9jGsi8vePvnpygev/PTOknqrUXWzxlYP1x74qQtGZ17u6qYu9sALB398nW/7ywauhhv79PJL33NbrvR8xabDAzbBwRofTWwcCG5wxYBBH6Y6dFZg0BdjOY//HFzEnBgSgG2cuYDmFb5DJbhN8UBuN4YP4tYUFhmkCVt+xYg8vLDx0ZJiexj5Exh8wqHLLn947CsGm3RsbZY5rnHi25yOr17sbOQVBzjVzDgOevzE6KDzd+nGh776wGtsL9ixh+Gi6ZD4rYDeIr01ZedtFY+48JWLvyXnIXDY46+f/Nn5XU4XHt4uv3BwUkOtw+fy7SsClxWO1vBy2TvI7bmHT3OR8YMnhrp4KNW68+LfkkhwxMcfAPLxgMB3UeLbvpSLGHCtsVdDOnXpH5aHzYYvznLy3THO7KzJx4/KLkLrLgW29kpzXuwF3np1qj509sr5EF+Lk4vf7zr7h9v9s5R+h5ufdaI+8vW9rn8t7f33318XbGcx7tnXw+DrV9P805Y4WVMXtUjMcdfD1OwBUf/wqqeernPALr7Zhm2u5nzYuJzU1FmVt73zoS2+i9qHXj7Z42BffEComzxgOt/yU3vjOFhXaznYH3vmfMFw/ujxMdfY+vCXD329MXyxXOpiWIPpmcfbmjkc3NTVHssFJu5srMGTG518ibl2lBxcxJynSNJGAS5xiSkGEtaSEha0gPyQhhsZ9rAQlES4kWcrGUIHq8PCXoEUBm6+bNm1aRNXMbODDZPQEbryMFbUHjQ5msPoMJcb28Z6c5zkRcSRBx2RfzZim8O2Hkc+4uTr0mTjQPOF7U3Rj5TeMnzfSa/xc5DUJj7iGvP3h1EOmLmYfKaYW1NDe2ncATd2idOrVfU31hxOjR1+3lQ8dC5LuC5rF5kLxpiPfZQfLOLS54crnh4ieGrjDc93tuzVlG/SPja3d/5wC3cciK8d4uBHdzVVf42NC0FLnB9/IURNcSiGy8Faz4XeOl01U1tNXu0jLj4sfef7q1/9av2bD+LyTVwg/oLNK6+8sj50fF3iQ0E+JC7G7VV9GOKJDdc4fPyN2ZP05uHSZRdG+eGQL3v7R9I5l3zsjTG9D0s1dQb60FQTObFVL2eqWPiG7dIzh2Wv8Godbpe5OJ09H+bwcWXrDOmdGbhhOU9x1cOGQS8vtnDoyhOO+ni+2n+8xGfvPMrdeWJDD8MZNoaDF192ROz5v24+uIgBIayPbGRsCiCErPWgWDe2RvhbR34FGxuPBD0fiSPJBraEOnTiW1Mkej7s+etxEIc+sQZr4sIohp4f0cPVxCqeNf5w5jp+/Anu4dqsONJZg4VL8fTygqEROvWqVjYSJ1h0es2l5tewXKJs1Nm6Q+arCHoPOSwbrzmQHfbqxsZF1MMv/laqDe4OuvjG3ibjLb41l4Y3AJiELRuHs0tSbfASCy91VQeY5u0Be3XTvIV6QF3I8WErlv3AxduO/Ls44bOdvYePrZgeDDz9Joexh189NPX1YdYHXTFh4arW4nqrkyOdNRzo2Wty6tzJg8jD/tgnb75XXnnlmvNLnDN/y8+/+/HSSy+tDxzY4oiXiDklnvWtiT3x6fl2np2H1tOzgWPOX9xih198c7lOXHN+Yth/50BdvQV7WVAH+TiT9kR8+2ePrDmv9M6LfRDbfptbd+bgikGnd475eNbEtb9yw8UaG2v2D3e41soTjnMnFp1zBw+WM6sX11o5w2HPr+cBL+dIb//Fbcwff1jVM/7m1XQVc/vrawVWLMSRCkwg+oA7eEA9LAVT9EleQWAgIbi1SaIxPZEIDHEkps+mA6BnLyZO7NPpxbMx/NnIRXw+NkcPt15MtgrcJsmdwIFnXSw9PzqtfHE0V5eEjq1WDvUOotrAD8+nPS7WHGaXjT+Ec6hdIIRtP5p705CfuHTEj9gOsoPl4sEZngfcm6E3MxhhxbFereynOsBm68GRp7dWa7D86pkalgd7c5e0w8pPPL3Lu3q6ZPGlI3o1gKMnck96SOWqBvytyyvO2erpCVxNDTTx1duFbJ89QGrR/sJPfD/uN0L4y9eeqIsHms68feusyl29fP3hqwf/Toff5/XXyefeieHB//TTT3dvvPHG+m0Iv7nRh5p1OYjR+WgfxDTWiNrOGqRfi/v/wMg/e5yz5Q/XcxFmfX7mxYHRemNze6qmzqrc1UHN7J8zISYJs8vWRQxbvvri8HUm7Iv98lzBEFN9nEk6+8GOno81OZuLTcJ0Bui7mNniAd8Fbg+JfvJVH2faWchfri5bvuy7D2e87hxr6itHHIqzgu3/c/BGrEiMBHPhSKCk+nSpGBNEISRdMRFQlMiVlF7ysIlxsbrgIo+L+BLlB1sh0nXA+MVbb25NHg6HefH59gA1xp2NRmCErWcX74nTmnW+4lXgxuxxKGe5qEs86YvvrcvY1w4OsbHeZrPnZ4y/NXVTDxj2Bjad3oPvADtkHnB2msvTd63nnnvuj5cDrvD1cnHg5GYfXFQueNzE91bjKwZ5wWPjQRCXj1gerA41bu0n7ubi4I8jDLVzscPGw28xlB9bfwnBVxM4wPAA8nGgO2/2rXr4AysfADB9FeIMemjsg9qUq8vZ1x1w4PlDs96m1MGF4qsIecvJ5Q9LPvI3Vt/22K+d+T9jXHvttetXz+QHJ25y8ZWJ/z2Rrx8++eSTVS96ojZyiJ9x9aq+uBiLac+dBTq93Ig1GPThmvNjg1M9HWGLhzq0Tm/dPI502eCmBmxcbPL1h8a+87aHYqqtOs849hB3mM6Mufj2svp36RWPv7hq72x0lnygOUP8xcPVPSQmfH5wzfkQtSpX8e2hnq9eHOtqpMF2duSCn3kvE/Kgx6OzERY8oudPr2bOIo7VZBlt34gpBZIwYWxe0eiAaWwkL1FjPTICawiSSciYj2TDQpBI2hosMYmiaeHlX9HZ4MhXT4+rxrY82JnP5BsrSrj1DvMUtnLGhYhHZtHZ2Bg1sF4esMzzx63L2SXnAVc7OpenQ22jXTjVXS3VzAF1QbQnDpg1h1McehwdOnxcjC4j3ze6VNi4oPwBlD+p99DIWRy14+Ow+TBwmeHmqxE/YqqTS1c8h19ziKur3DsX4skHD3nwaU/EoKvWes1FrHYOqkbnAvzrX/+64rpgcaDz0IunbmqmLubevOSpl7f9Ubc+PIxxsjf4qZV6aPzgwfEBxE5d5YkvTBJf2Ox9/eB/1umvi7uM6aaomf8Zqj94809O+ossMMPRJ+2BfZxc6XsmjHEkdPzN1VeTlxp37qyba8Zzr2HlZ+/gsSPZ6ycvseyn2slV85Ob797Vwpi9vezrCDHgq6n9wkNTX3xhWBOLH39r/Ow5oS9f8Yl1OM2NO6f4eZbw5ae37z2HfOyDOnuOrFuDyd7+Olcw6XC0DtNzC99zrYeLH9tk1o+fPO0JG8+Y9f/5rx/y4HPwRgwUMYGREMA40EjprQMmbOgUE6GEjvCvZ0us5W8uLjubgEe+EuBDZz1+1s0lOXHoOzgr0DhUYaaPBxxxxJj5WjeHpxbFxMHGmNswedtU42zVx2brHQ4Hi9hwG2juzaH/2wTf+cmNE39xYbr0/MlzB8K6cXZq4I3XpYKfy8zYW59LTG54wHMx0PunEcUvL/zw9VDJB34x8MYRDw0WP/sNG0dzvT3R03sYifrSs3GZWq9eamydzv/GR0/86hzucpO7fOTbGZOjC5dOTeH1lzJwpMPTG4uvVeRCJ5dydqm7ZK3Ru4Q9iF3w6uByofd9rofIB5Pf96XzO77eBOWGB3H5wvQ2/+abb64/hFPvYuq1hF9rdObV2zmRA1EnceTZZTF7a/lX63CraevpxWotTnTqIR5859KauTOZr3Ov4ajxsY6vfbdvfJwpH+pqqll3Ru0nH/jOSjW0R8Zqr5bGeDgjzi/buKgFnZ7Ato6PvdI6W/RsiRjykDtbY7Hg0vnwdb7ELXc45s4W/sR5Uy8NflKN9GpE6tm2p9kfXMQ5I6KgbZCgiJsLBkiRENPz83AoGLFOkOarsYERWTbm1uBqNs7G6IlxD91S7C+y1sXjF36YbOng26Dy0seZX2JcHBjsSHzLZ/bsm6uVXM31RHwPk3z11mysnBxGb50eZA+5OPA0m2zDHAj50dk0hzncuBefvTw9/P4CRQfTIXG4YMahNT8aP/HEE+sy9oGQyB2nLicxvFl7aFxELlGY9HLEUU746XHr8o2fGsDFsYeODo561bx9+1tl5el7VNw9KOqAB3z1EquHXW7W2Lp0xcVHPLXji6uYYjmzhJ3aeYNni4/vN30vz86aOH5C8ZOIDy12cvGg4mEMx355q/7oo492r7322vr1M5cvTtWBLVw8ptAnxmJUW7mpcRcEO3EJrHrrGvt81+Lmp8FixYkP/BnDmjrTiSUOHV+9GM58nNi152ycMf7GzroPdhexZ09u/J1Nfl2cbGuek/bI3olvDzq7sOHEy9dW6izvaiOW2GzY463uer7sfAg7N3jIp1p768XBvBhi8xXHGJZ7SEznJM5ygE/KR89Xvazhs5WDi5gxUgw7LMgAACaw9akDyE/jE3EE54ZYlzwi4cFqM8VsHknFIZO4sQaPr6bo5vhVbLGmH/7EBnu4+PHBZxaMjTU6ucDLN/2c4ywWnZwdHGOcxDHXO3AOjAPpT+o9yMZ6mwvb5YEzHJeCC0gN+ePigLSR4oojB8Le4faHTGK5MK25mHCBxUf+MNj85S9/WW+av/3tb3+MzQeuvHHDRV29ecLS5AsLN7wcRD+u8ZUDnQvXwykfeGzx0BM8jHGRHxv1gUP4e4vFwzmAo+eHuw8xDxo/nKyJFyc97urK15llaz9wLAY/8e0BGx828vZjNuEjLznRE3OYek19vPm+/vrr6+sHF7LYnS0+cscFjjV+sKcUq72Vu1rzrQZH2fPDJ06dRzGmFK/euljs7aE5DPmwsWZsHWf1ad/oeh5w4+8MqiMMNXbm7Kdza8zOxWf/5k83YsFTG/umiYOPN9rOGj+Ci3h8iHguVfuPEzt7im/PnxiaWrI3tqbGYRi7UMXERaPDRy83PvKATfqqgk5M9ZIj7mLgw9+a8wAHf/opBxexhUgC0gQAqBhAAKQTgFhXFOvGW91SjL8kohhs80eMn3gSnETT44WDQqQL1xyvbGB3iOJSYSogPXtcrClSwnfmLjfrW278wykXNrhocDR2Lg2H0+WredD9uK2WDo541h0w/OXZxtPDwbUHho+DL3cY/nU134W6iOkcZBgOBmz+DhkM9XUwxPHjP1//PzN2Gu7y7S3HRedrD/HEgiWGuQesH/+qpTX89D3ILlbY4sJXLwfdGB+4sORHzNnMPaKD017EA24XtAfDfrF1keOhwYKNk3jtmzU+akGvZsbstCnmYuGEtxifffbZ+tUzv4LmAqaTMwmDD4nXmuz/0xpbmEn66lPs1rc9e63nEMcT+YSvhs4XsR/85E/UA4Z669sPnKqBmmp0sOwhu2Ljw9ZPHS5f+0fUHa56s+ETBp2zBRcnWHQ4e77Esaanc6b0ziFcc/4w2YjTnjSXG1sCX2wfGuKxwakPjfz7cCg3z5N8ibNf3cyrD1uxrOGDpzX9lIOLmJOgyGjICE6vEHoFqCjWkZakNTITLpg14+b1EYkYu8haK1b+dMa4hSc+PgphTUHrK45C5FvPToO1FXqbyU89EvpEDPhscDBu46uLQ9PFoHf5+uT2ZtUnLz3+xEMsL4fIJaz3Ixnxh2e49j2xg+23CbqAXMLegh0ueGxx0mYOeHvwxFFfOflfrIvjR0jCV2x/u0sdfE/rMnYxw4obW/tNL04fQg6dA+qhE6/9xq2z4tDjjisdLr4iYa/5DQP+cOb5EFOecsAdNntjddcIPWw9XvDhpOtCsH++hsFFLF/L+G2VMNZg/x9Ymjz8NPHCCy+s337wFQT/9l0tiFqxF9fZoDfHly19zwv+9FPMq1d6tXXerMWHDhahI2EVr/laHP+xHhfjnhV8YOrVj16DQ19NnWffmTs/bDXnoz21V50ZNSDiyIGeHb0cnCP7pL7lR+c82m/PjTFfcdjYM2fUs2NM4PYswjeHLy7uevsFg7CBS2/c2zoedJ4FsTT85G4vzY3ZqE3PB0x8WhOzc2eNvRymHFzEHBBG3LieI6LWECVItDnW2dK11jocpBFrvaKYI4SwpI2LJU6xKjo/kr9xa9v4uLHD25iIg4e5OEQMPGr0xvS4K7wi4ubAigOz+jgg4ljTHAqfzA5FlzC9i9dD7sBacxAcUgfZ9496c5/C8BwkfmLbYH/Ty4XBFwd5uIxd0GzVAaZDI088NCIHecGyF/DFk4M3dW+O/kLBr3/968UFV/l7u5Y3ew9XPRzc4IqhHjiqhdpZw8GD48Lj1z7BVR/CVy594PjKhrD1IeM3DPiKAxNfa3LHTT3kg48a+kMzX2/I1cMkFnwNLx8mbJ21cPR4+JD0v4/y7z/APEr4+erC7//6KsJPCWouV9IzYiwmXPzpxVVLORBnUGyCGzs56olxa2uw/w8M9kSecNKlnzHozDvXYdGrq1yLm128cIafPl/nQ/PX5n1oOUPmMPnClD+B4WzAaR/jG39+7XN2zjm92jnfhD8fMZwrcXBzHujF0mdjjodzwMe5k6sY8J3XuMFgwwc/PWwc5JaPNZzaU2fXGB9x2j9cCXt8Zo1xym4Z2e8G+gIbV9CKYI0AaIyA4MgWLJsShiNJUpH4O7ywJWg9TFg1voQtu+aSI7jAJPU4ZQcnXDbixHU5bf4Do3Vj+OISc7hi622iYovnQLCVD71Lwdudtz6Nve9vPez+kM5XE+rmwXbBuaD9QRV+Lhhvt+rne1k6F4443rzwEMcFAKOLzsGhx0kOYjokdB1YGARHUn18YODn16tuuummVW91gyUvdvbAGC5RB36w5YgvDnDoi0Xv4MFIcJK7GPD0/iDMmxXxgeRHfnjW5cnGxW4/XHAeIBhsfKi4ZPu9a/GyZa9WPmx8yPGDp8lJ3W+++eZ1CcsDTzVOjNXYHxz6yYC//VEb+wZfzvK0l/LuzMCil696zfNnrVqKxS77LYe46K3Nnp99gZ8f3LCM1YNdvZzM1VFTB3lZVxe+uJL20Zqx5uJ1xv2hpgsNHvvOgv1w9uwPPKJeYrJXZ3rc4uoFxR5nW73wgu8ShW8MG0f2ak1nLhdr5nJSd7VxkTrzPQd0cHFmi4M1vsYEV+eYLc7G9lccuM6d+OrhfOEhJhxCX27qYCwnPjC3cnARK05kkSxJpCqohJBAKNKSIQU2z6aitI5s2HRw8s9GovQJXDaa+LgYS8qaDSD8HBg6axLHA3/jcIunL07j1ugdHkXWw+0Bs7E2RzP2FtZBxcNF66+2+ltubGy6w2sD5O8PmuD7ThE+XrAdNheIjcODfQe6fNg6EPZJ6yBYVxf4claTfOjFgykXPnibi4k/fvbFb1N4KMpJLJh81JGPXDsT1YJN5wVHcfpx1cUKhy/O/I3lZ69w8Du4XYQuPB861qsb7M4gHw8Gvs5DD6a/rKJ25W6sFmKzsQ/GnQccxb366qsXnr3DC3/Y4niz9uGoLs6QePa0iwMee3upRmouP7YEhtrY5/ZgLRzxH7ETucPiQ+QPn8CsfnJh11xcOpzyh6GZE2M14sNWXXzY8BFDrDCLxU7ucnF+ne/2Sw1gmrug1Rx/H1DqaM3c3jvfmljsOo9ihtO59uGqluqNFz1ereMCn8BTY2dJXnjL0Tnmgxs9Luw0/vCra75sNOvOH39niU/xetngKw+9GvHDT74afAKrmrI3nnJwEVtsM4AGYlxyiACVqEACE+uKqUeqsXV2swjitNl8i8XWGmwY/CLM31gS1h04PPDRFJ0ubDZihOkhFkerEMXlI5586cqhWtDDgV8ch9Jm6BXe29jcDHlZ88A6bOI7WDbUJQOnGnkI+n1Zax7qviNl39cVeOIkN5zMxdDo1aP6iIeXw4UnfZzo2MoVD738XKri+8qDeADEd4nZCz4+ZODKBX+x8YAhT2OxzB1+e2MMiz3eHkQ5yJvOm6UHm6i9ryVcDuKIib/47D0M8Ijewytm3/O69OVnTU78+LBTE3xh6uGzl6PcexOXP35q4ycbtvJWY/zkKQZsmF1+5Q5fbEKnBs2XcvMfmNb1RGyYdOpDWmdTc97o2WtyxolvHNia63GBZ945Mrdf1vmbh8leI2Kx6TyrXXguK/HUC65aO7P9pg08P+3YR2/LzkA8xRbTnC/x4YejutHjJT9zGOovnjkO8M3xs4ftiVg48eEvjtjE2dTYi0cvTnmwhY0HjtbFEVvu6mFN7ywQfGBocimes0VXrmxhTTm4iJEAICHCOSLGgioMQEDmyEqc0PHdBpm6bIpRIfmny0bfeAXY2/BR2HhYw7vC4Ww9Cbfi4k2nhc/HuA1TbDlr2dlUG2EDHT5j631iu2DYeHA9/C41eHjhZzMdTvWCyQYnPg6vy8fvAbsIvE24eIotF34wYFXz4rso7B8MB8vF5GsQOjY9OHIn+vbbGx/u8vegOVjeJPRiuajizMfXCLC7jOmsy1NN8BafX3M6NmojZ7EIvfp5MyXqpW5qo8a441EdeyjYwncey0nudGrJDx+x8MNDTydXMWGy9T/UVB/fSfsKw374W4dqKp74Pizky9/cGVBn/3aFmOLZKw8jUbfOGWxruIp5POksZiMWPzh8CR2hr6+WzflPXbh80sOxH/LL3lq22dV7PtRM7i5Vlwu/zpG8nU17oKmjpmZqJY74zra46mNvelZ82Kun2sOEJWc+1VQd7aO4ng8Y+PFxjsRwbvjgB9saGzHFgwmDL1tYasHGhd1e4cDHekJH1AEGEUtsGOIZ+xByJuicOX5i4wKzu+a///PY/5D14CJmBJgTY2MFIQjNTTGWlGCaBCTmQFZAfggrpPUSQ5gNDAWpGOKxV1DrxdXzgcNHPByJMZ05HHwlTqenE5edQrSpfM3xpWPD3gY6FARn6xo9TBeVjfAwW9fUytzbEww58VEPf7jjxzV5wfXg6+WqFxt32DYRj2xsJjvcNXHg0InB1id6B7A6shPbg2BNDPxxFcvcusuFD3t2cvNjp4u23xzwvbbfEPCG7gFzsKq9+lV/vOg7L3oPlgfRGF++uJO5V+JqxAeVnw78dgheHg7+zoN8+eGv0cnL5QDXXM20zgA9//JX5/aHvRj+8I2N/NRI7vYArj8M9WARHF1C/OyVi7sPDXHUUF9N8VUX8YgxG+sEl63QOTtwiPoa4ymuvIphrbNjHa41zVpiHpa+dbzEK0Y2cNShPNI79y5Va+olttZ+0MFUOzHYO+PwrfVdOrz4qqM4MOB6ztnLFUb8nB0Cx5m3V2ppX6sLfOfaBzgc+8cGB/bwwrSn9sdZ0au52oqjwem86qv/IrHbrRzZ8+drXQxCh1P54Ci/RE7WpxxcxArQZQVc0m2KcUVp46xpkusQskGKvQQkaR0RftbZwrdmnhhHWJKwbbTxxOcrEXhiaewInw6+Xmx29LD50sEk8TRnpykc7npNTfrxi54NrvDxMHZAcdC7eF1ALiI5svMGaYyDtwIHkLh4bBwecOlxYWdc3T3EYuOPE1s2NVh0chMHF77FUSM1cJnAYuewevPtbRo2/vPNgL11l458uqzE8+HDXn1wgwvPH2aJpTYeSvngAp/YS/zYWPPbDnyJengIHOJqbM4eFg701d2YLY7q7E28BxU28UCqMRxc2bcGV1MntcTJV0N6XOIBw1s7W7XExcPMrode/eUoVmO5qg2+8DureJ9I5roY/GDDMbZ/9NmZ4yYvOnMyx+no8UroNbZ4yxm2WqkpTNjm9gkHtelssbcGQ66+ErDGxwcqTHpnoHMidhekfcEHhmYsZjyM6au72juH+Bo779bai/YMR2dBDuxg4MBeDPZ6OPZQz6Ya6+XAnq36w8qXnk68bPSeH3buDHjVT87wYLGbcnARM0AUIYZz4zhZsxEKx4YgQc9WwZFvUwVlp1kLT5zG+cFKt4DHWzg9n1nI4ldY+Gz0E8unsgdAoRUnLLZywb+DrXD0Lh/F84arqHzZdpm6DLy1wdNw8fYpd0192MOwaf0YhWs+LmoHxRxna3o18yDLFS4+XdQOsQsBX7zgO2AwOgjlr+crX5yMvd36XWE5O0Dy9Sfffm0MhsPt4HoL7ADLxZp4OMldroQ9bi5fHw7tPXx++Lms1cA+EDz5yUV+3jD9a3DJxx9/vD6o5OVhVnu2MHFQVzWyJqfy7IJmq1VLvfj8xKt2+LTv9kH9zcWB65LFU/zOkHU1oGODI3HZ+ECyp2pnTf7sxZczzsQaHj9F2MaxZyNfetL+qjWd9XTTBg96tQkXL/bmRJ72Ghaxn9bh0KmN8ycXteFHpyb2Rg3YqZ1nztg5gyGuuhH+LmEvJM07o9bg8euSE8f+dXbU3ZguscedFXHha84xW7nLrZcYuTq7bPnRO6vFbb/YiK9VX+PqZmyvzQl/2F4M1EMdNOcVR+eMLU5TDi5igRgS5BAv6P9RdievlxZZGsfvn9HQtaoGN4qiOCLqQpxBFMUZQUFBRf0rFDduXDmAivOMiumAimOiqJkKitLSKS66i6paFHRDr6v5RN1veu6trIIOCCPeiHOe85wh4r6/m79MrXEGWEatkfFsr5FzBda6Z3thKwr7NTLsWK93MOhyhH62JL81GBVZdlqDQYe8wOqSx55k81e3ppA66JKiu7hcxi5mAcaBngISfPie+WIu6Qq0pFY4Ysk2Hx16b1yKtcOKj55/ONGNH9tsGOGUbMVNDy/y9Pmi41UTFzESB9xcnN7aNc94kem3FcShfLCnoPzOqNH3yfh3EI0KHic2t4K84AAAIABJREFUcLCGU1zY1coHTL7j7sPA97Gay9S/tubrHLKzOSQubTq48dchga3I2YQrZg6BNTGzVnOJOCS+eig+8PDEHd7EJ2sPnljzkV/yaZRD8ziw5ZKAoZVffDU69nTzf9bI4DQbHWv5ac+z3LFRzozikF3zZLMrfnxznrNTrMLyTE4TC/ErL2IL15q6kB8x8tLhpxKx6TyKD0w5YtM5cQ5gygMcNVTO2IBLr8vSeTcnFw69/JEjc/UEn19ywQd2yOIjX7hYZ7t4xh+GPbLsFUPP8l99lx8+07EOj3/FA048xKPci2e8V3Bd4E2MJYQQxwEDKlmM5gQZgbJXYRk1e7pnGEhqgsEZOsmsjb2CwoMuR/R4Wcu+wCgGrUTbi4ORPfqaPXL7Db8CKGEuKM/eclxYEuQiTl9cfIeqSbjC0CtAhYsb2y45xcAurvyWEDIOKW7kcNXta/RgKEb65opz+iYmHQb7uvwUEzhizRex1nBUsPzsUvEW5wLmV7+tgJfLuDfm/sadGDgELmK/znXo0KH1HakDxAb+cGHhkQ0xxFdh46iJATw/ZZQXFzGO6baOD10xkxOHqTirLW+hbJu3z6ZYW5cfnOCxL5Z+fNbFlD2Hpxzyx4FSA/0fPHAl64PZBwI8z2yTF2fYcpZvdNjqLJQ//vPJs/yXH+tTxry9RmvJiCkb9uDMc9JasumJx4yDHMHQ8lHNVUvVlnjwS/41sZaHbHYW6JJjjy4ecideZOXQvjp0rnApRuIoLuWdDn6w8Karw8SP/X56LZd4yXeXqDqQR/lxruzzs/yFb9RgsyeebDgreOPsrOBYnMh27nC2Tt4cT36JBz4w4Vkz3287F7GCBCboGuMahzkwi4ecNS3yCJPJmHWYmj0E6MBP1xo5LVmjQLChcYy80V6JE4SCZPSs0ctZznu2h5tmXuHSyxeyZPCTGPY8KwJ2Hex8I+sSse47UYnVFSQdB9KnPgwje9nFgT6/i4M1xZIteh1udiUULnlYDgR93HHA11wh5BsbMDwb7eOqIPseFJ633N4i8GDHpaSA+v1eGOw5QN6OXXie2YWlSMnwsTdqvPBUR9YdGvqaPXb46S9vuNy8DZMlp+Zwlkdy/HdRiys79MUbPj+ta3TpkHEYzMUURj7CFQM2jHygz1/1AM+YHc/FFn8HGx9/sOnA62LBFxdCdvhSrVZn5HAy6lrPzcm2ZqzhoOE7cayR46NRrM3J82Haqg7I2cOPf8UqG3SyY58sXGvmxUTM6OCslrIpRmTlhww7nl2Mci2OPvzEUU2KIdz25VaDJ0fyTZ4M3+TZ+TOyjS8sv3XkvHVhw6On9wFbTeYDTLr4OfvsOXP2Ndz4QB8P8uzB9rLi2bo1Okb++goPD3Gzbm3mc4Fv/7NzESskTgooMA4CKEglL8MVjOQqdo2eRsY+ghoyCtO+IBt1+MmQY8M6ecRhGK3hRtaehi9H2bdPt0uefbwrSEEmp3VZGXEiK1FkNDb540csl4oEaGxLUBzJSSDb9tjTYFonV6HCljT88BCDYiYGdDS+2YeNOz085SSusPluDwZZBUvX5YJPRQvb5eCZjiIj700OZ775jQitC5Q+3ni4pP3FFAeHDXu63/sVN/b8gzd4iA2ebOLGfxj5wbbLyz81qYjpODj+2UjxwIedvovvwLALD3Y5EYM+9PKP/2ySh1Xc8IFvn18OKjwy9rQuDHLqjW/m4iPucHHztYY5fb65wPlNVlzh89ceHpp40bHe85psa42tahwG2f1G13rxt+955sQaXhrM5I3W+d8+e3InB/bN81NM2FMv/WTkJwE/LfoAti8u6p3vOnvFhI5nXH2g55tYuYR9uDsHxdyHOF34LnC6uGrpOufqRw7IsOFZnOXRy4Cf7NjrfDhvMNUBfOv85Sc8nZ/0+dqZsl4NyacXAKNWTMTAnH141Z41z+IjrvaNbMA018Rmtp2LGAGFgLQACEgkKTJg34HowvOcXkboa+HQFQDk4VZs5MlEMnL2rdnnCF171mFYN+JnXzDtaTja03BkT3A0srqCsKbDJiexRgWp8ZEuHuzAtEZeQuNuzn9FRU6w2TAnm75i4IN9ezjYY5OcxoZ9vrio2BMfnPhITtHDYbdihacrTAeFrrn9fILhwiLHL9iwxKs44GAfvsuQj+z4TpxuMSZnz4/tsPiPm8to8oLDPh46fTzo+U0JrX+vwQdDb7MOJn7FO06eFXg/Ijoc7Gv8FWMx7fLEh44LAw882fdMV6z5jhv+fGLL3B4sOjDM7Tvc9uSYbXWDdzFgR27Zjrc9vsulkZ49DaY41Xo2zjmb4U1ZvODar9GbLdt8ZauzIw7W+IdTMWKHf3DUkg9if6jrEvVBKsdqxwVFl6/xgC8XOJEx5qs9eOyrOzrq2rPcqV184MkTeXP5iJO6JAsHX/suXzXhgxlnly8ceZAbvnk7dUb5LFbkdPaN1uyZk5czI2xzfMUELm5sqxu88sNeenjB5INGRidPj93Zdi5iG5KmNzci15rAIpgRoz0GyWmMkUEmIsYwwrRGRkPOM4eT6xkWTM04bXvWySqKOJCVYA4LUJ/k9j2XyOQcKIlTRPAElKwi0PmNm+bTV1Dh2COrKK1JkmbdPk6SZg4Xpk42/8nYg48Hbl3mLhX+8oMMHAXVWoeKngL15uurg94scCGjuUzN2Xa5sq+JvfUZb1jkxQT/2dIzulD9E5reMh3QmfN8hYW7PYeFv3yk7//IYU9MxdGBqospv/GDwWeY0741B8hBM1c7XcTWPYul2NI18kcM8IHvGQe4ZIuJNXlUE/iKBUx/mCgP7Mm37k3Nvu5ZvfDVZaR5Zmtyxw0f9a3ht99aEwOc6cBo3dya58ZsWNM9twa/efJ85Dd+/GKHD+bqie/OT2+i9sSMHr/s0xUvH1S4ei7msMlZFz9drn0YqgXY8mtfgye2Go74qEUY4ag19SF25tVUP3XysQ9NMcBHjasNfHDFrzrgq2eY+JX74mofF+t8j5cY8CN/+cE3z8WZL+xorTWuRfXRxCgQyCLCYc7VAFFmxIi0hhCj5OkqbuTI2DNatwbPM3mOaccqQrYEQCshJcEzPGPYRjoOTE2wcfGJyC8Bclis6wWVHcG1R9ZBomddHPDG0UF32RQHNj3Tta/Tm4lKl7/mCln8cC8e8PAx5i9f6ehiRief6bGBHw6Kgj4fHRpFrfuNDz9G8zNZWHjSs677fg4GX8i55MsTO2TYDsM45+Lq188UsJrwN83Eylznq0KF4wCb2+cvfNz9Xzn85gQOBw8eXL6IPV0fMHRxdBjp4YO3xheyZIwdYnriYJ8Ov1zw4qeRrQ4cZC2/2NXEFJ64qg+djHzwoVywzRf2HH7PbBrJlEu8rcuvERaZ7C6je/+hq9Fhgx6fWoMpp/Ymzpzzh55RDtQpu57lyFmkL+98NmdDbuGTc4HZM7dvLn502SLbGfWs4U6+OOPgA1eDL+722fBMHg55MRY7PMWfHK7yZs+o8Z099dGHhmcy/DEvhmoC715u6OLEfj6zEW9rdLTiT18t4aXRh8c+H8SWLDn2YfED/+Tp7Ledi5gARYCAUuaMLujJeCaDEB2dYTrW0jFa10ogYl0IbJGhr3nmiDVz6+zC1OMGS7MvCJKXfvIFHp4D4qD0YxM/zPORjiJ18BRDtiRUkyycXDg4aHSnHzh4bm9Ntn+NF54EsilZYscHdvngmR+S6o0Ld3bErqKMa/J0FA49WGwY7afrw2XGEj7MvpbIT9j44VYefV3gg0nsrOME3xo/2ND57Xs/P8bBseb7Oq0DI7Zigy8O7MuHFj+Xm+5CJssPFzdduOzoclexix993MnR8SO0H2GrCznLp+Q94yg+sGFo7OrsaHzvu1EfpGzjyEf+5lN8+QdLnNgw4kpPHos3HnGydqzGBn2Nfrj4hqkGzGtk6OkaWRjVhDziKodheqaHh7E4yzEZH2DkXaJqAHdr/KfDPnxnBB/77GSjiwgP2Pbg0tFcyHBhyWE1KvdiBI88OXbllU145OnRtw4TL3kQb/b4hxu76tGIU/b5CUOsjPJcDOmWKzph2idvxIHfOkz3R7mijztdDb69/fZbBrcHgoOEU4wQMtY8cwoJBjRrwHW6mgCQt1ahIEVv6qyH7X84Eo6xIoSps5uuYHq2Dlcws1UhCWhBtpcsvlpJ5lsc7RVYOA4rPcUh0RWkhMQPdgWYHc+akZ3euvBmo1jYkzwc2FBAOhmxsmceLn2y6eOIHxn6/jDLh4kRjsKTJ3rWXCIuLUVuny5sF6MfpeFYFzec/Y9GybqM+MKeryP6txiqF5zymX0HJvw48Mfcv63sr1d7axdDdeJX53R7DhK+1Yp8iHv4bLJBD57GDzLeiuSJLv58xUOc+SRu9PipiZk1NuiR9awXZzjsedvHFw8H3weJDw3Y2XDpi7F4Whd78dXgs+2ZvFb847MWx5myTp4/7IZFrnXz5FqfOHNf3eKOWzUHFx/88GWL/2Jn7mKx769zO1NiwDYce+T4a119wBFPH2LW7MWVTTmSN3WFt1yby6sapCNOar/48KHzz4aOI/1kYNBhzx6/+GlNg0lGt48nm7DIqQ/dujW88NGKzXrYxpvv7Ou4sZtNfoolm8VFLK0dq+1cxAAJIqcJXk5azygnrOcAA/boWedAhWbdPixzRD3DoG9OpwL1rJO1rsFlH0aN4xw0Cp65wjAKkDWF0I8rDowihN3hDZst8hpecBw8OBLgUlFskmUko/ORbknimwTgQBb/Ov7WxIYf6eavfWs6fxWL+NTsswm/ArXHVvETC1x9eBQLfPlrzSUnBmy4XHDHpTwWnw6XffbkxiXu4nTZsWcvjmLXB5XfsXYROYguLiNbuONqtA7Tm6uY0IXlEjMXx/6wkB3P6fJFfPC2zme6LkU68oYfObFlR7zs4x5vefCGZx9G+fGsWcPV4RI78jW8+cyGdZzpsccfcyN+uJjDt28Nd8+aOU4aWTLWNOvt898zTvzXWks+WSOs1ul51uU6DnjZw1cNh915Y8N6uvDkyJoL2aiWjHDh6GrG1zh8ESdrcqCu7LHZeZMDMWRbt0fOiCd8++ThlUN1nn8wywHO5PhgXY7EurqHh6s9d0MxVB/2YIqLmoWpkadPlq9qAz/PZNlyztjR+aE15pM4wGIDr9l2LmIBZwS4lsE+UUoQIM5aNwfOCV1j2J7Rvp4ubHYEArHaTDY8TsCgZ27fSE+CNBctjg67oEqWJNLXHEpd8hxSSXewHFy28cO5ABrtCZIkFHTrAu2Coafzib4GAz8FIy7sh10MjJKZnmfykmmkY5+/xaL48jefizs5TUzEwI/YfOdrRQ6XHX7r/NKt45Hf7OrskmcLfjLs4Ckm4i8WLmbPCpgcm6eeeuqKkQ89b7fi4g8F6cqRJnZqAA//rzx22MZdY1teNXxwhMNv8TeHx2d69smJA1z75YcOf9SAD5HqwkWKOwyjnDt48MjLO79w4hdcX9N0mYuBzjeXtDd4zVr5jTt+8sgve+XLvuc6fXzKDR5h0REnOPTyC3Z1kSy9dBepbRzTlYdk4OgwxLSRHntkfaD7bp6OnFnHQUzoaDDE1tnCH46YWtfiiAMf5ddcvMmoJ7jk4BjJkWGDb3KCjzW/8ggfD2vFHZZckzcn0xlIhi/m/ImHeoFL3lxN0CeDF1/FWieDGzuauX3y5Zb9+MHQ8sEHGVvkZ9u5iG3sCzDCYa0iEKycFSgEZ+OoA5FxwaghrmWnAmBHF1h7BR2GxHCIroQoDvuCUVAdGus+qbWKJM706Uq+S5ueObk+zSTAJ61LC7ZLjW9+PFGE9osFvXwQWJ3PJauClRw+sG+kLx72dRj2OmzmsMngmz26umZdEwMx8WO+i9gfznkTwd0eLi4JRaGXk7DYsBZXmPasG2F0KMRC9xwvz76y8CGHty6H4meEi5/YiDG/rBnFVA5qLkKXnhzCz0dxx1Gc+ANLrKYuu2T6qYcM7vCMakOu+UVWq1Z6zqZn8i5rPD2LHf781dQ/LvbtuYDUlDYPMV0ysIs9Gb6UA8/kdBw1OtWW52qgOV2tcwHbHKdsLoHtf+iLg7qw77lY0osbm2zDJyOO/CMj5vTJ8NGFJR5wyOjW9PmhRk8twJUzsYUvr2TpiY86kS+xta7R8ezCVN/WfT3iMpNr+y5WmOYaXFha94k9PNnnFz9wsM93/sgvfGueNfK4WavurOOjjmHC7ryQLbd0xJqd4mnNvnV9tr+7iJFBgCCSDEoEEIY5KbhaBpDUMkxPQ9K8RBYQemQFBTF49tgyVzQwrXnWOWlfYtrDiQwswRNgHAUqm/ArcHoSFVd2yGkOk7c8+vDI9ZcezBUXvvbYYU+c4OPABj6SosG13n6cjdY0sS6GZPkIHwe27LswjPDKhTV5wEPxunxdworVpagwxd0l3AeLQsMNR9zjIbbWxTX/PLPlkLCDk05mxowu/uUAT/jiJR5ixq7YlmvjlOczvbA8u6TFiE14uiYufBZ3GOa44lDe+G2Pf/TwJyN++MM1wnCINTH0geIvLZDHV9zEAF/x4rcLAE9YenlxadNjFz5dMSDjgjaKg33ruHYGjBo+reOu8b/4NsKHo+UffM06nVr6dMiw4a2eD3zhHx9gJ2OUA/JiaY8M//lCx5oYss+mXJMJo0uyGqPb5SWemhEPOSSHK7swYLGjnr1kuPDJqifxI88P/phbZwMGO8UHhlbsrBdntS1PWnFiwzoO/KOfb3JDFxcdf/GxjksNhlzTxZXt/GNHw+NvHH97Qd25iAlySCA0xvQKuYQzTjYHgFrTEGBcp2vdSJZcpMiSKZjtKWgyHRq6Gn0BKkhw6QgGHfsc1/AUHLps8MeocOj722LsauRgSQB9SfUMT2HAoIeTILNnzbwLLR+McDQyMNLBMV1y+NhP1l7rdPiGK+7FwpoiULwORW8DfHCZ8NslpnjYlzc+eYbPD51/7Fub+TC3Ts9lD08+yfELX5zYKpZ+jQy+y98+fv4CgDjS8QZDn4x99YUbDvzCj4/w7Pv6gV371siyJ37igw89z/bNdbryJS7mMOCai6cD6usJ+w4gP7KJuz2/f03WBzJdlxX7cNmzp/mtlmyyk214ciQv9sVRHNii64Iv73R0zcge3WJjjaw2R+vwjGzLGb2JO+Xxrj7EQM2KOQx5EecwPMOER4/fYl+t8clPnJ1xnGHJKTw55qM4FAu6aiIcOaSns9Uf/vETt3xTf3TFgw0vRfKivmHhAgNeeXEucNfER17x4CMZHccwYfCZTT099sjo9DUxxUlPjt/W8cSFrHzDZUsM4XrWNZg44/fff/nbr01a37mIgQIgpFEWnN6w7JEBpgHkGEKSqRnt5xx5zhoRhW3PqMOUkFkAgklmrks+eU7nCF6KhU17Cp/zFb8CgKXbw0sgJbI/gPE9Hz9xdHGky35BC5MPbPHDqOdfnPDJd/wVgRF/Mp7FjEwxqXjY1tiTWHHFix4u/OGnZt+eQwZHg8lPFw07LjUHA097RnpGeOzCYMczGfjial7xiItOz/fA55133pLxh24OiJji5q2cLr50yVvPXzbgW+ejuViyxQfcNTWBVzwdsOKHM/kwyVuzzyYu7KvbmvjDh8sGfXM6Lk0XFD1r+HszhiFWfqoQR7I4seEidimQl29rxdUauQ4/2zWy9tjP53InFtb4bL7frCXbnrVqx0i3JtZsy4kaaV/ccKuGs5Vv/OSLmLgknTexMaoTeSuGcDS1Qd8It8uZPD010FdmPtzkhi4sDQd85Vmsq0fnobqQB/POP0w4xdRIT/z57Rmu3DgP2YDBNj/lmize5MTPCIMfONXg4UtXLHvGI7+7O2B6m/dmzB4Za8Xa2sRmY+cirjgoEZQ0Ro0pArMGTELIIu05Y2Q9w1PQyNPzTNfcvtGeAHjmnNaewNIXMGsc6llQrBlhKoTsKiTPkuegSZ7C4ocuSD5ZJZKM1kHig04Ov3BxxF+TRM/krOGQL9Y0ycRPYvHim06OPHts2K/B5EtxIgNDnMWCPP8lmIzE09fJ1dlTfHwko1DoOiB40SXDD/bkDyfPYZjLjT36OIibt90zzzxz+QHP/91YjOnhqDlsmpj3dgGrAyyfcHU8xASv8k2X73ywhqNLofjZg9dBFTddXOAUD7jF0AeG765haXBdUv4yid/0mJc9LJeXt336cMOeMfSBnu/qhD2c+S/e/GtdfPiv8VkePYs7X2aDQ14z1zyb4yZ/1Z71agZuerjpXQIwfCjT5ZM44WBODh4c+i7N3qJxIxtPF6VnfpEVD746S2Kk0RUXMXaJqxvNX2cXk2JpjU/qAQ/2cYJFDg6+bPfvaMs5WU3++KdWYVQP+OFGjj5MXKzZsy6OcsWP1uDgqs7IiicuYgCDn8W0WLPZn03QUXudI/zIwRdf58icb90Ty5H9i9imrkAoAOEIJygzlDPG/SLxbJ2jyMCiH2njfkO8xkZB4DgMSdAl1IgLGd1z+AqCXcElyzYukq+wBJgtgRcQ2OaNuFUIXR6w+WTELXv44meNjpZcvjTioCkYFxM9ycNT8eACX7L1eCgUPuAI2x45PtDjT/9EI3w5I0MPL7Gga42+fJqXXzK4wKMjDmTwJaORKV4O1jnnnLO5/PLLF5598cAfrkND3lq/5oanD0FfT+BHFhc+suVA0jWnwwa/FLyLk21z8g6A3OPr0qSLK+5ywF9r1V5+8KuawU1uycPgJ864iwVuOhmHy09N8HygWctXPvlO2b+74PthPvgtERc3PuRwYRu+XmxxgYlf9sw1z9p8hm0dZxjVh3m1t5S2PxmIj8Y3emoNJ83IdnVNRl16FhsxxhmGmHimLw9+ApCbsOHgIm5ySw6ec1ke80MsXGhk2IPPJj7y6wMCV/ri48857PnwxcMeW+VcTNQWO7o9vOnj5WzBxRsfsnDx8SHJl77Hltf2yeCFo/jC0hrxhqGLPXw+yXe2cIFTqwZwZ6t8tt+480bMuAAwxHkjYEQQ5BSD5vaRKUjGAmEdjuTCREwxwpI0zZpnMvCyQ69Lln1yCsLlSqaAC545WXL2fVpzlNNkcfLsgAgWXgrCPB4SVnDIe9Zg4lXA8eS7USOLG108jGTps93BxgtHXYLpmys2B50sTviIH5saTK3ihG3NBUJfAcJTqPIDQ3HhZa64FaRYwGYn7HJihBnvDpVn/sMysuct+LbbblsXEF7wP/7446P+inE/NrpU2fIW41fU4LlY4Yk9u3HDjw/yLp78hePAiBVfjPQ0bxnFQA3gLOaKXH5gs6PDw90BKg/wYYmZA3n48OFl21uxeOIFw69IOWT8FD881DAusOHCdBm7qOXDiAsZlwg+/LLGLq7iaV98zDsX5YaPxd68OjavJlovp+TNNbFmy4c+/3GPBx+Kj5jQUbf4GKsT8eUjXJz5YG7kM1yxFxtxtycv9OWOvlq0np5YOsdaoxz4KYWMeML00iQPPuCMsNgQQ/bljn17ZNPjIxtk4NLhFz/FTXzdD/TVFn/N6fOxO4adbMHJBxhix3+xkbfOGBkxh9FlzU822cKr+PKRrHG2nYuYAcrG5p4lDBGBtq5FMBICUZAEgw5HjAqgolAoMDlVQiowMvbICI51pDmvw2KfU7DJkNUFBp4g2i9wRnvs4Sh4MMwLOFw6+WVMRmDZyV98cGTLHAb7RnbY4z/5CsGbhIPh2T7u8BUBfHElDwOmrrGjEB1yBQ4f1/hKMn2+uNAqMkXIhmdz+7DSzzcyONgzesaPP/jEQcFfeuml6w+z1uJms/4NYf+OsJzFV8GlhyOfjzvuuM2vv/66LjhfA6kF8WGTLHv4iYGL0UVIlwxcsRMDzTMbbIo/zvTt801uFXj8xQYHsnIIk7xDzFdccMIPNrvwjfDET6dHnp4cxRWuDxix7wLHLf9gFlN4OJQDHOUh/8nS0+IvPrgUU3t0PCdrHwYu+abO+G0PHx8Q6l8PLz7qnk90YeIoLmpOjvDS4dhzDvGjZ7/RmlyxLY8wdfZwJjvvAfbtwyTTBQeHbfytqQ2dz/jLOTy5NZd78VfnMKsv8uQ0+vJKxmWs0xMzOHwz8h8nGGxp5QsW3zzD8UyeX/jjjY+uZtKFR0cd8Mc51uK2Hva/mgDKAQYBKzhJsGa0HwjjFZa19BhlhGPkYUlWwZRwZDlj3ZwMHXMt+2TNrfe7qnTosqfA6JHBRQAqOLZ1GGTN6QmMkX86XUHiK13BtUYHZhjsSpjResm1Rpe8GGl0rGnZkHj79Nhh09wam3BwtUc/PReLAlecGh0+6GLsf+rZmotIUYoJjriGR94aW7Dja98zDHZh2quZ+wrklFNOWUtkxN2/IewSw69Dywa/ZlPs+a422MEBN3b5rZYUv/yxr+Paoe+AW2PDB5CLLzm/4sRGFwCOMHETU7biZk9+Xaq6v67tzR0XOmJnVHPeatUKvvTgVAPizH/x4RPu9unhzR5dzRr/YOS7kW71yTexSwYPbT8X1vXOozl8/ouDD00c4akHdtmASxZXz1o1ao57fPAwJy8u/JHHLnsYLjYXGhnxgo9TNuUaZo0OfTGBzbYYONd9aJCRG3mjb24NH2/YRrZw0osX2zBxEncdL/tGduzJEfvVlT2xg+UckKdrXlNj1vEgR4c9NYgfLJyqNbxxEXc2yYq3/LAFL77ZMO68EQukznBFRUm3VvIRKNASzlHJt1aSOVQgOTATy1HEw0NudpjJm0uafTqeBRMfaw6DoMDEU8Dg2hMggdNh2MeVb7jCImethAiKZ52NfOUXHJhs4WdeMXvmJ/uw2MITDnm6/Z5qCZAsNvDQyZDFjR4/2IBr7sJjzz49F6LiYjO+eMLQ6CgUz7OI6MfXqNGDjYOeLw73DTfcsH5UXIKbzfrfz3/66acrjnQcMPJs+VHTZeDyhI2D71Plqb8R5RLDKT26ipYf5MSPXjj8Fh8J7c9uAAAgAElEQVT7mkMp594u5M+oO9AdWD7IHT0xEi982IXvEnYB+4DxB5DsebvV+AHPV0d0XfrVa3UCS45dRvLoWXexuIyqF2tiFH+1J1d05baxnBf/RWT8Bw55Y43vuPq1O/+caN9Zw8LZP/ivBmHyWwzYx0dsYOEl/ubOsDjIXTxcIF0i7Ko5sec3G+zTp2cdPl3xwkMziov8VWPkfSWFM30xFAt88NSswWQnXT6TI6Nb9+xDGDexty7+4qzWzHHAjSx+mhEfdsSjvOCmZ1NsPIt/eGrXM744ia9aMVrv7LNhXwzJFm+2Ztu5iNuMKFAEELHGEUY4Zd2zDtwo+BEhp3GcLP2w5lrrHEO4NxUBEkBBEhC/MiSZvovqTYUsO4I/E+GwwCNvzgaO/PABYT6D1oG1xzfybMI2lkj6M2Fhkte1CtwchzAdavF1udBLng1xoadb57tmTlYMuggUrVjzWazNYeDGHgzrmjUxhcMvz63TYUeB8BE32FoHAdZFF120fl0tPYf7wIEDC4+8XCpOdlyE/PQdscOskfHWKd46Djo+4mrfM11YumecXQwaWX5aU+DlBv9ylB4dedfY60Ckz0864kqHr8mQh82e+OIhNy4bcxcHHRjy2huxDxH5EQO64i8m8bMuN/DZhc0XmPBw08pje/sjefGCxU8fFi5h8fah4mzY93297mJyLvILL9z5VF0XFxzlw3khgxcbOHmG5ULkq8tRTZLhLz7OYvphw8K5ePGRPZg4y3l3hnjyF0dzo8ueLntiCV9Nxt8Hp32cfACXm+wkKybs2jdnR87h0Pds5EP77KsNGLqGl305xJt/ZMjqmrjA0uSHjPgY6Wrig8tsOxdxRBEUQOACbW5NAHXGrWvWBQlZziKRUXISzGljewLKGWuSTV6xI6wjrOg5Dh+uYmLHmgTap9ePreTsSZpDUBD5xI5nAcefPzAFxHMJw6s9/IoB2eZ04NGxBlMz2sOjxl/PRnYcQDISThc3ccRbYouLi8QFSdc+Hb4b2SHPH7z4mk2xxEv8yJOlT45M+tbJiLkc8yf/jHxnw/8O6brrrlv7fHIQX3755fUHcPlWfD33gYETW2zCU5D+8Xj25Mx3si7s+PCbP+TrcMlWb3D4hC95nPlFz0HUwqDDZjUpBvTg8Q1XF4t9HPwFH3P6cgRf/NnjMx3/zKeY4eVyg+ki9mxfTNmFVw3Sx1tNw+SbNR0Hurp1/MjW4Hmeo7kcs6dG/IEWP/FyafmJAyd+uKTEBX+5ZA8H/Iy6+FlnHw/2qje5FC9ycMOBxU/rGh3PmhiWP/7gC4dNuMVJrSePo46znOKBF3lxdO49w+Gr/MAJM1182KuZk+ODBg9P+DB6xhku3jDKIf7dR2LEnjVyMOnhZE8z4qmLifqRKxj8JY8TDHN34mw7F7FAKJKUCAIFaB0QR4xkGPeMWPsdasWBBAccQI5rnu0JEuyIliRrnKVjTZD6RGTXJ70AKAwc2MPDHh0F6qAIquJUOIJjX5DxrFmji5s+iwuuoOFqDy8jm+yzRd66GOj2a3DtKbB8xYV9xcVH+xLCjg63CxgePZc2/nRgwaj4yNvjV77Ax9FoT7xxKQb4yRfbWoVHxtw6G+xeffXV6/8vR07xPvnkk5s333xz8bSGow9E3DW+uAi+/vrrZdPlJU6aGvJjqEuPjA9TenjxA/84GflQXOzhRE7ccBX7dBS6PNkrjviWEx8M5vTsi7EY4ubCyt9iC1sNiYGfvoxs0FWLeHgDM/LDvjrWXPCwqxV+aNbwwEHDXS/ma3H7n+JgH2/5MqpJfho1ORZLZ0Jt1K3LBR11YxRnYzFjV7yqeXv0jHTZKOY485dtfvqqSF2xR4ev9jwbxYoP1R9MsbMGl5w9MbHHDhutiZNGhx0j3tm0R4eutWxaN8cJT3GjJwZs8YvfONCTN/LOWXVa7PjYWcQNJzLqiow6gG2NX+bW2apm1LxY2NPs45zcWtz+Z+ciZlByFI9glYwuGOuAOMMRSdTJckYTTM7p9sjq9gXUfmTss1mnjyQZNhU5J43wyFkXUIGBy8kcxSn7sMiTw4+sZzIFhB78fDKSIcsO/wWW3/Q8a7h4pite5PV8M8LhHxv81unjo0DCg0XXvtG+uQZHItlgCx5563jFwR475MQmWXjk+eLSiA9ZXHAsd2TIG+Gce+65myuvvHLxIPfKK69snnnmmfUdMP5iosOCi4vDoZH/7rvvFkdv1QqSnCJWuH6EpsMHvliLn2dYZO2LhWfrmjrKL3bEh10HT17539gBpxNHsXEo/TYHu763d+hw5LsLGIa4+VAn48BqLll/E9PljY+D2q9ZkZE7b/oaPHbJ8QW2OWwtf/ig7sRHx09n39iZ80yW73JGH1d2YIoRv+jAy5ZnPLIh7+GTgafDxrGc8pssXPEsz84iLBzkxl65hCNm+WJfLbFDhl0cxU1uyNmr3rODizXy8ouHZl+nC49futh3RsSi+4IOnOzziT/+3MNXIzDUMjz+FD/8xNVLoD1xKb7qlP981WDgR1e9qkOc5Itt68UYBn2jD9DZdi5iyoxyRpDMgVJkEAHgkiVI1jQynq1rAqkJAId0WK2vza0TyIdtTo4dwRAcowbfPkw45niRwVVrJGOPTmt8CtuazhdrJZqOdfYlVmOfrZ7tCyxserhY8yyp+JR4c4lhh0w9zvEUNzGCB8czGXbwxgEGfhUCOfuezeWAbEXAB0Wr0dNg2mfXPj2c7MsBX6x5c7355pvX2y49v6b2/PPPr0uY3j5/8YEjlrMW8FPIMPmmvnyVpMDJwrHGB2913jL4gJ85XD/5xDMfcLWGCxx+0ucHe7oG20HGafqNK/1q01u9/LLZBWRfzHHwNujZRcueg+zZYdbpi51Lmow9XPCjyx4cMrjDZY+fZO1r5MVMI1ee7NPhj26dHT7R0dizV/x6xtecbHLm1tiSA3HQxIpdObKGm30Y7ODvAsHFXJ3SMZJR6y5BPe7WceKDXGp4qmn4zgwe2bDmuQvNSN6+PNvDX4fpEma/M0yfbTr28afTB4h1ssWAH+TkSd34Mxy5wQtvfvMZdzksDmxWK2zgJnYarn1ImpNjx6VMX+48z7ZzEdsgyAjykkXBvNGcDGcYySlriOwbQJJTMAWBnGZO1nMXBmzOCqTDCZ+MZEu+br9CEDj4eGaHvMBa08zhCjy8Grs4KLjpH2zNaB13MmTxsqax5+Dalzh2NHNx4JO1fCjx9BULnmQbySpOvkqcIohXn9Q4wCuGcDSxFa8SjqfOB3EwFv+KGXb54gM5Mtpll122Ofvss9ec/LPPPrv56aefFqZYkLWOD95syUV8YNvX+OQQ8EHDnZ1+1Sod+j/88MP6WsOhEBsXdj5M/GoCnnoQE/bIlCMc2MVRTLX4mouXr67gs8cWbniSk6/wYPIZjrd5F1W5MoofDPH0Rpj/DiNMutbYwr1Oni3P1Y9RTOjE2b41+ji5fPiLV7ViXU2yRzYb7Dqj1jVc7Vlnwx4sIz7w5NhaPNil7ycCe7oLSzzIkNX6g3Q2nA0fUHiREe98Y8ecnlowp0PWnC3rYikP+PYBR4ef1SodtYI/O+b2i4V1vtqDxY5nPb9gw+UXefG1r7b44RJWK7Dh+HDgOz/YUTNyQR9/cZJX+NZx5BM/xEHcyc22cxFTRJYyJcI6AgWNjK4FRhapHLQOQ7OOvMCZw9EExDqdqe/HRD/KscFJTnWBku/g0YFhJMeePfwFyjM9IxvsCo4Gxx5OgkRHcKznm6CSpyuIuBcLumzTN4fh2T5ZNvGCC9M8+3A8k4Vv1Cvq1l0iGmyc6OMIO53mZHDBVSzgZg8f63TgmMcBD3M61vlywgknrD+gg6e9//77m08++WTJ4UiGrC7eOHQQ8JM/a+Ihhp41z+QUosI1WpMr6/rpp5++LsTXXntt/YhPrvjyQyfngDsw/MZdjbDJZ7zEHDZ/6dtzuMSFzzDswVdrYoCrS5X+vDT4FH85cQnni1/V8503nHJCFjd6bLGPIw7Zj5v9fMLHvp5NWPQmtjWyfJAjFwUczairO41fsMiKCVt04Vknhx8+9tnGXSMH3541uC5a8RF/sYJXHsXXhxmd+KsXNSJP5Ug9sCvucNmBU8OBnrrIfm+r4kiXP0YcksdP/os1nrCrBX7QaZ/f7OJHT27ZjB85eRVf+8W1GOHmZYkM/9jTyFoXDz6SZwdejSxes+1cxAlIoFbSgAgaZTICgZiREfKSqxk5jRAdMkj7pOV8BGAKpEafTm90JSrnyHKIvgNTEP3IwH5y2cdBUNkiq5g1fMhaUyz80+DDYUOjT4Z8z/by2z5seuLQ3EjGPp/t16yxoVcUZPij44UPXj59HXgFKUaKRSHbMxev4s9m3OnDEfuKDm+ydMRE0cyGV/Js+QM6vxKl+b7T98J+5KavhcdPnf38LRb8Is+Wv+Lc2xF+9vC15usEb8Z4kYd3/PHHL0x2O4Dw6eaHuQa/dfPyh5Nnfom1gyF24gxDbOTWIcIFJzVijy1563JlxxqOasI6O7BdQuzj7uCxq/Gt31ogg0txKi/09GqXjckhrPY9iw9bOOPfyAbueBUDeunwBz7+nR+jNXzUmbPngu1Dzr4967DY5RdM8uy0Ln46HtbZM4qVetXtywVcfsoHOWv8wIWOOJIxFzdvq/10KAf8duHTIysP7Oj8w489eF3o9Dy7GOnBrZby3b5LGAZM/MqxOXl6zkj11CgOcoODVo7plFO8NLLF/n//57ezuHMRCzZFI+Magp4VjTlwRjXBYsC6ANlLxoiQfSMn2+dQ2BzzYw6CdMhLjC4QZBFnnz38zMm1hqu5xFon0+EWeOvwFIp9/NmKqz3YMDR82dbo8s0zLD7oeIVBHgfPYmUfB+vm+WOfbV0BuGxhsx1PHCq+ONDHW4HBU1DZpM8WbDIaDgoKd7aSNdpjT4cVbxinnXba+gO6fHjxxRc333777U5s7DlUcLNVrOXQ4dDJwO8Pv3CWa28e/sej+JL3oeOy9odm/uBL81Z+5513bl566aXNRx99tH59SnxwFB8fEPjzrzVY7OFlFDOy5urHoSGPg9zx2x49jQ9k6MM2kit3ePLJB6L1Yo0Xf/HQ7PFZDmEXazjssYuH53JW3Xk+VmOrLq8uIjj8sg437mxaUxdkYbLn2R5+5vyjr+PvawB/2u/i7SsBNVoN88ccnlzC1vjdBVw82RcXfrGNK879/j/f422ueTaH58I3Z589WOJYfKxreLj8fHXAL/7xK1/dOXzTemnzUwx96+TlXWOPH+zj0sVunV/k85lf5JxP+/iRqXb4bE7GvuZZ/Miya2+2nYsYgINGaBYQMM+aYtSAWm+0T7dPBYY1RukgL0CSTEawFUHkfBLDiANdcwHWstNcUNgjw4YOL+fZs6YJrGIoaHRKKpt42bNGVoDxZwP34kFPE/SKjh3Y8aMPxzM9OGFaZw8m7ub2Falnc7ExKq58yCejy9h+frMdH/gSzV526MCJg+dk6IoR330Y3nLLLeuNiI8u4FdffXXliS8aTHbxp+NZZ98Ilx9yptitOdjs63TJKn7rDpJLy9ujfskll6wcsuVivuuuu9Yb8wcffLC+P14kxh8+wpQjfrBrzk/cjOVfTNkTH9yqR3ku93TEVQ2ZO3ieXXBiLm7kXcR0+EDWyFcxqiZxcQmw7wLjp3rne1zhsVPDFz/dXDPfH9mmqxnhzbq0hksfBHyVB+vs46YZ5cs+eR+QPgidQ/WoHsSK/3TFjz9igbeY8gumDzejeFRTnvESH7G0h7sPNNzIWRPTatAzfD8J4YWjyxuGdfElCzccNQALB/54LndyUI3Q1cnAlFv+2df5Y986PPzt42BNLsRRbuzzRYw8F1/r/GFDjIov2c4QLDIz9ysfKyvb/1DkZMkWGI5LBoMIT0LAEUbWnIyAMEQWlmDQsSa4ESAvIZ4l3rxPZHToCIRkc5ADCh6muaCxl6wRV3ps42Rsnyxb9Eq8PUG0Tt4cT/i4klWE5HXNSM5+CTGSFT/y4ufZaA9+McVfXEt0NhUb2Q4MW/znDyxzsjo8DQYf84cNz/hrRvp8j5c5PRj2ybN9zTXXrH9hjZ58P/XUU+ty7JCxi0dxrbBw1n3FICa4OAje9q25UMk6yGzaI+ODRm597eEtxRuLvx3mL36UV/G89tpr13fHb7zxxubdd99dh7R9fhRfcS031os3Tpo4iAE/NH6QL4bk7BlxZUNswlEX5SJMGOLDJ2v4yq344YObuuYf39kSi94g2aCjxcMaO7V8xc06TrBr1utskLHfWvHJX/btwdXN8VcD9vDR+ypMnjT7cOXMpejiUpPlkl2+GosPPHXgfIsJPTJh5gcMshp9dYaT2FqnK2b2jGzDqXZ9eHSm2MsnMdXJi40PG5j4iUuc2CVnnU/ZUC99ALHtGec+eHF0huCrD3v4kuOz2qkmqh8xMC+vy2n12MQIpIAgriEoCZyuyBhCAJgE15FFjo5gauRgCo7gGQWe04iT9ezQmgsUPM4KXIlHXvDwgKnhVSHQsW+0b67hRIc/bLNrzZwf9PEwkpsjOc1+MoKb3zDYoQOfz9bgxIe+NTqSQs4+2wrBKPl4kRMDa+TomFvjEw7ksmkfny5IsvY1e7pn+1MOVhzYPPHEEzc33njjkqHrD+j8WxLsKES+wMAfFzoKqgvLPh/sF1v59FWHtyz71uNk9CbsLVHRG11Whw4dWlzwI0PH3O/83n333etSf/3119c/Rm9f3PlXTPmInzV7aig+nungwnexJM9H60ZrHdriTw+GWrPXQRYn/sOoDtmTA6M9MYLZuTLyFz8xtCeutWLEtrnWyC/rMPDXYLBn5BcZ8jjzxzx9o/NrxNk59eyMGa3Zg40jLB0unv3tOj7Jl5g5m2o4e/zS5UycYMJzdnU59ucCdMQHb7aNdPjCR2+a6sY6G2pLnNhhHz+NDzjjZ49Nc3VIB8cuPZjWYdrr1x2LPxz5teeewgNHudSrkXKNNzn6xjjAJ6N7CeWTGNRxN4c/285FzBkdeMUsoSUZqEIoQch55iA5gfFJYJ2xgocc4mQFVkPEukAJAB1rsM0rVngF1R6HjfaNEihQOcauoPIDjkYGF/Y0emR08tazb/TMV709/BUQedgwavb4nx57Aq4QYYifjrPGLn3yJV4MtQ4avXwij7898dJgN7euwStfceQPLDIKyzMsfMiye+GFFx79AzqHzF9j7qKFCws2vQ5MI27ZEBucjNNv++TCsqeRk0864uAfkGffodHSM+LpDxL5QP/HH388ygu34oarJnbw2cUVhj3r4doXAzJy4y2Q3x3wcoSjeNGnK99dXNUSrL4Pdwhx4peY2WOXj2xVK+Etwlt/zemys9+swavxGWbnjw/s4KrBwY//fPLci04c/c64C8OFTF/dwiBbLblonFtvsuZihIsx/+k4H9mHxVdxssZXPHDF27zL2F71DDcu4sY/a3SMeDnv4uCZjLU4812+vBlr7PFZs46/n77kBvcuRnOYcNQXPnxgqyZO4sYm2+R8RYIju/zt6wo+wOjOgM8+fOv8/9Mf/hz07huxVYIlkjFzY8FDHAgyCrIgIJjDHBBcsunR0WcQOS7ZDoA5TPsSpHGCk7Dw8hwuZwSCXcGugATDOs7m6bKNS0G0Jzhwzdu3RgdGIy4SR04TE/uedRzps6mTJSPwrTfCJGPU8CbHN7EUU5zI4KqzpcXdvOTDIR8uO551eHDkAx++xRlHzdcBZ5111lHfPvvss/Wvds3LogKCza7Yw4cJDz5bfFCYDr0/UPNvSshl+WQPH4fahevi6g2Ujy5ib15dxMmzQY+9888/f9l+6KGH1tcafKKLgxrCsVFs1QZuYfBFrMSSD+WFLBlNbPKJXRjF02ifT/nugoIJW9xgd4mpbYe/PNOlh3dxJJtt9tmoWceh1txYPVSL9MSovNCFLZ5eaOTFGcUdX3LePK3Byy5cccFRnvggZ/IrtuKpddmRh8V/PrHj0nLenOfWe0mjyx4exQDX7grxhmktrvzQuwjxx0Wnxz6+8kYGvmdzvmjqTccHtlomY7SGK7sw4PPTCF9zNu2LhZyKB07k85uP4iimPqjKiRzhAZM8m7PtvBEDpsgwYc0z0hzVBZ8cUsDJchph64yREyBkFKk1TgpKuJyBKwAIS7hPKoEnLxmwOa5r7HCALSN9B9mzOXl82YYhyDjGzyHoUNqDS04vObjT0aw3h8sOLLL7zR7MmmcNr2Lomb4GgwyuYumgSqaLTKzYhUceRmOYfFUE9OlN38nwDQZdMYfPd2tGeA6Mf+LS97Ka72tfeOGFdYniBh/3/DKyw6b8wNa6qPih84EeWfk56aSTFgec8PBbEg6EA65myODlX9j7/PPPNyeffPLCDp+N5jD9hRPfC953333rzTi/cM7nDi3f2cVHI1OuYYkDGSNdDS9+yAMZ8g4YHOtqz0Hkt5GMJi5iZF+t6XTUtRo3V19GDUd2cTLysef4LsHxn+LQyDYcuOkTh2PNn7v0Fy2cLRev0R4bfBc/OdD5ZM155Ic1+Pzmg7i7ZPmKt1EvVrCc83yCYc95FxtnqrdFHNgTD12c7Ztbr8G3Jp5qFiZdHNkiS899g7uudSmyrSbdRXyIuxipv+4F3GGII4w+BDyz0QUs57om/vsfcORhihu5zgJ72cRhtp2LWPAESweCGIcpm0uGYhVYDTlySNNFwL7kaeZ0K3AyLnLPFYK54MAXYF0wjOSNMLoUrXnWJA5Ottk3JwtP8nCrqF1Y1jQ+ap51euR0OGTN08kXOtmD0UGAkV6x64CSL0708cavNTh85pc5W7B0a/Tjyx96uNnjv6Ra47fWXDGEMfVg0fW/P7riiiuWjjW/JfHFF18cLVT5rWjTCZt9jQwb4bvEypVCFoMZX7nuTdghsJcNo/8ZqQ8Ef3UYR9j7zZp/49ilQj4fjWzDrLERBzH3QeDwykF64qtVa+LPPwevg26Pj/TZEAd82YILw7o1cbfuGcZsfIJtrxq1Zm7U8rtna9WAemTDHhvW+WHdXMfZWzBMZ9Z37C4l63Jizn7++ynETzD87lcD2RQ39dUZ828ed7mR5SceMLsTPMuxeGlsuA/Egd/Vj8sYP3mwhre5fMErfnyFJ/Z0yOAlD84MPev8hE8PX88uX3ZxdSHiZN0+7uTxFSv88dCs62zZx4E9fsChq+HRH1LT5ys5I87heXZ+cC0OOM22cxFzljBFJIwOms4BzdosbM/IdvlKsGdB5oygWlMoyAqCOT2HqaIQNA7CCYtNDghEh4Q+JzhZQNmLRz7gzxf6WnoFjD4ZWPiQI2MdRvhwdWtk881ayWJH8xyeZ3GCIxb048iegvFMZjY+48UOPprnuHlmDyYMMQvXyA97YsaO0TpeycH2j6Hffvvt69cJYX711Vfr35NQQPTJdJjY41sXs32NjMLjI96edbK6C5V930OqA428w2ZkCzYdvsD3a2x+dc5F/I/aO++8s3nrrbc233///RKhzzcxUmuaZ3ETX2N1UT3SKef2+YCzhpM1foqvef5VK57tVU9Ge9bFmn/lBie24FszkrEWd7aseZ4NF41v5HHRyiU9e3RdtOyLo8vFBeWM+c0VL0DzDJHz7EPRH1zJkxxoYsEfeHzSNbEjR08n520w/9rz5gmLL/jjbU8OnHfcxQcHcmS64MioCz5Zt48Lv3V3A5/DskcOly5dXOMAS8zpiAfb5nDZ4JPYxAlPWJ75qFbhy5l1vohH9vkOx9s5HXbJ8l1OxIcsXetk2YA5285FLPCMU5DMjDPMIKcVtmAIYsQEyDoijGslwpw+h+ALgnkHxJ5AeO4SsM8RhK1r1vCBmy32KtyCZW0WKx2NXEFgsySEax82/eyY48seX8lYSw5OMbKHg1ETP80aDL4YdQ0OffJGcdPh6fblwphv6dlXXBKsxYff5DU6ikYjbx6WPT/en3HGGWsfln/Ux1cD9mrZxdlczODko9hZExuHgB/qhCwuHQZ+4Mq+fXt8LfbqygG1prZcxBdffPHSYYteI24u6y+//HL9Kbya4j+bsLVGfOJtnR/2xKNa5Dv89sjRsa4VW1zVgT2HV/fML4cN/97M+MdnLxcuOrrk6ZKHbZ9NttVG9QGzPBZnPOxr6sq8PTHT6JVndvjnH+T3T5H6aqLalydnVx7NvQGLOR44WncexQ6/csWOr1jEw6WjwWSTf9a1RnswNP7Cwkus7OHPD/L2xYoNb7liZL8cVEfsWPcW2ttwtedi54dndsRJDIzwii97fMVDx8u+u0ejnw/k2BMDHa41uHzAN1zcyNClo8lJNVgs6Mm9nxxn27mIASgmoBpDwK0jaE/3HVGOc4BBBBU5xwQwDMSQsC9p/QhOT7cG3z4cTprbs67DtGeODy6aorFX8AWKjELDvcIMwzOOOJUc9gRGgLpk6MLKDv50Cz5+miRofSjZ53s2rJcIOvC1eMPMDo7s4aaTt9+4FLf/4bM9PDUy9NnNB+vkyNgPB0f/eyD/R2Yx1bxd+j8y01W4dHR4cF2UuFmjn99zzk85h2lOr1j4tSXxLhbW2fJsXfzl1Rxn8t6m/Z+VZ4Op+51nb8Nvv/32epOCU0xh4AWTz7jGx3oXAXldrPmm2+czPXEoP9m1Twd/edNgs0HferHzhmfNBU0HrlrjG5vVbf5Vu3Sa40FXwwc+W9bYDScMZ9K67i9O+anHWRWT6sybsrPlcvvll19W/ODgJncuYzHCFx7fXdbk5Yh93HETD5zEyVyd4EZf7bOps6/Fnz0dNi7W+Q1X3IwwYbVHPxvG/Elf7ZHX6fOFjGfNiLs1vurWijE+mmcy8NSQOIRhLgZxkhO2yOo4a/y3ZxQTMjDsVx/s/2nzD35rAgnGJbLgIcW4PZ+ELlLgDAkIcm53QRVMcgxLeInzSYW8ICOswRcY9nT69KVcMkcAACAASURBVEoqXPu6Odz02OFQa4oHPt7W8NLgkZMU+/YEhFzPRnK4ang0hp//4Vonxwd49sVJs+eZH2S6xOxbI8+nZMnocTRWpLCylT2j/dYX0JY3G/zVSjz54mDfj/z+Bp3vVz37ftC/rubHU8/5mh98ZE/eyok4wCVr3zN7isucHJv55FnO+nBVO/Gsdtij4wAfOXJkfffrInYJ+EeHXCp+uwNH+b733nvXnt/yEFfr4goHX1g4smWU8xqOZPDBwz4/zOczrJo5H/is442rt0d/gAWvehWLYk6veNgvbtbNG5t7rrVnZFPjKzw2irt9/J1NF6/fhBEvObbu3OInH3xwwfYmLAZwxIe+bo6rmHpr9ibs7MLIlriaixfc7gO6fBefYo8vLLL8gMVmvMoV2zDxY8u9kb8+0OTdBwwbsODY1+jiLB9iySYM+7iwYU084gjD3SMG5MTGPrs4OLt8gyfeuONNVqen4cw/3eWLKz2dTSN9Z4wsXDhHNr8sff/ZeSMmTJFDlB0sz9YZNXJeAQoKMHKC4EcL5BkqYXTJcJDT9h1oMpKksWWfjqBwhp7A0bUvAOzQI0tGIAStYJMnR1cjR58M23QElB5Mo4To9OzpbOjmWmv0dbxhiwVc+7A0XNinb03M7OORHF0NB3IwcRcbcjDIzkZOg2mPzj5v8bEPS48b3fRdGNdff/3mggsuWBhknn766c3hw4eP4rJDnh0jTIUZf7bp2VNQ4tCBy7baMCfTm5FnuSAfVjlSE9ZhK2RznPxY7fvg5557bv0k9uCDD67fwIDrkr711ltXcXuzi7c4wmBDLthUVzjD5Y8ajgMsca/Gkq2OyIUtN+TJ0OETzuWjfX6RgVn9+sB3oVkzx4MePDaqK+vWNDklHwfy5nyppvinFvjsKwgftL6ScGGRZctlCld3KfUXK6pXOYLTmcTdeRYnuvhkp0vET8bwreNCht987Izj32WGu4sXH7ie8ck3c+cFh/LBLxj4+e0Pe/LSGbHuGWa5wJ0e3uUcNzrhsalOdLpypHUvlF++4Y+rPbbKjfXia88diJ+RvKbesh0X/nR3LqHtf3YuYoY1BhQAEEoIMFwR+TT1yWvPKIiCUuIqOMY5HzFOcxI+THsw7XdBdVjI0Bdge5wlJ6AdAmsVJDmBsAbDM/1kPLfGL3MNZ1xgW4sH+5o1wYNT4ZDHg07BDo8ODL7ZU1z22MSnooVvDWYY2bae/eTiYixedMn2bE+DhzNdMuIuf1ddddW6vBSL9s0336z/EaicwMiWMc5GvNnRjLDZ0LKtdnSx0fJf3Hygy41GDx9r2SFrjZ1i5FfcHnjggfXvIDtU/v2BRx55ZHP//fevNw66fqfYv2Hsf+HUBxl+1Yh46mTlATd8cOaX9fJhFCs+qOXWyVjrQiQDUwzJiCtf6PDNh5aLyOjiYRe3Gv9gFu98x8s6/kbNmtZanK3RZ98aDBxw6pCzK6b4wtF93WMNHz7gSw8WXi5frTNqH6Z8+0M/z/DIWxMXc80eG/D5jrN463j6rpxdvOjZ14x08yF8P1HnnzdMcxzZwJ3d4kVfHDTY4t8zGfLyxC/4cKzhWqzh4aJ2YPDXh5t5srirg7izIT5G+ceNDft0tOpCvMQaZnFZAtv/7FzEggEAUYR0RK0jypBDwSlO+DFAkDzrZBhjCGGHR1Ksw6iY2ZYU+DDtFxBOkUOcDc2aYJPfl+U0OfiwSkTBwoVOOPlSwASKzy4KNuhnQxzwwif+CsLavFjao4drOkZrcVkkxlu2fa39xuTo4sO+PTzDnKO5fSN+9MSiZt2/aHbTTTetwvEsL48//vjm559/Phof8gq1ovJcLsSmImZLXGtkPMuDuRpgQ4u/Dzxxkte42u9wyC3Z6g8OHX7Qgffee++tf7ntjjvuWFjkvRX7W3YffvhhdP4unnizzQexgcVOuNm0J6/2dTyLJwzPeMHiK872cXSJeUt0+boIPGen+vAMh47agsd/djXPjZPDWhx/cKjGZotrF6AziotDD9M+3nX6XcBdWnStiQV+9OS02OEoftadXTasdfHjky/8tedOgGldrOjgAIMN+RNvNozqLr72sy/WfMBVSwY+vHJGn1245MXYd9vm1Z81PsLkB106OJBzscJxt4kffOtGMmyLX/edZ3u4dUbIw4TDB8/m8WSX3mw7F3GFJXgdKqQDMWeUnOJjTJD7VGBIcfsxQkEi7u2YrAB4LpBGwSnpnslJokYevkaGrgAY42S01gFmX/NcgIywjPDosKHzQ5DglyDrcbVHj01+xyNegswmeTatS4Y5HR2GNc1+XODWSpRkkqHXKCYaebHFI+7h24srfLq4sstH+fH/n/PPT4blR35/QEePLOwOEpt05Z2N4gRXt6fTs6co6cxCEwP61smQx50d8upL95bhMGcHPz7Q4ZcYmxvxe+KJJ9b3n37/2b6fyHzA+E0LP3I7POqXPRzYVyN48xWWjgP9Gl+SJztb+jiWW3WEp7dM9uTERUO2PMLBOz/wp6+Rw00rd+th+x861nVtPpd3GPBxYZOMPXbsWbemWQtLXvjv8pWD7JCXQxzh4u/S4KeXqvTJyaUmlvDYoSfu8km3WLEDh744kZcn++TYNLJjXyPraxT8rJMVL3nimxdAOmpb/ONrj2w/EfAbRw02brC9odMTL77Qx8NvZIgNO2Iqp/zF32gdd3b4ao0tmLD4Vo2ziaPn6h8fjd5sOxcxIWQKMmHkEeKcOYNIGAWYA/Ts+3HCHjkBQgJGP/JUFGHQQZADZDkpaPate5YEmJzRsmWdXsnJWeuw+GDMptEaLDYkgR2dHCy+45ttI//YsB83wfacbji4kWeLHfo1a8lbM4+b5w6SdX7jxB475Iz5FC4b8WDXnP/xpw/Hj/D+nQY4uv8HnQtNodODM+3joDkEs8ElW0xgNVe87OFOX4cpLzhp4sYH8bRW7sQNT038y5Nn9siqlfb9y3C+P/YXDGC4DMnJKZzqNi7042A/rrh7JkcfZ3biHg4/1bRmjp9Ghzxssdfh4QGzfPUjrX18NXKeq7m1OP6Dw2ye2dbE1DyunuNCTjxdINaT5QsecsBvuWcfd1g6TloXqfzLOdneLO2LH3m6ZPCgyxdvksWBjpctdtUCPd1F1hmil6/h8oUeHS9y9vkBvy4f5mR18c4Pz+LsfuK35jtzXzew6z7iI35xZdt37HDZpaeejXDIsYE7zmTY0MUBrjuv2JUv+vIhjs3t5fMit/+HdQApCCxljgm0tw7GBcOPPIwrsuSNiPqUoUPeKCCI2/eJwjHNnmafns6udWNBRVyw2csxRR43QcMjx4y4s2Pcv0jYxIUdiYZNB4ZEkGcbBxjk+C3IuKQrCWynu5zZFmhcFbvGBnzP/AwjHRjs6OYauRr7npMxJ2ds3TPOGq754YPRv/HrL24oEs2f3D788MPr/7Is/vjQNRez4lkcJj8cNPLmuPGXTXNNIcbVM0zy7YcnHmx6biSnTjyLNw5qzjM7Ym7d1ymPPvro+oNHb8L+MI/PYdLzTAemjqN42VM/+Oj24HZh4YyDerBOHsca36xr8DS6/LQOk1086TnE1RI/4iHu5uxr+zasFe/2PfOxWFhnW8x1XKvpzhs77POZDTxdjGRhwSw32XOJa36qpWe0hy98fsDgoy7WGkz2vK16gxYfe+y6oGdM4dmzFm45oMdHdvClz67fAmHDevp4uBN08Wff+cTbnBw9lyxbYsGuS1iM4NLtErYHU0zcEfLDPrvusnILmxwudN15zhh8e+ni4kzRI89H/hbzFTi5/isrm83mX//ld5t/O+73Cyiy1hFBAOEOMxAJIMdRZBjqgrLOuQIrKMggqDBh6p7pwbNPPiyjfc06ebYERGM/Z+xLnt6a/bjB1tLHr2ejEMTVnK18Y08x4KnBT38tbD9Q8LUebzjs1ejhN9fa26Zg7eVDY3vJGo+FAT+bdF3C99xzz/q/MXdxKD5/4OWN0psGnLCyY+SzLm7JhM2OPfGw5tmBZsOHtFHBW6Nf3ZAXV9zkVazo62QVqZzZU0fiSLZ9e9WAeuoAsaHL0X5syOtyCwc/z/SNbPHPPp8cEHsOY+s48AknGPwlo9HTnAvr5PjigJOFT6aYwWLXGRAPhzUO5GvlpGcjDDGhb96bl0tPw519ccCfLWfQaE2M+EgPR7zsaWJpLX5GPsSPPj34ZL0hy599fuS3muuyFSM55SveGjl5hFd88MdFx9c+XfhijgtZucNfvDS2rYsHmfyqbqzBYNMa3vH1ywbxoefrCPtixLYPHnP84csHDBzFFkc58EyXD/ix5wOIPp6efajR0fCVJw3e99/9sPmvP/7net75akIQKTFAQZABCgBCgO3pJY4Mp+kh55lx8shFCIbG4Yqas3Q4Fh45MmxpnuHX4bEvOPY6FJ5haRwmA5eMbh+GOWzP5IwavvSNkmfPM1ncyCkgzXp+CSgd3ZxMHOlmw362Fsjef+zRw0/DXyxh4m0fVnh76kflrOezf8wHTs1vSfi/XSiUeMYbfp0963RxMi+2PZPV4iOX9uJplEf78NSWkU/2ii2uCp6uNfvs6smIgX17xVHeHaywij0bGt04eYanRuehKL5T15wN3KsDa+Yw2RM7uVVf/Gp94pNzQTvofHSe7Is9fPP0xGi/7a/RYZO9WvWoPvmHJ1x+02e3c5U/8RdP8p6N+JV3fsHGHwZdI/tiBtsZZqtnOrDI4Sqn/INL3h4d3KxpbLSHAyzxsQZPzPNLHHH2AgFft1Ye1AJcmDjo7Gvh+nCBoXmD9XUF39xTyYTnDguTvDiqOX7gJjYuYH99H0+x4LOLGJZOXhdXL7NGHHAvd4vM/lcTjOlan2ScERjKnCghAgSYQeSS622AvibAGgfDoDeLwB59OOawyXKQbOtw2GeTjIDgi18JLdBkycS5dQHTkm/ER5EIENz4sU3HOm77SYab7+Z409HDbpxri8T4jz1FwbeSxDeY9LV93KG+OM9nXA8ePLi+F1MwCuvAgQPrXz7DsbiJMZvFPxs9G/WZo/woRnKEoziRha87GGQVY7HBkW06usMp3vSNdOCKs+JVRzBhy6ccxd0YB/bCNHrW+NceXXxwIWPOd29i1uCLvWd74eBirxZX6/Rwkzt82GLThckXl4WRHL1sGtlqHbY1MvqxGnl77Gh8Fxt8y6N19vAlZ44T341k6diT0+rNvvVsmONefPnoYqIDR66s4a/xF4aLyCWVD2Q1eNbgweBrMbMOSy2olfD4RMbXGvbzgx1+iL81nK3BLVf8YsOa2vecXRewC9Tv1YtTtv3EiAN5eLCtwceFz/B91cFH9ckvMupUfOizwycYGh/oatZhiMNsO2/EgDQOVCAcoCRxBUNyAw4sw9YRQJ4uEpp9JI3wyXHCWMAQZMeaAHFIJweHfc0BMSev0acncPZaywdjeGRxmI0Orpo9OEY6Gh0yFZ19ibFmr2aerBiY79tKdo5hhGcU8/zONrvZmPrm2WqUy8cee2z9zzcVnE9rb8TFe/pLP5702eGrmLc+ZVprxJMen+E7OJoYlWPFnbzcqQ/5I48LfSNf7dHrQz2/7duDU2zMdTL2YcIyVh9qg0xxVFPJOdAwyVjjswMGA7f07PV2460NVjj0NXoOuQuMPP+dFX44qOqf73iKr5xobO23/bX8NIozvjioUbbUi8shX/hhjQw79MjZjy8Odb6Qwc8Ht27POr9hsAtTh+HypdOcLN7k+K3hhAPfxRpf+/LXRQZf/tQsWTEk67tXfuBNR9yzgSd+1nGA67e1cCt37JPTrLGHjz+08zUKXLnxZ1v+LWwfIuWcPC7wxRqOt2hxYQd/nOn6qoN/ciznmhx3R5DVYKgN8cLlP/79yFr3n52L2B/kICeIxg4A54EJGIICIAnJWC/RJQm4dY5oOWaNgxWSdcQKABwdaSO7xnDYposbPc8cNnomq9GPq32BaW8JjE8nfHS2+AqfHzjB0ODT57M5fDr2revN04Fhndw/a+knZ9TDTDfcnu3vt9Zw99sE/oEcnPe59ZyPnrMLUyzsNS8Pk1P1QSZdsVaQLuO4iIMDpVjFTvM9ozXyHWhzB54c7NrMC566HKnTLjO2dLbs21MPyas7ObNfPXeJORwOvlGzTg5Xttmofvqr4GKDAyzysPFvnZ5DTtcefZ1vZNLjJzt41syLXWtyCFOzJ94wnIsuYPzFkhwubJmTD5/t6oGMHMDB0Zy8fXPY3vbETiytF185FmMxIMsGvOLNDj58Toav7GSfbB+2YsCGi87bqrdOOdF603QR48Me3zRY7IgBvHLgmS1fO+AJ3565Pb7Bc/m6SOWJ7+IHB29xIctno4sYJ+vskxGb8tqdSJ+v/Ga3XNKFgy9fZ9u5iDnVgVJciJUExBlkoDnDGqKAc9ZIFpag5Rg5NsKhG2mjfdhse6bPnoaL7tke53DjLB0jDmTSx6NiXSDb/5CzDoNNjS0Ntj26Wvvswpbc7Bv353CsaeTZCNu8vSWw/U9r7Rtrc25tyibTerJkzEu2eT1OU5Z+z+Zyxl9rYiFnmrH4s5Gv4i0H7FkTO8+K3Ns4m/LjcMmZIqbT4YfrDcGew2J0MGBo5RkfxQyPvlF+HHp77BurCRzN2dGKC13NwVLDRvZh0Sc38w7XG71YOMjmbJPT2a9ezLPHBjyNTbGBq9PzPGNKNvtLafwn/GJMTi7EyIVinV1r+S9uGjvksk8Xf52O80gHhovLOlm/5gWPz7rYwyze1QbfYHgmb78LkZ98ZAeePVxcuN4m6eID35uwt01vrGzR5bc68lLhw7sPcHp0fODj3mXMvvplhz8w2CMr7vyCFa5cWqcDs4uYnzBbJxN3uuzAYpsNceOHGOhd4D5oyKt5NQaPPP9n27mIKSPNiJ4BpBhBRsARclDs54R9xDhT0sn6NCvYZOBq2RAgxJGlX4G0T5Z+z2SSM2bXvoQLfoHgfM/m+Gp0dM3aXLcmuHjgjxdZ2Lq19IzhmOOTrhjR1Srs7Hr+/7TJD0bPE2Ouz/mUYVe+4mUPFnnNSEb8WlM4fHawyFaQciIe5OzzW6NbDbDjzUkOFB4MewrcuqJXK+XIvp6NuFYj5PCpO0S9DODBNhl8+KFGe863Do4PiN5OrJGD1QVQXPBT/3LrMqkO+Fot2CPv0KlD8rjzFSZ/tQ5hOHTKBb/p4m3fOJt9XHAtLvbpWCtu5vlDTutt7/8ou5tUW4skCsNnKnpRtCOKYEPsCM5CdBZOSRBsOAFnIFTZEEFQlBLHUTzpfsv1fZ6rVkCamZERK1ZE/ux9zr2qeB5td1KecrGmVws1wB2mn6TYqlv/uq98qids9dbzp3fH6MSBx15t4NlveYktN48rXw8YLj4MfVD3WMVNTfnA6R2C70z0tx3EMldne9K3bHew86kO/K33QQpTnHgYwybw+JYXP3jW6ZxncejtMVsiZ3mas5e7GrfGF0+xVy4PMWcEgCuoDUWeo+JZp3N4BNMjVoIS4iu4Zp092zYFBh8NJju9dRJ5Y754wLxLa/xhKqLCOOzGEpULPALfWCGsic8PN/FXymv14lQ8efKHVy6w2PNNcKRnXw3ik42eTbLjOK4uezmW+3O+fLRygEXixDddcerDxdtYLHmZ69tLa+rJrzqyodOLpXdQPRT2ka0Lqw58nB29dY0v+/Kz5gxUA7FdXBfW/tpzOpeLP5GzWJo9a0/wYeuM6GHCFxMfOnw90mz403tE4OjLS1x+MPR9oLDHFz85WNOz06onLhpMsXDkR9oH9s3hshNH3vjoPUY9qh41vkQtcIWLg5qoUXmWNztjosdP3niJ1e9d6a3D90CLr8lBjxsefNmIiR8cj7p91vBozbr/SJH9locH1QMn7x656imGd4gvex8OuHVm5OrBdrY8fLi2J9boxbcGS2w848O2syGn9oIfLvaQD27id/b54Sj3asFGfBjs4Gp+Ly1HWHxWLg8xx8gDQrgEFRpxcwk5aGwEFYzOOgxB2BG6JbjBG4uTrT6S/OArlp5IyLoNF8Mcj2yssa2Q+VX0sA/YA8/YOltcurjGcJOwrIdHl35x6MTCr80oz+fs4REHjZ3c5LjCr0ubfevxNzfmW93p4O4+5ReXu795+asB3x4UteXHRo7iOIjGemsujQMrLnGY4fGxXw44nH2A+LEXT55iqoPfCxrz99iwEVPvIqqxS+Ls4tgZhuFcWoPJvhzwIfRq1SWj44MbvZxcXs2YfTxxM5dTuHrc+MKwhjvhB4NOw9MafVhylE9ibl2d2OMpBht30MVWZ3hEXM2jxB5vMeQkRlK9/Lqg8wwPP/Fw9y3Vw6huHlQx7B0s0iOoh4ETbnHmA4/OedDDFcc56RutsX2FIzZubIgPDzHlYk0M+eqroxw7X/56m2Zfqm37Do/OucCxesCGSS9Gtezx5q/OMHFRW808bHyMfUjxh8WWzq9c1FEMPmpQDU+S9z+sQ5KhogJCBFmkba41BRUI4bWhs87WGBZfRIwJDGJDJK/wHUx4/BPzDjJMh9s6nTWyvOiJmMWxLn58FEtxzHGvGPLFCc+w9eyawzbODhZ7MbTs6nE1Xr6twYIdr+Zwwqxm1nBVL/Zyc1D1OMihusudHzv/PVo16w9b8ICzHIzZrtCFU73LxV7Zs3ia48KHjd/XmfumEo9qyw9XPNrLzofcwpSXGsuN3oGHYd9gu9wEb+uEjYuLg8a3dd9uYcodJ7HFgslGY2/uMSDOPZwuohr6Ax2PggsvbzgJPLlUB5hszLU49yFlDRd+5WmskcbqALeaVbc4s4WtNi45buWiNuUIx7cxa8b0Hi82ctRbg693Z3C1n+zloIZx0WcvF3jyMe5eqV9nQF1hyIMvfLjwxWnfnNl+50svN3+bwf7Kbf8lJHx8iKgFMZeHWohTc2aMCQ7iwxIfV+eyHl/rMMRUG/7qQgcfFn975Mxp5aOm3sdsPb7w5A+HHRv1YrNy+Ua8l0yCilESHBXMZZIE6TDWI2eDbIiGhAJlX9Ek1EZJHsHmbDtA7GFao1NI+HwIHV924hFjdvzE0bPjEwYbRdZreGrh86OXu3jm1nGjZycvvfjFOwSGg7n4xWGXqDV8uYUpBo7N9R0C42oRd77Vw5oG44MPPjj/4XSf4v57w19++eXJt72EWd3lgYv9bZ9gwIaXzliu7MTMBo6D7CFwKH2LcpmqDT825g6jbwx4OLBEHBwaw+7w0/EVCw97rD4wNPPq7+IY85UPXL9zFKvLroadk86GGPjjg4c82PVQuXQe4ObsrZNy6/ynl6v4BKZ1MXApN/eoONWYvfyInOHwlxdfGGzbG9zwki/+evZs7AM/epjqal/k7YGDLa/qzUfuaqU5O3o5Elz5iEEnrhw6r/Sw8BRXKy885YO//cTJWvVybvw3lN94440TUxw8e3PMxfGhav9g2P/EunjwxCJ0HkC1woufxo8tLBw6x2wI/nITL77uGzxrpNrKGb41NnxwE4duH2rcetxxCOsA3r8RSx5J4BxtBGAFASyQIOzMEZEIfYW3OZLSjK3DYG8Dza3RmSsGTCImXRwcKjq+igLPejo9HJj540KKBUM+bQh7wseagrC1btw6GzqxxSHWtOJvHnTZ5QMXb/kZEzbG6fAw51M8uuqyfGCpvQvDv7V6GG+99dbTZ5999r//H93777//9NVXXx1861oHHJ/mHgi1ww+2+OphjleH0ryGh+aT31kwdsnYsnF+7KUYOLok1j0A5vKELZ613QtYDrIeL5w9IJoDjW/+xnC6WHw08cWzVu1huWj44SW2cWfamliay6XHrf2rP4CPM8JX/taqTfjVQh2qhTX2sHF3rnEhuGqw1IOwl2uY1nALm74cnUkPrp9K5K7BFlvNxZKjRoeHuqmXh6uah4cjP3VTK1hi96jgyJcfGx865SJWgrNY9qT86PDz19U8bnJUS5j9DQk9gc+vB49dQi9274M48Pombv+si8cGvtzlLT5bdbPOVg72RV2N1UpO+OEhB+u4aB5WaxqBhQNfcbwz6gjHT1e4LH8+l2/ESHJAUDAXRkBjpKwhGwhAQYnANsxc4DZD34Hi2yYg3cHibwzPOhyNrjWxWxPD3DrMjRUmWwcVFzrNQaI3xsm6mGyskWLAlbt1xaRXH32ST3M1UBv8+JEOb7xwhQETh+zYislO7uVlTPhV1/aBHpZPd3948eLFi6ePP/746b333js4fHCKp3jw8St2B4geF3N+6ashHuJ3gB0yh1LzOzD2dF00vNpDBx0PMWD4n5Q6lOzp1MzYeZO3GOLiaQ/k60wSYxefDR+44chTDj3q5vJkS3AUXxxr1Vi+/DRY9tnfF/bosxETl7UvNz1uerH4G4ulBnTW5WlMR9LLXT4442nefvFp32EU3xgf69WVH5EfbOtwPTRqLWd/XczD5kd8MXDV2PkGzKdvwuxx8rcb4HUm+InlAbJOj7c5Pnr59+CpA1znRBwNB+vyEUdMdfGrBj0cjxue1uXrXDkTYuFExKnGcjSHJWffsPnRZ+MRJPKh9y+MeKxhtm94yg9PPPCUg7zlod5yhuXDSA9PLPzwJGyyUxP7wh5HWNrK5SG2oDiAHcIOExAioZo5ouyJglkzR9bhJa0bs0eOOPQSM6fne7c5ikdSO8aHDwlPIY3hEnjykDg9Trjc/ejw2LX8bQJ7zXoci6kPj085Vy+6bPJJl21z2NngsxhsxAkrrnLz7efTTz99+uSTT86P4uGE5VA5aHKp3vAIPQx4JF+Hir++A1OebNTV3Jpxj4g9IA6kgwxffLbW+NLbow6y2D5IiFzMHWb2/GGLoV4OtEsG34WTE50Y8lAza3r7LQ48cfVsygknXOj0aiNeF5dODcTGx12Agbe41uj4iyMGYU/oCUxrahUP3EjzbNszcfDTErxJsbI1J50nmO6uuvFx+Y3lpfffbBa/Gquznm+02gAAIABJREFUsQdIj6/85MHXg4gPn/jCtQ/Emnmt/cYrPHWyL2ztF35iyFs8/zcW+2ksL3bxZQMHhn3V5MpODOvGauX34H4S0Dyw/b1l9jBx4GNuf+UsL7bWiXMAR95y8a71YcBHDcWyn7D4aeporsGkYwsDPxhqyletfDn58YeX/D/rEOnAAQIASAIlbjMANUfAWABFsmYDFZVYo4OLiEQjZE0cmDW6eHRAYfNrk4tHL47C7obQiaEobIgxGzz454dbcdjJh7BT7PiEo0/HDv94mPMh8inGUTz+sdzDYQtHjnS4rh3X5sY2uoNg7hupP4GOI11j2MZb+2otpjyrCRv1EJ8uXuys+XYqrjXislij62HERbx8YfkflHaR6eWi+ZWGswWPnfz5atbF9PD5gzLjHmJ/qENw7TF25kiXDKbzYj/hidO3Mnm4fHg7s/ZffJcFjlj8XGgx+FuXL9v2Fb447DtD7HGXLy6ELx0O8u+MuajZWdfEStTWOr0Y1SXMuNC3xkdN/CGX2omNh1hwiDp7VDR++FSnuOIpTx+OYnt44chPXLnYP/Z8YXV+81UftpqfMMRSw/LB1Ri23oOrZ+/b+9YKB/vj27D8rKlNZ9He4quHwU7O7MRxPnFnjyfunQc1wYGdxs/Z8KHlQZajc4IDX3Ot+sjL3NmRH1v4evHoqru6uaudjbNw/9VEnzwCAkHc4ZeYhJDQK7DgCkHaTPb5SYReo+MrSWM660jC5leS9MaStMZHLyYx5q/XwrN58ByKfOAadxj4sycwiHzgxEFsY3ocSLzpi3sW5lsl3glsPOKWvjjmNk5NxKOvJtnGqzX6xtWCzuZ/8cUX5z/27tI4UL4h+8QlLgh7uYghB3VSE3N6YzzYGhP86eSOp1ys0Vcr+4+nxs6a8+KidFnoxOshgCOmA9l5cu5gw1BHeYpt7BDjac6eH4xsDtnHPhqHyZ6vJr5vOS6e+qiNmHBdCD8Cu3Aur5h4VJPw6GDC0kh82aqB3hpucMu9utsHcfVs1KFc2BA+sNjQWceBLTGmF0st2BI9m/jTyYngqcG2d/zVAJaawDLGCX97Z0yXPZxiW4OldQaswdGcbd96cVdbc5j4wgvbev5bN7XjowZiwHSu6NnZS/lak4c1dZU7H/tEJ0+tR1YO/HxZcFd80BI4uOidU9zVzlhsPcz2wD2Rh5jGeGlimvftvhzEVB/NmvzxWrn8akKhGHEUWOMsOb1iKoRgiK8Arpj0cBBR6AqEPBt4xLg1+OI6MMZ6cz54KEh6uCXCTgw9O7zY8QtD31jcxnoFLF9r5QELBn7w4JYfLuy0OMs3/+0bV/ww0sPIl47svHU9vrjg5NCww/O77747/982XGy0P332H4QndHx60OjUL5EjbLzkBddYz863R3GdDfpiGzvgLrJPf3tAcNJ6APGBxZ/O3sOD08E2x0FzmPHFW3PYzdsLZ5Av0Wv8xBdH79suHDH52jtNfjjIiS1feGw18ejwosfLB53YLqM1eYunNsbVUl+s8oLHtvhwxNE7dySbM3l8UeCPH7448JcX25pY1ZyNXOFa1/PFCY79YEMHu33zoOEnL/7s1Ufu8g2HP79w5O0NsO/0+MGxrpnDqodXbYzZ4kWnJ84Ffta0fNXJw4h/vMUlcsXbGelsZQu3evCVj9jOa816a/DUQTyx3Su59eEcR73zE8/2CH/54KM+5dU+OJPWiZ8O6FcuDzGiba6kJUcqrrFABBFJaM0dMsHYs5NQB469zYnAYraWn54ohjXzeBkrIL3C6Uk+eo0eFzFtWJfGGiy+1vFnw16z3ty4QvLnQ4ppLEcCi63Gj15P9GGHgVM2xmsDa3O7Y+DCJr1DAMN+6T0eiRhyLD59/OnF4VNMh68DWp3okvZB7zK6BM4Kfzk4gGLCtG7NmH21dlnY0slF40fHR8/P2YGrh+Ey+fG0iy0PXNW8nwacu3ydR1zEgckPTn9YxE/+zlnig4Nf9XIW/IgPBxc+dJp8OovGJB27am9McCD5GOdnTUwNR3N+5sQ8HR7qbl/YEnnnD1Njb333xjw/NtaIHOWtHs4R3+6udVzUUYx6NuogT7W1j2qpFds3VvHYddbsdbxh01tXF2OxnGkNFn8fGh5Afwi3+bER27noHsDGnZ7oNbzVSe1gOIfyEaO4cuGrWYcpF4Jf9TIPgy8/PHGs3rA9+u2B+L/88svhAnvl8hArgM3oUgDsMdYDdhn2EwEJjQ8ixgKzJcibS4hOa5MiYs6O2BAbKjHxFckaG7q4sTVmay1sfRuVrQJ0qKzLEyf9CpzEGGcip2Lwg69f+7DgEza43fXW+eW7OHxah5FNOj0upMfCOE67L/lYV8NqsfHyU3OxxC/X9qP6woGp2WcPJvtyceEccvbwYGsOotjEWpfBOeJvX2C2xy6MuQ8T+aifGM6Cx8IanPBcUL50HmCxNPzo4MuJjR+TnSGXIK44ElzY6/kStuLrxYVTreKBo/rCYWcOA1+x+ddgiuEuWWfHz5i+x6LLL4bW3rDNPp7xqE5sYbFTB+tyZa/2ek0N8JWPuZh69vG1pm50bEnx4qhnp4kntiYn+8FeXL9vxa05furpVwDiehzZ4VWdYdP7VYJvlPBws+6bqjvgnLArZ3GdLXvSB4qxuHIhuLKjh4ULHzoc6XBi71y3p/aHLWHHJz7w90yZ+1AnxhqufHwR6D06BvffESs2YISQkJweYWPk9ApAD5xPSVlv80rQOp+kzdArPDtjMfSSQbI1fMRpbrPjqSha/PLFgY+k6fDljx884jHh95zwJ7D5sKXDz1xPZ4yLWHDp8ePH3piNPv+Nx49PYk7waq2ePlv4cVArczV2IEnrxuqLm/j2zJgt/mtvncALmx3+ejkQhxJ+eamvxsdav4qIA52Y4jX2hxW+wWgungey/ZevA+8xdEnN+7aj1vj50VQ8NuUeJ3vt8uLkEoktz+pfPfupwRy3ctOLAcO5hqvhGcYxfvwDb+vOGhx4RMw40cHqbHS/2HWWrbFrH6zZr+byJTD5tH/8NOv2pHz42Yv8rOGq94HmkVIjvvLV4+W86Nm2Fgc1gEfvAxYPdXS31Ks7b58JHPXHSazG9s248yUWHPjGYmjOCSz4mpr6q4/4as6JGvGDz7bc4Gtw2eBL4Nqr9ktu+BGPu9zg6P31Nr4ETufVmg8Fa3ydObnj4GzKC19r6oyfdX+Lw5j8XqPf/460+eUbscJJlhPCFdbmA7aJiFtLBOdDSkiPjEIgrbit5afnl14vMZtL6unFU3TjjdVBx7uxuMYEf5JfFwWejTTfXNjyxVn81vgTejp5LY+z+IgjV8JHrfgQuakf39ZhsSvO6luTG654waDv8KTPXyw28gpLzPivbmtfLHbZy6Oawo2nAyyGS269vVVrY5xwxkGD5+zQO3z5u4z2lK2GjzVcrOk7Pw69NYeYzoF2sWA6f3h4dO/1kC8O4rLpTOEEj7049OKrazWSLx86l0lubJwvUs2sd1/gtN/0bEhnUr5yKaY1+ZjDyJd9XKuhmmcP2+WvPuoiJ3yJeqoLDLX3iIjBjw38OLCFzY4eB1jiqoEYpH3Ws5MLDPYaOzh8465u1Ya+v1HDD//OCz92+MHGyRnASc/X36Jgw4cdfjDkbm4/NTz4EPvLjh9O8unMGGuwYdpbceWi9wd5enjw1dCac+dDBy5+dGqqHh5htnQazmrQ2cV34x6Sj39cHmJBBEfOYS9Im6dImnXFlAAbhCQqGQSJ5PlJhI49P3MxzK3zIdYI/fZn8njYJLHrsOgkT9pExTa2hmM+7HCxbg1HB7axPp+Ny44ejpgE9zaKzmESSx7WNiZfkq445hoc3PjmfxweH0j5szEOX09a1/PHwxi2Xo7th/V8Gptnu358qpd9bu/0DqbeIWPn7wLbSw+NA0e6SDDDFYevPegBUTsc2VsXy0PvAYUpb7mK51sJO3p2XTC5sLfm8OPgQurLEzad2GKaW1MvDZY1sfT5iWvuTBG5EHoYpDoZ89f469nDJ2LIhy+9HPT4EHZ0cOWiVvJKzx+mi9+5NBdfvGrjTNkbdp0b+HBhxR2ee89GfuXD1v5Yp1NvPOH2h2ViauLDE58NXnJgKxbcPijN4bKpvsU0d35gGOMkf2MYalRt8FIXObKz53z9qkoN4MMVi7Tf/Jw1mM4G7mEai+2MsIeLr2/KsPj1qzCPMcGLT7ydW7H9KqZc+YsHQ+2K85+ff/8fhx5+B+3xDwkABiBglw0hxIAJaiwYWxtgni8bOj50grO1KRKGTdc6X5j0/No8Nneh09hLpjksfvr4mLs8DorDSNh3oMzhmBNcjfHBhfDFnYinicGGwIVB6G2UjbaOh2Zd3rDVCwc1ajOs8WFnrTzYPCflXNxs6MUj4puHCct8Y8UpnOzVYR8dvPPD34FnQ/Dmx96PhA6jg6h3mF1wD6c5Hwc/exfIXH3hy5uPsSYH/vjBL6YL4HdsuMQLRvtkvYsktr1kJw/7E4f2wh62z+onFo7ii82P8KWXMzy49rxzwU8O7Xl24hjjb91e8GfXIwaDFNeYvRji5oMTLJyMYVtnmw1sjb54ePIj6iQejGpYDnHQi802X7VgZ088gMTjigfe8OwpHnDlx1+Oag7HWrjWjOHq5YA3vZ49vRzk0odRfvZNTHZ4eeBwMxaPLz78qweecDRjoi4w9fiJ5ZusHHDnL08YdKR8cXC2fXvuYYYjdrmqjzW+xnDcEdj/+ubfB88/Lt+IATMUCAHJuXiBcnDgFA+QIkhC0QWhUxziMrBVGMkhpyEEj8CpIPrmO04HH5ZWjAPywMEjwUdji6Oc4CgS3eKbs8WJDWw6kp0xnHgbExtqzF8M+coPF70aEutqI38Cv4sWJn264sbJWnZxO0C3f+Qnj+qWb/mHgxMdqbeGu7m88GEnprl85KCObDTrahZXdjDYGLscbGCZE2vs9S4LfPvb4yEP9Su2sfqxUWOiF0fszhU/eGLZD42fOa7iaNWATkwX15jIUROzvMPVi4u32D3qfDV6Pbti4ye+mDA14m7Jj63L7Jtb9ZGPNbZyTuTC3roxfrDjLLa4dDCdT/Hd62rOt9p7EOQvBry9pzDE58c/PtUOD1/UcDDWiy8HtsZqpF74sdFbF3dtcBarHg94zg4fY/Z4+HD1oY8zTHUMm05+OPuwhlOO7LxJPYpqWh1wZds5qB7+o1FqWCxx+dgrcWB6hP3nBdQbD3/eIWdjNVR/HNoTefobPnBX/tjlx6eghJECJKgAHmMF0dMjJoCxJCq6AiimdQHhdClhsdMTeDDo2O4hpINNHBCcrNPblPxhhxeXs/gocmvh41ac8GHDhKXf2GzxJBsLDn+bUbHZ8sdXXHPYxnocVtQKRjz0dOVnjkvSmJ5Nfq2bi1ns9acndPjtHC9t+dg3h35rkp964KJXB1wc7g48X6IuuKiRfYYPD4e+sbCzVnw/wjnsfetiL5bH1eG35pD3J+3WqhesaiSWHM2rP0x4LmO10WudC/bOu95Fcd7hi1mDKydNrno28hDL2afTi9e+06kJW3YaUUf1YK8XR61JtcGHnbU9r3T49OHDTy701cBjaRw/Y9Id5Y8jPnzVh86eah4+degBxMGcvTjql1RvPZ6anMXytx5gW3O2xDAWs5rDSi8XczGcCzlq4mZvDCMRjz+ObGD4yd6DKb794qMmHkx4csTPvrB1TjyU9D2W+PqP24fff9vFN+V87B28+NSLaSx3Alu8fmUS98tDLAEEEFUAAG2uQMSm0W8RJFHh2fB1COkVGq4N6WDylRxsB7Q4+pINxwHiq8A2xjpxoODA4AfbWH8/HDjz1+d/QObyigETd32cxF+BrVnXy00fNns8kvvFo18MODYGL/nA0ScdEvyN5Wed34o4fMOzJg795hRP8azpG9sr+9He8C9PfvKic0D1DpcD72CqH4lHvXrwhasRceSg8ZUTe3HZqKnL4//eYI1/50fc6kAHy2HHg8TP2Jnlq3bl6BGpdmyNxRWHfRfYn5EQFwY3lwy3uPYIVx82xhpO3QEYamBOimnsnGl89V1k9gnuibxhE72c8Oyy48aGj3tsHS6xZsxP3a0be0h6cMRl51ue+uPMhg5mHOE5C+zp5azOcDv7YjcuFv/2B8/2VZzy9OCrh1qzNRff2CNG2n8fzPbTGp6tOZcwxacX39wHuH+Zom/y6gbLOXMONbUQH3/n0J7g7aw5G2xfffXVUx++cJ0bNuoBG/fOghxxsAYbJoG7cnmILQBQUI7NASFCLyCSQCusQiFFh5Rg7AuKLFwJdjGMa23mEjNOr29TxYIVN1wUNGw9e1yJTcKTyMn6Cjs6OGwVkRjDWcEhGxyMs1Uj62LBXP/4Zh9mc/bxld8KXi/DWztY4uP/7bffPr3zzjuHyzfffPO/fcKjfbVfcO0THX+xNGtyVxdjfnCNxcDRYTfW5E7y5+sbsgvQwa7uPY4uEAw+YtM7Jx6+6tVhtY5rh7pv3+yJuTEswo4Pvh5ZY5yNrbVHxnzEg6/Hnb2asCsna/RyzU7tYHZ+umjN4weHbzGsyw22eGporl7wzEln0ZgPPQzjcihv+Vlv79QTnhjypOfL3kOrZh4Wa/Jh58d52OxIvPzOtMer2nuocbCPYqkLvr0LfDtDbOTHBrZY7iwb+x039lq54aWJqX646T2oHmGc7BMbeGLDZtO+iOcx13yrVScx/A2OV1555fwPFF577bXzwPL3TZkvfHNY/S7cv0zig0secpYv/v5gzhy+sceexEOesNiKT1+Nj+H9d8QdXIscSlyiXRqHT1ElE6AiICUBGISNTbfR7NgTWHR8EGMTuWMw/1BUAnNt4GlwcLTReC1fuHHETdznBE6Hho0CZcsfZjpznIoTHnuHh1grHj38v5P7piyPcqXT5Axf/5w4mJ9//vnT119/fQ6M/2Ot2sUFnno6TPIJqzj06uFDVK4aX3mJqdbtXfoOmsMIxwPgkvsdmx4GvTz96AdDnGJXX3sohlrCEpOvcyUvfOGxczlhsMXDujz5y88lFZO+WvHtHIkdrnUXBS4pVjXLxxqu8rfW+cDBeYPZ+e+s0OHJr5zwUjO92BpudKS8+eFCLx4sPmKY69XHuvhyMOcHU36wYNgTvNnJ05gfXjDZ2nO88XQ3SXXiw74HnJ4dPWzx+Gp0MHHUjO25NbY48ceV6DsDbPHXqgl7vt4UD6RfVfTrKXlocO1TfPnjiwuefK37FcWbb755/lOxHmB+8bWOB4HZh466OrcE/vfff38wcbH3fIzdNf+BK/HaA3WJA1t11tOtXL4RM5A0Iw4VUV/RFIpU6GwRt8lIIIYIQVwRHZp84LHha7x4bHAgbIzxys4cNl1CJw5fvVgOn7lmzgaG9RWFCt96PsZ8SLHxabx6PqR+bc7C4x/ps6NOZ1zNxME5rmyqBTu8YOQbnrmxbzY+leVW3sWyTw6cS+egilFcNsTeW4NlvfjtLV84DjebHgs6e0rHht4ch3vtnAmPJQxNHDaEL078Nf56674QwHQe+ejZG7PhJ296Ta79mN3vCfsm5eLA5l+O4eLUWD7GOBM9nTh6vtmKjwtczRpxxtYehrl9XtzuhFqv2BN41uUkjjnBoR5mdvKUm70Ux78g4Y6qI3w88aumMD2Y/LtfbMVkA9u8v9Mbrl8Z8K0WcYFtT8TqjqkTXnjEW/6wrIktjjnMhI/HztmWE1+82MJSk84AH4+4nNtr9n6t8O677z599NFH55stfvRy8iseuPCcE998YcSBnbz9K8r+s532g07DW47W48BPLh5wPb0z1X6EW36Xh7gDAbgD1KYgSxCVoDk7BTYXSG9dgWwAHZzm/CXgwrYmEaQUHlHx6PgZ0ytyxYZhLo74eLCFEX89jA4dG+vhiM2Gn0bCMTcmrTWGSe79UT7zQObX+vaLXb7lwy4+ahDX8qtGL8ODLXcS1+KJQXzK27vw7ZE5+3R81Fnt1Ez92NE7UDAcQPvumwWxDkOcfr/nIczeGswwPIa+3YRjXay+Odn/9rHYbNUCX9/c+Bh7LNjiKwf8XCZYLoQ5DOsunrkzZ84fpgZP69w4y+Y4V3s9PZ01fsZqpOcbTmvm8lELXNlYo7OGA1w9DLw6E+Zy6yLTq5Mc1NMeEDbul3tGYJt7WDyYOHts1VAs3/qIf4sMdz+Gs4EvFhv48HCwJi5MOXi06MXho+/M2Bv2cNioPT85E5zVQI+3GPmXt7rwF1M9NDiEDw5yEava22sx+j0/X3+z4e2333768MMPTy3401cPseGpEY7ybk/8usK/0edXD/6TrGzjfYg8/kt3crQfzps82uP+f4d88HcmYaxcHmJAGocEGUJnTdIKIQkF1IBL3AHKVm+tZM1hwZA8H5iapBUSbhvAnm3x6eHpNYnGk404SXys5198hyQ/cW2enohH8KAn69+cXbatlw9ud8lm9enCwqmxNXNctfKNq3nxF3PHi09vLk9+xg7Cy/K0Hr6ax80hs3dw5Kvm9gEfcwfP7x9dZhfU3OHm53K4UPDgO0d6GHp28jOGxdaFoIOvDv1KAzc8nJkeLTE6/HoY/EkxPbry9vDzlz/pjOrx0LtM7MSSLw64GePGjk6satQ6rsZ8q40a0pHOuXk4bI318XKnxFOD6m1Oz05sffzM5YgP++LIxV7gwl5+ciAeHnH52DOx4PgQJfCyFYfA83DzS1eN+cqfj1rrze2F2Pngl6gNHLj2tDr11sC0DgPH8sfV/suLrT11DmDIUTy8fAj5X4j5rxL6Aznfkv16w7drfHwYqYMziiuB5bz98MMP57/t/OOPP558xGODk5hETF82/N5ZXIKvGoqjVwc+1aE9PsbOaAO9AnTpJJEAMNe6GAKytcE2i28Hq80JU9H5SkCChE3x6PMxZs8uDuLTF1sS4cDKDl5zuvR8FZAfG/gancLY2AqYv9wIO2IdD/7sV+jKZ/X/zziusDRzB6zLY07vYMln+f7TOHKSM8G3GperGPItrnhq7rDGqX1iQ6oLvcPsx1+H3YPsYKsvfIeWTZdILR1e/78yMcS2hp+LIk+Hl05sok8HK75szHGRkzF/WGpFXE48rBF63FwiueDAPh8c2HTm4IkPP+z2BKfOFmy5FYs/fl08GOpp3Vgj1uGYW2NT7vaEDjcx3Tl29DjKqTqLzY6/sbXygw8HLgxiXWw+ern5FUAPGx9r8vBQ+r2/fetBtObB1XBjB4O/mnuE4gwfp3JWe/Gti6PZQy3hI0+YcmWLHz974aET2xsktvzY0XlgNb8T9vtgXxD8B/N9w/W7XOK8+pWFGAQ3vnA9vh5rtv3qwjpOeBSLr7Pu3MtZvdl7yDV45dw+4bpyeYgtlLQCcxYwvQJZVwBkEGnM3nyLyI+djSfW4cHlF751heVrvaJk28Gm56PQxnwkRLcCR6zisRODnq9C8Ydvg4sbBm4OMrs4xj+bYsIg8m+czd/12YeVPT0d3q3BJ+Z4/RPJt754erWBr2+P4KoHnfro1a0D3j6pjZp1qFwoF9vldLB9W3IBHEyxXJJiOqg9yux8ixAHR3FwcFk8hHwcZD1ebLqQ8hffRVcbmA48DPFwlJ/95sNGnnh7SPDjD1NM674B63GEI65GcORbfehg8+8swoclLmHv7Kobf2M6PvnprfETy7yYcnAWq0+PGHyxrOPjEcCbHxw6Ii5/+6MmcHAmOPsRuTl/D1z7XV3VQhx2fNRO3eQB00OFDz/rONoHc3uCEz4w5AbHg66nK1c8y8Ga/ZGj3l7QwWPnTLD12OFnLDdYuBh7dJ0tv5Lw0KoBW3920jdUa/AJzvLXw/Oh0HmCJza/zhAO6uCLBAw5yU+u6sKWD0x7om7tv9rAWbk8xBIRlCGpSB0OgIqNqLHGxjpZ8Nb1BG725vkYFwdRdvAl2QbYdDYaPRu2eOrDgK8Q7GCIwVaz6XRdEmts+aSTm40Wgy1xAODZSBtTrDN45AGLTTnVZ1PP5mXCRy5scMLFYTBfP7VI+OCuv8ekb6/kA4vAYlvPrv223gOkZtaqhTGf6qiHibM49t7F9iB7GDyy5nw04nF1GbpQas3GISUdfnN27SW+YpiT+DeOkz2DibsY9g4v3Inc2Op7EMUn4tlfHPXxhmWsF1+txIcThrk6iFOsA3r720ftHSzc2KpXuPJnQ48DPWxN/vTlA8MYN/nEk63zwz9f6+KoK3wPBz948vGHTObs1Y2NXiPW2lcczflYF2fvlTWYuGvqosF2h3Dr8VNDjynuMPC0H/LyoU7USe49bP56mMfNPhG2YcuHnzjOn8f49ddfP3O8f/rpp8PZGenfmhPT737Fx6P9Fc+csMdbHDnJ0b3wRQM3TS165D3EzlNnWJ589OrFXtyVy0NcAZEWlHQYOCsKGySQoyMIWxNMQusrgdbaeIT4s9fobT5y5jbOOhxc2gxx2Ikbbj78CB8Nb3748ClO61sIa/RbeHN5ZqevFtmdgI8fReOlPvFoXV+Muy5bXGEQcapP62fh9g+YbNVCI8XBUe5E/zLu1SPfenzsCxx1qJbwXUr1oGfjEPqG4IJofi2hDvZOHn7Mo8eDH0yHVWyHlS87a2x8M+0gdxbYu2D2nr8Ly97v/8Qy7mHqnLGjrzbsjItnXT50Lki/O8a72uIYnhrQ44CvXl3FgEWnJny6Q2w6E2czHr8OcAfUUWz7Lm/4bPnvWF7m9AQfOj7iia1O5vHBSU5isBHD48U37nTmcNnTi0OPl1zVXFNnH7Bs/WjvQfRtuIdFfPZ4GXv0cTHHwRpf3xxhi6Pe6iRnbf+gDK4a9cGo92B6uJ03MeCywcvjrsfV2fAIwxPL+eOjPvLFwfnCB4Z8+eEErzPjMfaBoy784Gr8xaOD7w/ynE8xOtfVTgy5yVOD373pPOj/9BADEoDY4DYcUYTp2qSABBXMepshaSRg6RO+GlzFts672whbAAAgAElEQVSHIAmfhIM8XcU4i48f+/jabHjh6DU+4eq1eKSHtbatF79DRq+FUZ8uTno6uVWrfMM0XzHHYWsavr5xPuaEnxwdmoSudZg9GK3/k57/4toTQucA2WeXoEdIri6deHJ2wP0VH1xcXvx6VI01B96lgUlcMr722LlRCzEcenOc6DwA4pnbGxg46V0ogkdc4Hp0O5dii8G/WMYukJ5dl/WAzTda+VbzbOiM6fm6I3jhpG7W1Ms6Eb8zTo9b6+InxvKHqVb502t8ug/Vgw3bLryczNUeD1x7EOnVCE6YbIzFdKfUlI29NbYXYmiw4XoUPUpy4uPhY8e+b70wzKs7WxzVwv7AMuYvPh7q1xng37dgPT3+xWQrpgYDf01tYVuH2fngj7tYPgjge7TLu5rw9Qj7AtG3dvtTDYzZVge9PHDDhYjLXu7OujX7wJZ+5fIQW+SAZJckEA80IInYfCTMCyYhen50enjZCspXAQkbBzccthLRKyjC7HEh8OOlaOaw+KSPv5jwYVijJ/rwjuLxwLSebXMxjHE01pvDNRebxCFe1YQdoa92R/H4R3FcOvVio956DR8YDm68+Rg7YPSJmlVfGOzixQZ3flo56HELO6x6ehjqzJ8trsbiuWx+FHRZHT6HHQcXzO958WPDh40zJB8XAGZx1ZKfR4yP3ro82KpNzcWwJh4dWzi4qUnc4NDhz47gIZa5i6Zn0zpucjDnz5cPEQO2tfaVjbOmx4l9X1jYErbtqXoTufLBpT2AwzYu7MQ2Zye+Zt6Dbw6brzxI54YvPnxJGGyz50vPVx3h4uDhhKNXDz+Cy8e5toe+CRM/+cjbnwvYZ74eNb7ie6T5wcZbM9d8u7UHzop6lB9uhC+Rgx/5PV7sYTtzfv+Ln/o5W/RsiW+y/oBt81FvueAiplzEhFUN8MBRjmri7ImJLx07Tc5iqF8PcPWvtu2xeLjxs0b/nFweYgFdMI4RRYxIGHGAwNrkux65Di8/BbBBBFkxrMNprhcTVnZ6xMUsBht8+BLYsKxbg01wwJGOdElg3eU5HZv0Ymlxa17hxY+Tmqifnn89HnFXi/RhqjVJjz87uHKMCxvx5LkbilP58yXVjK8xm4QOBr0at9fxKV5zmHQwHEg+8eNrvN+M1MZFa39dTo+kfeDvMXVArcMURz6aMX28fctSB/ZxUGNjdjBdluoRFh+Nvpq4mEStissGFgmTjxjWxEiy65zJG7Z6sC32+mSrx1W99LBwsOfm/LV4wNLY6dl2jqpFNXUmigkDL3O+PrA0MdiXg/w8TN3PHl+548RWLzffDMXQ+HkE/bQjjjlsfuorT1zp7Yt88e3xY0cnrkfMeah2fPCTZ7z0/OHihKfYzpReLP5+WpKz/dBwl7dHGi/ce1Th0xVL3xnCBw5uvlXDgSc+fsQcL3lkC1MMNUlfrXFM1NPcnq5cHmKLAlZMhoosMGlzAQnKLlFgc/ZI8SlhpDus7BROTzpsdIhH3pqECJ31bDYJa/iwtVFirQ/b9WNfzHDThdscZ7jpD/DjG006vVw6lOz5E/mLbV3DMy6w1UtNYeRTjGqdvtz4s9c7GOW++LD5syFhhL09P3jlmr39LRc2RM+u+GqNg28H9MZsxJaby+cgWydhOht+zHTYezT6BuTwuwwuBswujBxcQgJbYxt3cz4uLVF7teGn4YpbuZjz1fClVy98CX3Cv3ljPZEzH+eev/h6czGMcSkuTsadBbi4w1MX+8wnfDGM6dipiTrQqZ2awsdD/uZs4eDQQ0wvlqamfHBlo4eHExy8xdET9vCs+QZJxJD3njNzZ6ZvnmL49myfnQH+dPIkYhvzw1Nd8GNHb95+iu+M+BB48eLFyd2aM6CXOx/4bPHX9423mPDLsxjlqb6+BTt/xu0THE1u1v2qQt7VHh7+8qbX+GvW2MmpnyBP8rd/XB5ia4i2aQAFV3SANkvx6Ngh1yFUDDpzvcDsJWleIehKIjs+9OaacZK+Pr2eLl9jvLrYcBSCXkFtjLhyocNPTnxWrMWjXNKxswaPDpaN18tPD5eIrY5iGBPrGow2n54N4ZutebU2hl9Nywf3coyjvjqItfoT5PYP/tUBLzHTVSM4HUSxrVuj52vNH4g4wA4kPRw5si8vtubsrDkznQW6auriesTZewTgdciN7Qs/WHp+dNbM7bV5jzg9nXi4s9Hnh2uYzo9xZwAHUh0rn3U4rVcXey43DwMfIr5zosFmKw5f9uY4ELjsiHUxiq2Xh1qwMy4uXDHjzlcTO1w+dGKJITZMMQhfD439VB9xNHHYlgPusLo7HsP2mB29dRg4GcOxH3R6Men5aWLiBkv9cIk/vnh6hP0ahODpzMERozr5dYkHr4exM+GnMLjlLyZMOYkpXj+pFY8tjmzk5EzCUHP4xvj4gDCPlxz5+cCEIV+85Ng+8125PMQKrDmwii8JDVDF7UG1DkxCghKbIDBbZDVrdAQJePR6esXQ2HWwSpwPfevN9fmJL575rtPDUWBr9TgadxBwiP/GocdxdTuOV/WIUz3bNuQQm8tcTPXAJeFDFzf1pSOLJy97RKd1+I3549RauRWjPj27HVcnHNQVtjOBS/slBg5qrEYeTsLeHB4fEr7emsOs39qwd8bElpe+urDtPBg7O4Q/ETtsPcEDXnWWA3Fhqltn0+Uw7ozvAxr34/z4Bx08nNUom2qoTsbp9Rqhz1cN6dVQ7BU6gj+89jMbfnjj6oGzrjZaPJp7ZIi7JQ5fNrDF0RdHnT0o9OxgW8tHb07sjw9Pte4hg28/5AhLL65mTnwzFh9nsaz15wdyVVNr7S8bPHyzZedx64PaWSoezH5lwk4O+OGmebiJungUezitwZCPXEg5Zl+e4hF5Ot/+Chw+csMXfzbOU99+7TM+fpWCoz1j6xyuXB5iBRBAwdtUpDia74Ygbo3euoA9IIorqQ4dO9glqkgaHT8xNXNkixUPPSk+m+J1GczxMBdPMcohPxjZW3OYYcXLWMMFhhzN/0psAnw97LjzWd/lQG+OL2lNPHUJg761sPDK5wweOak1Pxgk7GzyN4eJL/vVN9ZbY6OO7MV1IdTKQVRvczYeOPHN21c+uGwPtxgOLUxx9HDtvwOqsYMFV107H+zLYXMrF3Y4wyI4xE0cF6fHTUyx+Og7OzgTmI35wiXskvjEEW925cpPjeDgYV+cO6KGxvTuTPHyxS89v2LRa3GC3eMD12WXDz0u/eqIj1yJvbImPu7GdOKJL57aqaM4Hi6PCyxzj1d1ZIMbHXx5wSB8ysejZ1zN+YvvD+NgmPeTkTOlbvD8LhgOndz8usO3YfzwdB49wtUAlljw8PIIy4/4g0dnoNqww0dOYrHDEbZYPazlo0a+BbN3PtW0/HFhh6c4eLGFa00c9n6f7dv3yuUhlrgGTCA9EMl0IXpkOxQdrmz1CiBRyZgnxpoYNp8NW8K2mNbz10tYgWywpIneWvj8cQqDDT+6NoFtPuzCOoCPB8q4ixYWHzj6u4ghtkKrDRGvHM3XrzEubTo/Mas9n7gewJf8AxY7zQbDKVf7RkeyM2YrL7Haw13fUGzbC71c7XcH34FzMPX0RB3UQ21dTHONwDOGo8dPbAfe3uYvB7lo4sJmly2dGHq50Jvrk86XCyyWC4V3ermrEX9jD0L+eMHmhwNsnKutPKojfw1u+cAl1Q8W0cuFnoibfzHDdWnVsJi447PY5jD9ywt6D5FaVq/iwqCTC/HY8ZWvOOXeg2RNbFzYeIRhVON4uLtiOANs1UAMPZ7y40P0MOBlax0GPvYfjljWrckZNzFw0+yjhxUevQfY+bM/cldHvtVTbN+m5U9gqjkueBrTWZczXPjGzi/BGT82HnG+YnvE9fiKZ71fQewHR7Hg+SDzwXOXy0OcgyICR6CEEDaXpDVz4wpdgdkrHr11epvTxvIzTi+mcTgI0vFV3Iplzk9PcEiKrU+ss80uG+trlx7nPhTo0rMvZocrTrBxwlMjDqkcNePiF9dcPWDCEbcLUNytFz8+1u4CQ5zWxUuqsflyYM/PPoW56+nyC7ueL5t85I2vv93gItlHB84fxslt/zI9X4eeDT98+eLiMobNj14cvX0RT/35Ox/m/NnIycFnB9sanXHf4PjgZU0rVuePDlZ6+ZvjJo69culaz5afNXOXNW705tbkao6TfdGnw8k8W/5EnJr1Gi54qJGm7rD4eaSImnnQ2BULv60jHtVZjgRGD7mxWvuRWm3F0MORC3/rzm610NtHArt68K2OcuJbHWH4AIHpQcWxGNbky94+4qQRD6LczfnCMxZLXC0dDGcHtnF1Yu/xVC+1cl7w1JxbPnDUACf2mhrB2vriHicccPLN3f7jb642/PubQCeRxz8uDzFSyBAAXQKEAAhAb74iYQnadJdRIsZ82CJCbI4ECB96OjFhtwFiGOMjAet6ifMj1p8TduHglB09qcdT/GzjmI0N4C8HufDDi8jpjm2NDY5hsOOrHtbiUo2rAXvx2IlH1GNjHOX8Iyw1Ers96HCYl2ux68GU00CeYT7ZwIeliQPf5fOjlcvhUPdjoJqy97g4rHo+eynxFlvf2TCGL//23JgeH/Wybo/MjdUJF/HVylq1X7+w8xWbP07Was4lHHGt5xdmfuqCg5aNPPjYL7hy9ojA3DV58IFpDJOPnDsTcOk1tvxdcnhi+Hanzr4JdmY8GuogR/Z8+9EYhjVxYMtPLDGtdR/lZV/V1b2XRz9W92sJNmLC418P1xw/8WEYaziJ54wYqw1hJw+x8JCjXp6k+qmVswbTen70sMTwAMrPgyn3YtC1n+XvTBKciXXCx5mVE5384fbAqo1YffDgosHJxgeV+rDx6MpXfXHCW654EPVauTzEHRyOFTNjc0EVAAESEQGsWysxGEuWPfx8EWFbTGNrCPcoS8icsLeh+dNVTL22azixpw8vf7oKlA98hZND49bEgnf3OcQeHyrZKjTOehsndiIuoSdqRFct6OHQWSP5nMljno2+els3r8EKn651Pcx0z+mttc/w5cNHThqdWrJxwfx1Hn/XlDiUxLcBubPR89f4EefFYcdRM1djvHtg8IAvJp25cT0eMLskcNUShp4PWUz21mAkdO2TcXXDnbClX8lfzx4mG3mY71nHmahjdQtPztb5wTCHGR/1dME9vPLQ90iK4feNfpSGZ53w1/o9pDVnG2b3SRwCC47Y7Z1H0CPUGcCvb8pq7pGph8MeLhy21uXpccND74GrNviIB79a28NiljtfmPaRTixj2DDCs+ZbJp01uaoFbPbiWNPjAbM6sWNP8GTPVix85GaOi3jrR+fDxP74sMqXHq54/WQiP5jVH+bKH6/E4xf4imhzJMcYoJZjBV8QaxqikkHeRiFUbxyGHg5cPj2AxsjDKBFjvopqk0sSR9iw6BSBLYxiwUiM6ZPw6eAoksNB8hOTThHF0dhVVHMbX7zw9Y3jDze7xifY4x/56MUvD/uAx8Yp5+3DrEbFv8fgAx9mPnTJYsIQX7NfsBt3efFSe3zVSi3DZs9OzYha0Gk9APTlzi5u4tGrNbzOBnsxxYLDBy6d2NnxwVU+sPTOpQfFWjHhtd9wrDmDsPnD4w/f2taHL2GrBrgSuYkjnjX+RJzOKZ05fJfZXLMuBvEw9odLLnuXXs6df7zkwkfrkfHTirkY8lAveZV7ueRXbJzZVzv8PV4+EK2JJbd+VQCT+DAof3W0F+0fDPHkioeY4YhrTvjLkS1/cdjx0+IlZz7m7HEw945o1dw3ZKIm8LxtcMIVRy2rhZ7o4ZbvUc453TPNhq19kwt8PVwxccGJDl9ztuqwcnmIGZW4HiFONlOymkCBpK/ogB0QNqSCw6rY9ZLZAmQbB7GMS0iMCrUccSD6MPTsO9Q2jtzjsdPoxepxCEvvUBE9LvHjJ08xrIXFtoMS32pXDmt7wOcf1gjfchNna2hsbXVBlGPztYFt7uDgkqyNMexiw3OI5N1FMJY323LssMFkh7PG116LrS5qkQ8cZ4lv+vjjB5/AUWNzzaMEk8Dgiy9OYm8s9vzZ5CteUk34iYlvew6TL7EOo7rBylePTzzKhz+dnPCErQbmcMvVw+BvBvhW11lSl86vvv3gB9+j5RsvX42eLkycSPmLXW784cNkR++bm/MtTz0cdnoYxnIQRw586cXugVMDOucLDhvYatB56Ud/dXTfPPA+cPAQgw9fdSgWf5yqhxjW2fJhlz9bufg2KzaueOOpPvzkpMFkKx4+1gi9HNhUR1zhEJjmrYsDQx8vvbrgCM8akSt/vFcuDzEDyUqmMQdkBEVEEzSCwJrTKYrg7OltjjEyMPNzELJnJ6ZiVFTFtl5xzDXrbUhj+Hyti4Ozcb7WCZ24bEmFNRbLRunx4YMvG35yMtYTOpzF4JPO2FqSb/psW9eXczo+7HCoLnqbqZ49pGKXG/vqHk4xm+vp5C9HUo2Mi7tjmOpZ/uqrDg7i+vpmYF9w1IwdfvV22cTjS2estuLpYRurv9zgdlbY0+nVAAY7PnJpf8SJt5rQw5Erf/b89eLzVfd4iM8vu/tFqTZs+K7IVRx6/glOYqiHmHirEztxiTX81rYLDFMepDrmX354hmVNfcpDbHblBE8d6boj4vsA6N9AgyFXNmLyxYedehoTNuYeVrbm6uthI/IVn04suOb+YM55IOrmHBG1EUM8ceWghwe7fefbm1IOeBA28DzC/K37po4j/Oyt9y9+0KuLZh9wwFU9iNjEh541sXHCUyN6NYCBnx4u3+rYnqjf1vEAqFcDveKVgCIAMXdw6tkILAh9h9t6OjZ8JS4pPXKEjw2gS7oMYtosWBW3ZBWBmHfw2IXLFxd+9daJOW7FoQ/3GDx4NcZBKx/6HZsXNx/rdzu5prvHY6/R75o81Y7wFyc7NTO2ydaMi1Gc+vTtRfskljUxsrnjFDt9dnoX2WHHSx3tJdn9gc1Xbz/YiR9/tSVs6HCEzc6liSOdNRjOEf3y7ozgAp/oq6H9Fqsadr70agiLvTjs6GGKU+76hH6FrwanHONqDpfoxZOLfPl4NGCz8wAQuh46fPg193jg1wdxNRQbL5h+Ugg7PVw+eHkkYBrjwt4fyInf38FVM3tsHedqTqeOxYKPA6zqWh78xLQup35/a8zP/pQ/PHXAxVnSxIbZH/aK6yHsbMD1GDoTRA3h4OgbpxoTfj2MYnpcrfPDkb3YakaHk/hi9wGhXjCIvlh82PLH01hceauhph72Tc7s8VcvvOCuXB5iixISDJCCGNPr2/zGesCBZgeDb4VvHWkNMb7sEGSLnJiEDR96BSyx9PV8Fc06HgS2uLC14i0unTUcjP+JlEO25jZPTcQv1sbJNl1ztitxgFmc6rNr62NsLXvjxeWvNuoRbrZ8jcO+YxUnG72DJld9tW5v6IrNxgEX38HMlj684vOhs/cw8NH48Nf4dUbWr3E5sHUJ5AyP3vmRPwlbTDpzsY21PlyO8aM+xc83HH41a0Tc6kOHS+dQPeRg3Zr8cKPDh62z5EIvN7Yusmbd45MPLPVljws8j4w9gUfUoRr0qPKRq8fR4+uxgO3BF8/vftn0zY0OPnHO4dP1TbXHX0z1kis7oibs8IoLvb0WU2xr5ngS9fDglZtvtJo8SfHaG3H5aDC3fuzVWq7w+eLORww1JHo8rOFs39oreyInj6h1ogbs+ylCffDViDkuOMKjVxMcrHUWjvHjH5eHWDIIALBZCAueIwISMy+IDRM0EhWUHTyB+SmQeZe2gomnEbjsrVXo/M2N8YGj52dMxNXElbS1tb374sGOzV9J6/yJOS7iOlz0Yes7qJvDHR8G22pss/Am/MqjnO/+fEl947WP39aKXbEPwPwjrHu+9qT9xzF+7O15D1hzfVh6nNjJMWxhy9e4fKPjIrSPzhbpjGyOat2j20XnJ5a8+bDX2+944IX31qKzIFdjHJx/3NjDI3q65VR91GYfHX5ascu/s4endbzE8mjREXr2bIvnQdDM4yM3v19mV87GPerq0djj4zHysHuc1FYMjwwbWB5sjR+Rz/Kh54cnvurUj+3yt16ebDy2ONsHMYg/RPOI4QKfnYZH3xr1/kaIDwa44tizvl3Dsk9q3z30FmnOBVw1NGYTDz7+ho9ccWWjnvR6WOI0hmdv2KovzjCty4sY4w+z8wFPncXWi2Nde04uDzEnQToYHUZBENErssIY27AuGnDjNkJgjU5rjOCKmFp+1tiKoyEuUQKHrvUOdHiKSKzjbq6viNbyb3wc/uIfsO6CrxroFX5zoCfi0L+s8Na3fubJ5pkuzDufzac1OrzyqW9dL8Zd8ts1+aifOsLsMJW3Gjsz+bRXYmRrzTyusBo75DCy72G3zt9ht+YiOTti4SS+1nliXxx45mztAU5siVzEcNE9JPCdZThwYfDJrtxh0scLlvOHI3+xYFgXC+fwjNkmYelx0+9ZhsEHrm+DaiS2hntrvtH6/67xhSMXTW4wnC/YcIrBtljw6D1q8vTo6YkYHly47Re9HHFQp+qqBr0ZcrdWnTx64rHhZx89TB7j5Q1XEx9vHxq4qSG/Hn/r6oEfXuLCZGdM+FnjZ4/xlCNMOYrDX/64qBcfMWARNSN4e4zZy4k/3niIYd9hsBOHLXxr6qBv7/oggiPeyuUhVkQJMRQYOCB6vQIgC6QiCiIwEm1spOFo1vlVKAQ7HGw7uJKzRkqWv3VN0iQftsaatcZ63PXy4UvKy1gswuYu7FbYFItePgSuzRajuvEVe+34FztstYqXMRs1FAe38meztgf4lgsd/3uNi9v6fU4fr2KIb687KHzo7D1+YbGnF3P3LRx2xi7V7huf6mWsVu0de0Kvxi6FuC5TdbOOG16aOulxc74aV7dihSuGx0rMzmPnmS8/seCyI7i01rmCA9s5lr/4y0UNCbzOmrlYbOGIo8EKVyw654oejh5f3yI9vn6va+wx8w0NT7ji8PdtEB4/nNTRg1i+OPVIy0seag6L4AdDL56xf2nEIyOGBw2GvTHmr48rTDlUN3P5EFzg+hZNrCVy8HfScSsna3DyNxZHbDHap+rnPOLGxrnpvIkHk14t+RE4HlI6TRw2MOD3COvxbo43DH/oJ7axB916e8yeXn18oLLDQ35irFweYuAaIwRtpM2TDD1ghdjLJyh7G4R4thKJLAzBrRNr/CRuzEcsPXxxkIcpETjW+RBjNsUy50fSdbjMxSDFgofL9sfg8Q/6FRxwIfmUC050OBA5deA3RrH19C4wjnj36Rs+LJvWh1X1YM93cePDxkHjW6xDaA57tVkMNuZ4l4u9b2+sVWu4caomeHZJ2BrDUS91wKezxL/9FLezpHdBt+7hxCueatDBF0NjA8M5xIFOruLqxbSu58teLDyL0/lsX3BnzwYGXKIW8NsTORG86DSY7Qs/NdDbn+rHLq7w6MXEjb+5h8Rd03t8Nf9ChzmbOOD+66+/nkdAnnD4442/Ovg/GXsMmltTL/E0cfT0/u4yaa1fA/CFrfkXdnDw+MiPrXz4qxu89l4tqhN+v/3228FnC0vt8FUfApsdPA1e9eRjD+n5yk3DLb4+pDyuzhQcvvzo1AyemMXFzRr9vmXw8ZKjmquzD6Vyhs/HB5g1jY+8i0GHgwfahxVfc9+sVy4PMWcJcVZkoKQiVJyKISlEJaIwerZ8YSgMH3ZE4mIopLG18MOxgfRw2twuG3xYGp4El+Iax1VPv7I5WcueDf75mjcOR3HZF/duX/4OhfFKWGLK31x92MmRyFEMuZVPGGLyia8xqc9O7dS1usexdfbLrbF4eMMn9PgQWB18dtWBjeaM2K/2qr2FZb2Yev4um3G4PU5wnAE+JL8OtHU64rKIkx09XnoxxLbOFyZfOjyzEwdOZ9A6f3nDiJ8YdHDK0znCm0+X2Zo5X9jG9s1+GuMAM2yxYPLvTLPzIPBna+yS6z0E8fUwelRd7MbwiTOgdQ7FI+bG4rJVGzocfOsVp33OHjf/gRq9OH0blD/h61cjuKor3nQaHT+ifuYEjjkeakiPiwcKP9z0dOohVrm0N9b404vBXpODx9GHThzUSFMT/NQaV3bVgb7aHpKPOyC+WHDhe4TF5I8XDN+I5aE2rdkvXOE7A/QeXlzlqbefK5eHmDNCiAFBmpOkHTSkzK0pYIcPINuI6K3D4UtsMuweskgokEdJogS2RBWBjp+k+SmuOQ6w8SkWX3q+8abDkR9769aM4RiTOC1f+rjzI9Y1MaxpcsI5vVg44W89fZzVeAWPxJi9nj/uK9YIXOsaHWw+1dAcRzo56vNjQ6fFG0bYevgJvuLYzzDZ0MPIF5bc1ZItDvaNHRtx+bOLk9pZF896GOLR4a2WxjDyi1/ngv3iOBdxg9ueiNeZxdHlYUvKqTMOU2w44plbk585f6JnI1+NnRjVOXv4bF1aPORWDendAzytueBwxMHRWG38egAOG3emmOrApv2p1niIz9eP/HoCVxNPg8lfT/wawxg/NegR822cX3vrgWLDVmxrnVljfnoNX629geExUju+cZAL/nDKT77G2YopF7jVyU8L+Ph1DXuCe489H3HaNzU211sj5vDUpDzENO9c6/3EQCe+PfHIiqXhYC63Yvrw8WGAixp4qMVauTzEJSBApBgLCrSN2t64tfQdbr4SMUdEcubZKzhiCf+S1vPrEcHHxsKhVxBrCmtuY/S4G7O1eTArqvz4kQqJg7F+Y9mQeMKEo29snb3iGouxscpJjzsuCQw+iTlRG2INFk7W5FguchTLGhui58M2OzHp5bbc2FnjD1dMNeHLPi4H+PEP9tU63jDZFtcF8mgUU62NxWAjnjgOPr/iie8A5+c80MVDvnISPx/7Ak/DLb048mVrDJNY30ebHn+2hD2duLD50jlD5jgQeq0xG9ytG1frMORrrb59yF9tNL5w5cK2vdETNZEDPoSPNbV0qWw4VJUAACAASURBVNV6awEDBznJG0c+9GopDj1u9N1798aab37ZVV9x8MfTY8PW2RfHWOOHE7z0PT5+N4o/O49Uv3tWMzr2fTCqR7XCw1p1kZN5e87Wwygfse2hh0/OMEi14Ys/Xxj0aqvHg16+4VuLPxzr4uCEs3Vxqjcc9eSPFywxYcgfH3W0Rr9yeYgF6qBJSECbFTHzCBm3yZGTjOBtGN8ulU2gRxYJvVhIdWklZK2NFBdGPvzF4AO3xPU2QVHkwIctGzFwIvBgi2ONfVxgJDuGx0ZPYIlfTJhEHJuDH6GnYydeta1vM5rrt75iEvFg6DV55Vtstvnmx449TsVon7KNZzVdPRz8rYkjZrV0ANVY/eJnrdj0sNiQ+IkvF2vtn0MqBn01gyWexta6Pp05kRdsTSw9HP6EvThw+RM9HnTZ52tN60dQY/kVR17ODz1f+HpYMNTavMbOuYdBp+cDDy9jYuwRck7kVn3hdTeKw15+OLrUWue5D0Jxq4FYOMD1+LGhwwVnD4embtXVWutse0jgqgG+xpoc+PlrZR5YPM2t+fWJb4d9CRMDB3EJm74tOq+dgWrERm3NrYlN1AQvIp51TSw/+nd+rJcbHLl7J9qH7GDDwQsfdnD0OLITL3v7Yg0m3po1uPZOvc01dvLH3bra2Tv9ymVWAQWPbAkDRdYcYZsvqETp2Zd0Adl0+bJRMGO2EulhFJstH7HMJcxGTHMFs2YuRpzocVYA/nHX0xM4pMukDwcXxcSL8MEz/eYcL2v4WZMDvLiVKxt6c34wcd08+NwlHL0NEwdG/s/5WMdFTxqbl4+49K0V17x9CYeOvdi4lws7dY0TmwRX63r1xtOclEfx6dvr+DhXcJ2rdPDZwmpf26vOC+wuA67G/Ikxv/afDqZ85GqN6PnS2TPr6mZeDfjhXA44NU4PI+7yCYuuWhnLka3cxKFzjjx6YovpPPOxRicXc3ZxZof74reHbK31QHoQ4kxv7FHQq2F3US544Qi/JmYfYnzwx0uDp6fjz0fuHja1ty4fMfDDzcMpJ/nDozNOhy9e7GHqqwMeYlmHLR7O6mDuwVV/Y3ofCvA19aC3Ll7nB0985a3Hnw1M/PTs2akbO5zYEL0c6dh7hMtR3v2X83DAaeXyEAukSZYxQCRL0LykjTVFE4QNWwVb0vSIs4VrjZi3Qeb0mmQUGC6bChmuAlQQHPmwozPHQQFJ+MVUxA6KHjcbKlY5iwevfOJOxwYPcdjFrcsmpviJSyUfGDjkBwsXug5CPmKIXT4dQD7srcMjdAn7pDFskh39fVwc2MbZiNMetMfyJXKEg6fG1lx+eg2O+Mb85cFPnHDUhj8/9ps3m7iIycZ62OYwnT0XAm77HW/49oCP9Xxh83EG4HQG4iGePWUvJt+aOQnrTOaDDye8iXwb49behhUva7jsOeIXB7w09sSjo1VTvyroPMPma85eY6cWRG3kz9+302KzNxaTjUcQDl+Y/HHwwKkBjM6u+hnz4wPbIwQrW/eWr4eKTTnB4We9nOwZLuawy0H98PSQGqsvTFx7ANnCth5HPIjfH9Pxg8uGrTn+4uJirqkPPDngY4y7M8eX0Bvj0dvEHneYMKpBcej5rfzxaszh4tiGVrDmNgSIgiCNXD19iSGMmKCSJxUISSIBRULQGhw6PvwVV5E7VDiUIB7srBH25o3hOET4GZN4sBUTHs59kPCPv3V2fPT0sMyN1YjAoCf0bbqNxrH1uPDPHi671szZh23OVqPP11ws6yQb43Tpm9eXRz7h7sGwFpYxX3UPQ53w5sNfrfKPP64aH/Wnz0YfLj7Fspfm/JyFlWLr46dOsIqFo/pno65xCEsMdunZepRxLEf4NesarHDDqqeHxwd/WPjTqU37SacO7PT89IRteyMnGNY9DtUlP3j2QO+vavFjA79Y1uUVdn8ljI1cusdyhssWhx5B8WHCZ++OxF+NccRPHI8ue3o48YPXw20dhlj82mcx/HoFjjW4nScfMPyIt4CeDZ3GF5ae3rpzKQ7BWxx6bxG9vBO54tiZyVbv2ytO5Rdvvsb2jS+OsOPAXv7W5YVfb4Fai4WX8cqfHmKkgTAmgEh6JNNHDmjE6BBBjK2C2UDChk5R6diuHRwbgXgF9ukHz7xeMdl2mMQofrGWv5jW+bfhCsLfGmxFrcCH7OPTro3r4LFZEc8Gw8NbHCK+cTzkKT4cEo7YxWWzG8S/db4aSSdvvsvNWhw2TvHqF4dPfno1kRccYz56NWpuXW2yN8Z98Q/ZOUPw5KhWcOQjh+LTi2Ge3n6Zw9XHO2z1tda+Fp+tM1s89rtWjdqn9iU9/+IVS45dNDpcxSDqYf/VgF+1gS/P7NgWkx1Oe97VwHliw0cMY3bZwzZXI75q2a8A5GGNDle+7Eh7l06uuIkpFgwPJ73Hpd/nsofFrvz0fDsn/GCIJY7GD9fieKQ9fjhr/coEN7nxsV+wzGHBF9ca4Sc/uHTGvunywxdvefhwwJGwwa3fp9P1CNOTcq72coPjVwt+rYGPmN4uMfjFBb9+N61OsDR5iI2bfZGLmsCw9p+ffz2x/ePyEFNwtPlafzpKByhAhBSpgNYF6FNVgTREJSA5PUFUo+MXcYnxgYmwdcUQiy9bhdW3+TjxMceXPVtY7IzpCX7GeIup568gHS7r4uIAV+ziGm8c6+oRHzHFh2nMXj0U3UbRl8ch9PgHTGItjrDNccFNHJzpqomeTvzEOu761be+PRsilsYP5w7v3bb9oYeNW3ytEf5xx886W7HaZ/ma8xGzvejS0fGpXvGAe88p27DLKY44qD19fK2JrdkfGGKzaS+KGb7Ycqve7YvzjSc7zTpJ5zxVD/rqyz+s1vlsTdLzK289Gz0MMf1pPBHLnMibmNOLy57Ykx4kWOJo7JwzPh5I9nA8QuLhpw+Tr3U+6lBrH/0kS+c88eEbL/HcC75iscHRXvlDP/uAp96DKrY1OHqxYfNxf2H562s44wtPXcQhchPbTwVs6WHZc3pYcD2wzoS94e8h7q8M4mqdv/j8iVgedTi4xgmvai6eBsO6Dw5Y/+Xt7lYlTY4rDLcvwOATgaUZhEAgdP/3YLAPDPaRQEIgoRmNRjdh86Tr9azKqdrdxpYDvs7M+FmxIjK/rNq7e6R/+9d/Pxj+eLqIFY50BxchwdZGYIA0RqPS0SPH1uEW068VJOIrLvw2xdimisdhcWPaQeHj08eawNQUcQ5BDarJsImmdEjgE6MNEFtd8MSwiYFnzseav43Tmz7dYfHrBWHjJw6eER99qm4x/AlebPVbb+OqThji65Nci3NAHn/ACXf1r+b84Brlk9dcLxwwWPR0HvzY6NkJTmz6Q/iIgVv99O1LMdZixMqbHraa1afffOIIDz6fJFw+ZMfi5MC3GujhyGMeD3ZSjfGv1+zm8YUh3v4QtrjjqDf1pzxqEo83XSNssTCJ3OXlxw6Tv/eqMwGP9D+GU2y54bh4/YoBDgy98J5Wt5hql79vk2JdKCQuYuudHPaanwc2Gx8XjdFFq142GPy2TnO+RN9x9H75D0lchPDUavTwESO3/5jC6HIU498/+/fS/seC5JQ77uqtxi5j/MrHT91y9C8metfVKC/u+s+ulmriZw2X3/ZFDoLfz372s9PPvo0fw+OPp4sYMJBu9m2MZkiGODI2UbFIWrMl1gqC1djFJE7j8xcvrybBNiqYv3j+8WATpyhzB1K8wmqu3Liyd3F2WG2gWPnM5UinFnnoYMoDv82EzyaelAPHRO56aM5mI6qvUZ2ehN5D8BZbf+oJu14QPPh5stPjr47FPgFv/sjPKF9rtRH49DviYU/p6m91i6FTczXgFB6s8ug7gQer+ZnMtxhrvp2F7GLEeuR6JXyqaed8d71zfAmei21dHeVTJ25sdHI5Ox587RO9uRxGPs6QvWQT27liDxuuC1SvnT37Kt/m1Gu5fMNyEcsBi04eawLXReQse1fY1OmJtzHeOBHvKTyCRx8ALiK9ITjgJ7Z3XR6XKHx3SRgudTp18emSVys8vPD0LVSd4vSJvt67G/yk7huwDxcc2V3cvg3jiEeXO44w5agfft2gJwRWUt/Y1KXn1WTUFzpc8eFvbaRTm7lfkcDQFzjEnuOECxwfGCs/3CKPF1nhSCtOUQA0xBhRmyYpPVAxEotBSLPozcXwo4u00SNGc8R1IMRYK0Cx8uBBhwMcvnIq1NhmyAWXnbCZw2kj4agPP/HWHn70YnAwWsMjfNog8zYXrk3Cl94oFm+Hic5D5MCf3iiPWBj8rc3rgfz5i9crNjgwzek8uNVTGOWsv4fA9QdbEpZ18+Wer76ll0deEif1VCc+1qTzUmw49PoFX15SP/nYc+v2JR5bn5jWB+DFH+xi89NXuNblFRaXzm357IV6rdnsIYGhXg87zsaw21d2/XA+nB16fsQ5DAsvaznMew86M/h60T37b3ddai5Z/OH2ratLEQ5uHnvGH0c5XJpdsr3n/Lu0+bl8YYvXC/EuQpcqTupTkxrlt3YJW5urR15/CSamtbr1XwxflyQ+1nDl03OxLk3/8cbXX399xvbTrxxcbGqQix/O+MKkxxmevEY+au/8snvE4bM90Xu51IuPHO6catue+lDsA0Z+sfXSHO6f/vSn05uz6Y8/ni5iRDo4JTEiQdgVopF0EgBWUBtPJ4ZOMx06c8XVBHprDYFjrRix1uaap0mwjHT8rHFUJF+czOXQxA4YvQ8APgkuOBgd9hosFqYGh4mftXx4wqMj8rDRs1dzuYrjLw/efPGME186tcE2T8TjiR//cvFpzre53sgVJhtO8sU57Hzimv7dmL9c8iTwrdnliIta4s4Hf7z1XK38+d68tn57yF+8Hhjjwc9cT+0Ze5KP9c5bG8NkX5/m1WJf0xXTOQ4vvbWaST3atZ7Ao+vcGuk9BJZHTfLqkbMjji8bbO+e56c//em5jPnqsW+DLjFnU+/46rc+4e1xefDvWyDs/jd/1c3mfXZ5s7mUYXTucIATVzzwx5mPvZAbj/J2V8TByB8GH3n71uxCFdv5kZ/AdgH735Dow4eOr3un32P3oS0GDx8eOOmJ2sTIq694O2fVyYc/TDp9wK84MUQ8XwKPLxss/VWPu4vYA3M9JvbR0wfcUT7+eLqIJXYAPDVBk2wGghICjxyfPhlsHmL8NRJBcR7kCF0HTSyscirQgeLbi2pu4+jh7EGGA68DLTdeHVpz3Mqr8fmEXx2wm/umIZ+1hqt5NxI+CUtsPRPDblRb3OUO4wQ/emEuFlZ9baPLjcvm4+spjk0+Tza6DvkJnj9wketLBSYRo+fiu/zUV6340MfD2v6J0RN9dACzh2tUs1hngk84csIh+gGLTs89vSgw5TKS7UO2+urMEDgw+caJfvsaJj/51K4W+uZ6YG2fxMKFFzadmPzliIvzzA4bj/LFwUvMxwOzF95aHf1FkktDjvristIbmMa44eRbnVG8uL7p4ievHsvlaS1vl3f8+cuHiz3z3uNQf7173iUXMQ4uS6I/Hnts7BLGxYWFc71zmeIACwf5CF968fLRd2Zw8cDwEOcKNzjwXZp44+URm7856R4It77IVw3yEL2ydzD448ene0SsfvHBpd69/VcTJUHSATNqpCIkAxx5NkVJqClISOSQIcieSEw0THwvlBzi+YoRi4NcYtjMiTUbXzpPn2gw5fbA1IxeECNcPgRPOhzI1qBJOLJ7+LLLax4XtnjClpddH8Trl7g2EWf6/OJffr50xcCpfnGEPWx2a7jxCIOPvnluESemXsH4EikGJ3mMHmLdqKd6Q+THRQ/kjY/c8Kzp9aqLwlgOGOb2zQtJ2udytj9ywoPLJ9z2yVqfEnWHffcgbNz54Bf/8qkBtrV8xRjD40Pqg7kYWJ09+DgXz8fly09+fvC8g+LMPXL6iynYzh8/PxL71uiy0XPYLmp185cHbv02sslND8P5b3/g0PUFy0UI0x7xCQeHvsXaJ1hicDGXAx8cxPP3zRe2OJK9C5MvEa9uHPGBpT/y+0Bpbh/kpsdPT4jRRQ+DHo5e4ueDha7cbHrU/76weB9SOMHnp/fq7n6zFgMfZ//Sgl/+Ytnspf7xN8dT/StP34gBaBZB0qMZJEAgkiLODlACIp50uPh4CB9xcPhZt3EwNTp9ZE/g4/eLfCrYZlaY/ArGRZP4wDbHvTic5KsO2DWfDo61zdYD8dVllIMdZpsSP3YfCuoTJ74+4srfmp881aFONfMh9HLw85h7iEMFO8meb3r8s6UzpsOldfZypK9n1nEw6p8+wsJl4/jiqBbx6q1uunD44WgNh8TtLOYPfkRfYOovqV9n8XiR9TLcsMWUI9/G+tTauPWYV4v81QDPE7fFF1PucNk713CsvcjNndsuDnN6jz7j32VULXzixuZc+r2r35v6Fgef3SVlbg+MBIZ4tRidWbret36aLQ4eLDn4qcOodt/6rMXAw1kdfD109osPDtVL7+z4hmwOn80FyY8/vdr0wPvSvuLF17vPFz4efatXo5rwqEdi5Op3wl3E+01cTna55PT4kMCTTY7qxgU/51vfcLEWI2fvNB5i1UHnfmMXpz/OwMrTRSyIIwI1DgHFADFKqAEIIa4gPuZikfIQurCQIjA6cPJpKKJe8oSuwvCIAz/Ycpt72BUlF45i4cpXDfTN6fG3IbjQ4ygHvy4TtVjT19T88ZRDHKlG/jhZi09gkJsTvTrhFttGq9OGwRPHp5r5iFMrwVlPE1hEDGl9Fi/+yK8exIeruX45cOoy1zOYbGJ68di3fj2Iu5jtWTlvOq+46gX/VzHxKA+8zl+6MMU3L2/r8K1xrb/06moPi+NDik+vRr7OY/nZ7BEcwtaXEHMCR4+JnPpMej9geWAbnUm/M/VNWJy8+u1SchbCd5naE+JdlY9/F4M65XLZdN46Z75R44WPb5FyW7vk5YiLfpvDcTb9iwZzMdXsHcUpDmrwDuJtxENN8MsZL5w7P/z5wvGXXnjwq+9y4EvUhBt/NfnAsg+4qMGIt6f3p/dPLB/9h9+7Bpe/HHjJCzvOnR15cNFrl7y1fuDDV/0rTxcxkIgjJAlBEhA7QkZg5opEik4MkuYeBfCLuOR0G2/z6eWCIz9RHDz4MIw2tSZrooOnGUa+sNjlkNMTX5gwGmHJwS5/nOHAgAnH4ShnvGHg1Jgddw8M/YLBhpc8RraETz2kNw9LP+SvH/Qeee/R/hQXr3zkylZe4+0nT37GjVe3QxVWewwjntXaHtkXvIzqSviLV9vmi09+Rjp7JAaGdTHrZ757sza5tp47ftdx6NxkCyN7+K35qVOP9AFn0rtBR5wlfdYXL+iebXY2mLDaD31yIVh7oY3+os7cZQpDb5wf/4SrvspZDvydNRceu0dcv7d1qbkkqsdIB9MjVo1y67N8RmvvjnrE8MGrNQznwbvqx3ZrPh7cOh9i6xFbv7LwoWLviXx+HUHgsMnNHw+czGHR402sxXqKk0s8H3tVf/SZX5c03jDpvLt8w4eth/jJ357T84fpd/Uu/z4M+bvg5cVl5ekibvNqPnCNtBFGYo6gRioeCeQ01bzG0cEz0iOGILviHAY6TXPwEvaKc3DYYYhJrMuPK386HK2JNX7LHUYNw83cy2PEBw6ObEaNiyeduRGncsBUh3zi9cGIB19z/sXVB/htNN5wurDZxPAVT7Yu/SqnuDjwSy9fghufV8JG2MW0vkd2vOxlWEZ+HnnZYPDr4m4P2PTZWk1h6Gm5xBFYxNq8s0eX73GYP269tXh89vzRl3vx6Krntr/Czqc8ODovctorvK3Zq5cPfbH1pv0vj57AMbrYzPXO6OWmc3acNeekb57yeC88dM2dKzmt5RfjsvHB4ELqPRDvbLkscOKjf+0pnQsEDzp81eix9q7Bxtv+u1Dlg2MP2NVM2HGCxVYuNfVNln+9k8tl3jtSD3dv5ZJbDHy18FMf7mLh08GjwxuGusThobfxFCNer/iIsyZGMWrgb9QL+HL7wNRzPnJ55Nfz8A8QrCZGRSC1Ta0ITWEHIBFAUmKHr7mE/PkggTxMcWwkPDabp2CNrNCK5atAPoRPnPiy0ckPm40+HBzoakbfcNnVo1F41bydw7Q2ejZvufWLj3r4qMOG8SVy4MeHrnUbWM3qa3PYyl2/1Fm8muIpBy7WcTqJH5crXT5GfsnO4d/2ex2+0YMPDDVUf/1ga44vu1ocUKN8erECyzkhfOSgg5MsZ7p6u3Y6PSSdO3P55IV7SzXBz14uo0dNsPHhAwu+0X7JaQ/pPGGKKbd91otq4l8NcNRt7ZzC0zsxLl8xLgm5+mYlhy8svi0a/WWTS9ivB2D4Nlbv4Yj77rvvDk84zqrLx7srH94ue3nslRg58GDTA9I9YK433iN44mDyFwcXd9jW+MAUE2696MObnk/Y5mzqkUOPelf0LF98cfQOygtHHrkJG57y6bF++bAQBx+2R4yfNuhhxRWe3HDgy+0vHvmwwYNrbR4H/xoE3ziL15OVp4tY4i6RCpCggipYYQhJBFziCs1/k9oU2DbRgUQEYXONEdMBLC88OjFGGBUmXjM1wiGTCz48HGGwecIWSw+rRsptnsjFH2ajDVIvvtXEH3ajOT5ymOsHHnKR+NhkWNbwEnr8+bOpNeGHV4eHHTfjO8knPyP5KOYdVvowFqfzwNZFU872V13m9Pz127y+1xO4/Dx61AtR/ndjexwv2AS+fnral/py+56Axx98cai2fOnEe/iol8jjXNDLJT/f4ujtXaOztVhinRc+9l097PDrFSzvpV76NuUll4vg4nw4y/0Xdi5lD1wPO0y/8+0/HfbtksgvVl6PvJ72yiVNxPNTBz9xctdvF5oY7wuO5vzUi7fLvXMM09weq9nlTfiXSzx8eF1w5jiIk1/PSBz0Sx4cuy/k1gP8+cklDoZRTmM1wxMjj4foNf/2VgwdTDnFq5MPznQ4WLuE66V4mM63+leeVhIoGjAxAkQMqGQIE6CSNm+z00dSw2AQc3a4HvkiDxfBGsMPBn02zVWIkW/NhW+Opxzp4y+3GA2CT4z86BI54fJlh1vDrNPztxFhaDSRv5HOGgc1wqoP8pDw9RGW3HD1uT7FD151neDrjzCpX83LXdjn1vl9yQgL7zDN1a4mXHa0P3to7aceqU28x8sS1ufy37UWp+dEbr1bHvQbZy0O51ufb/uAK8784Kqn+vh66emKO5MHvhydi3ycr3rC11nYs11fxcnjIbjyw8W3K9+CxeqjcypOTJecGJeCy8yDv5HAzF99Lsr6ULwLjk7evqzJIx9x+XbWzfWrvTXu/nZvFNueGen0xBkh1SgvzPZ1zwybb8vGYt1jzasVX/XAUKN89b47Rk7fhvt1j97oYz2TAzexnmrDLUz44ozwxahZnBFe/T1F3r+aEKzANlQiIkhRNovNCBw5emJNr5FwxJgb4dRAZORAhp4PsnDgaah1Nlh8+PPZyxB2vhrBDz+x4vK1xg9GnDReTNyNNj0uOFobCb2XDEePPGqCUT1G9bHbIDF4iMvXGo/WaoJFJx+upLz4EiObmmHcUp/zKeadL3u+5bwx363lKh4vtep1OmP77UyQ+t3+56NmPvVIH3Auxwn+4I/86l99SC9UfdV6Q6XnrxZc1h8/NvvhMVdr+HyJ82W/+dhP58Ka8C0P/LDYOrcw+ajdZaEf5p1RI3tnhd1l0//wDRtc33T1Wj8IfSM7nh6XKV5q9pd2cvJ1dol4Nnnsb/XgJJY/zkYx9SRMcYS/s6BueToHsPlub+jk0nP53AXqhUFgEHi+geOrlnqgH9un8NUiBm/5/XqGzRomm954F+WES8fX5crWuY2fy5rIx6/a2OXziIPXhwJM/VJTfT4g90WMnKI1BJltEr2iJSDsmi1ZDaLjZ4xgcR3KfGEjpAj54BDNIQpnixMc0gayJTUKN3k1VB4jf7zlNxI2DXN4suWLu4bBMW4vzMXykRO3OPaC1GB1qIHwa46jGPUUAwsfejy2j3vAD9jjD5gr1h68iTm+1q985UjYrXfMtvp6kY0/vvrU/qjlPid0hD9fmF42+s5A52Pz8b85Wa/AEAPHHA89NtIv3salX7z2pZx86BL42cojb33Ri86NuHw7T3Dqk7k971zKRYz0XUK+mRF54MnFRt9l0Fn2kvOB6bKBJQ4v/SZs/FwwLjPcOptxEMNPDfKJDxu+GsojvjPPV/14efCCJZbNY2/EyhVOeZ0budTnbuEHGyYuavBedTnyccnJ41cxsGGJKxd/tYjpsvROyc3X017hWS+95/VODvP2ojijMyEOR7//JvT88VULPvUvuw+PladfTSCICCCFkJpmRF7jJVA0EgSJSNlUPhpasRrBLk6BRBPpwz3KRz5zXIg4+NsY6zD5yAXHSDSWyI8jLJusJj6a1IUKXywbX2v+DlIbS+fpEMVFHD1MNrUbYcnNXr/UXk/lx5/I2QdaWDaNj9i4dkBO0KMvzY3yETlJWM2N8tN7EnMx1XKPW4tDhZNcHV5zNZe/PRDXvIuZj4etPLvPbO01O8nPHI68fOjN9Sc/uvx3LJ+4u/YTPH+IC8+Yf3jtsbV9qw96YO4h9luss8KPsKmBzn72nuAHt/r1jX3/kks+F4l4NRvhdq7sDZHT4wzpbf2BRS+nS9rFpB/ywAkLHr1fY/idMk5yG9tP/OnEOr/W9QWvLi5zeHzUKL8+OftqoY+z/N45OOLwE+OBL9avPPRQnEvRPw3D1a9N6HBSH18fMi5xF7FRHLvc8PmrSd49g+w4w+GnRhyM/KtDPF/c6KpDDn2S06jX4nBi60OmXp7AV9+ISyCwJgIgErKzAaqYkncINUdya76kdVhtJt+KY7OWV3PE0Nk8Ih/f/G2aZhA+cokxz6bRfOjiz6dGxEdezddwvvitsOPELk994EvCk4+dr9FmtmFs8pWz/sDqsBnjj8/s8gAAIABJREFUzq+a6L1UuHfYlh+//Ol33j7hqrf6AOeW9PFjhyuGyEvYi69PYvXASPSr3vCPQ/5qZC9XccZ9OeTJR6y1PHqKG/985ORLr7f1Cx8+6dg/krgb48U/XPnlKS99uenURszZ8PBi0lef2unLESZcPD0ukWqo9/zKy7d4837ktl96xabvLq1qTu9/G7e/0JNDjEtCX3HFz1xeeg8M/F2Y+dir9jkMXDxsuPrPnYkPBxcsW73BER6O3pXqkNvDLi/ecnv/+OFTXWyw+/Dx7ok1whMnX2fQGld10+WDr1zqsVf0+OLnQ0Du8rCL9eRvjpsYYuQnT9xh4lvPjuN9EUdEIFEInUBJ2kxgCCFG+Ds4DomNo9cIpMRlgwOjBhg1WgxMzUGYHz088WzEXEP5kPzokzZYTvlhy6NwOOwEv3DlUWt1yB0v49YAl8RBPXRhw9X84vjykbee4V0P8GLHtXoccvYw2c095q0PkfmDnuAmX30RR8KkD+cYHpcrvbjyFqeH7WWj+mCIWe7N9VQ8Lmrk72kf9DvJ11p+9d+15CPfxvIn5apuPOInxtmC8TkRo094e+IBH/9yGfGEyQ8nudt7NnMCw3vknMB2Roz1ELf8GsV75K3nLh95xP3kJz85emvvm98Nu4h773AR57LCj09rIywXDFFDddhr55CIUQNf36hhupDY6esRPr0X7Gpj5+/bMY648fctW/449O1ZHA7yq5tdX+ydh+DLnx9Oao2Db9gw6BK189V/584HG65iSPtVb9Qgr/c0HBxcqHh5wuILH4Z6xZjzlcvco1cwy2v0AViP4/p0MhHSNMAE4ZIj4FAYNcbBYtNwoPRGyTWyBiEFly6MGgGPHRa74tgqAgc6cUQuueXpYPOlM8IjxvTmPdWXDzw2dchrTtQvr02kg8+uifmIpeMXns2zcUa+fMzLUx3iYMLiJx+/8oXNLsbT5trwDih9PkYPgb0iB1959UUePuXjS+8h4e5cj4ix3uJdbWzy6Ae7PZKP5O9swV4pV9zj2Jpd/NZXDJz85G5efWrUKw8bnI2JR3hGYi9Ia7Hmne/22Hniy97Zsk+9FzD0g47oFU76hku8jPDxVv/2SV3w2kM4XmyYLl9Y3h2XjMuu94IPTl56jxy9Z/JUm3z4i5cHrppcvC47NcvBzlc98omBx1ceYq4uGHxwcDniJZ5dHfLj49EPennEsXng0MtB2kscxLHpkx7ECycXNT7i1Sgfznzhen/42wu+fq/Lny/ORAzhB1MN4tn5wfahUB0uZLgbLy6c9Hj7jzzE9SF4Et3fiDVC4TakwyCpJrAl1gh5zD2aLrlNI/zN6cKiF0Mnhph7kGareHZ6+Y2kl5zOxtVkdrnk7GVRLL2Rf5sXJ3h82eX0FFOefMQTY7XqkXX9kkuO6mbjoy82qfrEm7PL2cF2GMz1wLh9kLt4B2j34hCbS8NaHUSOemfcnq6NL7vcpD1qPMrJgRsbHjDVra/mresnv+oKz8heDBy6cjfGHWZy+8HZWrLTmW9d8Q6rPDdGevFsJBxrfO0HXmqgc5bsYeevPdSbxHvgciP8nI042ld22NVjdFF4kcX1iPE7UPsMw+jxLVmMS9TDhhN+fVt0gcHB27c3WNZ86NT5y1/+8tSGCx8PDs6zunAVpwfy0sP1LshfDfrjAhbjoc+fr5j6pSdiYcPFQ4x4OPh5msPqwUWf1QpXHXrJFz7+cPzeW6046KvfLYvTJzHyEzjqFSM2jvnyx5MfrnqLG1wY8prTqYHIy9+vafrfvDiGxx9P34gFIaAJAK2BJoiwEcRtQJeNpkgmniDKxj+C8FojmWwR2RW/PnzzU7zm48jfKBfBi9QMufnbdPzxFENnDid+YWi0OZuNxcUnmE92dcEqPz85b9x4sNsAm1VPDsHHy80PFkxz3NRppDdXX/i4We++wOOfiNs1PV34rT/nvxz4lhcWHvoC077SsVv3wYtjGMad898nLu9Gvq+EHm6y8/CzhYG7vlrbH7w7W+Z6TfKBWQwdsSblcIaS5ZDO2csnXP2jr3/6Ba/4Ylyw3i1cCT8xuDqXbOJ8w3PG6J05owvbZaImnGHK6z21dmHL51sdn86ILw/OrDPv1wnmfFxefODj4dx67DlORtI3RL7qZat3vTP4weBTf3Ej8uJTDvWJl6tedA/07VIdePJVnwee+uXwLouVS4z4OPFjJ7h2Lqz1zFrtYuGnE28OX344etMe4suuz/bR/0qePZJj5YfT8/jRQuGSARKgoQgCTOgrYEE1TtIazJ8dpsdB9LRZCiLFlCNsdjw84jROAfD5yNeFqnhNoPfAFAfTAVIDPcxi1SleHKzybZOK0Qd5+Wo6EUuHm1zixbLLy5fNWB/iIZ6vvDAIv1viZCR7QG5f6/XHKWkez/zYs+V7j3zrs1FvcVebp37bV+vFNmcXJ4+n/ds+y8n3ncTx9nGuiLz5LEb7l058ee2/OOte7uoJq3zG9r2zog56z8Z1nu1VejG4WHv42G86OOqQk87cOTF2Pnybq1a9ZPftCpY5/i5iGPjwld+5tS8uqLj4VUX/1Mo5Vb/fseIhvt+39k0SjovLe9SP/nHFH2c59RMeznR82OkIuzU8/jirxTdP/RCHLzsu9PVcjeaecqnRw687BZ5LXB54bPzLhwef6laXOW5yiyH4m3tv2YiLHQ5ucugbuzqM6mXrLHWu9F3P/VpCPpzaywN8/2qCEZBGKERzJJBcI+hJG8ouRmGSIm6OkBhNg0PoYSvaCKONgguLj7hiYfKLl+ZoSqN8sNjhykcnng/B31wuOdjkiZcchJ4dl/jzgUvkgc8/+82PHwwc8sPfGkdjsfWDjlQzrnLx82Qrjl/6Y5yL9JXt1smLi9rkuQU2Pb/qw1HtbPWOTy+WHhO181ODsdx82eqleXsirnqMYlZa55M/fXvYWcrGl42+eDbc6TrHXl6+9L3IRjE4du7EmtOrxbjY+kPv8Z7om1r1Jy7qZYNPzydfa/hE3/CBWa9diC4B+OqS34tN12UsDjZMWGISOOw4qV3uaoRR/bDZ/N4VRpcNX9i+7Lis6OmICx4uvmqEXw9hwGu/4fPpTnEhqV08HDZ8cOXj4hfr22Q1qE8OD39i3POBmzVO9kms3rUX1YKfBy94jfxxIvUtX2P1uXB9S7YX7a088qrbTxL89a091zs+vTMnyX0RS6oIJJAxT6cITZGgBgDkYyQSFssPRg1qhGFes8zFawKhF2fdYS+WTcNIzTAvPz9xYdRQOenw3ly4WvPTMA0km+8oHi8ibP6w8sEHTyIPn32x5OAfx2KNxGaqhcC0oR2sfNnyfzcXG6ewjIS+ePxuybbx9ZGvuTqIWrdvdOLVrEbczcU4A2zmsB0+sWGVtxHWclh982qRx77Rm3dW4lO/rQm/XqaH6r/197p9hClGbPXJSZyVzrK61BgnHOuFOV849tmar7Wz0xndF7MaxfGBK1fn1Mg/Lvh18XrRiRj58LAPpHdZbP1xsfbjvBjcCBz5rT1y+B+4MY8fDDk87SkdX37yeeLBR27x6eRRR/7+Q4e+Yeo/fyMuLmlc66c8sFzYdNZ8jB4iXl53E4Gll3h61/ixy29P2HHTs+4acXqjFrE+GHDsIobNnx2OvcBLXXL4FkxwMxcPZ+XpVxPIdTgQbCOQ80hEJEMemDkRS/gpyMHNp4MAuwaxWyNaA+RrkxXBp1g+chUvj3X56fOFwT9e1mw4tmG4yy0+XjD40InxWBvZPDiFwebpRUkv3uaEIXfccIJTjnjR9yKwfYnAJ3GLZ3o2WHKolx/b1pguHPbNj9Pidz74VbcxXL5dEPpL2PUmv6N8cenCiM+O+TfycxbXxzw+6dUhr9rFvBK+PfrSueJfHXLtPjlbXnAvFmxSj41ydi7gmBvFmeuhuPTOVJxhhYkLcZZg5keHm/q8Y7554UO3dXau2VwaLl2/kuAnN/6k3O27tW95vrGqJ72RTWxxxnrD5skvLvHuUnTRxd/FpL98cHRJqVsOfGHZVxewPOI8sPRJ/fm71PmrWzwfc2O85ZCr95Nf+6Uf/OUJi73H/6iS/vldr/7Qw7OvapUbZ3xhsceXj9rEdRZOEx9/PF3EgBC0AZw1qINZMiOdh48Cs9EpKnIKtuZDrBWqgTbD2CYinh/ysKzNO4R8iqHHV7EkLmLwxsm8h6/YuNYo9tWHC5MtXCOMDhEbXnjKx1ZvYNgMF5F6+ZRDDMGbP19Y1h554OmL+UciLpF/+dKnK3e9Ygu7nOEYFzfM/Fsb228x6uJTT4zlN5dHvSubp7zlMd72YuMAt/2Cr87i+aa744ovp3NJ11mEI9ZLnt5eymdviDzeFTV6SBeXGE9Sn+jgymPujODfGYHZ2XVB8al3fajB5CcWT79G8C0SLtm8vfTqYIdtFMvPZWOt/kQenHD2t/t903YRyidWvfxcOvbU7427M6zFyKU/cZKPD1x6lxJf/3Od8PCQ16XpHfPhgl/fLuPnbtE/8cR7rD686PEk8uGoti7fatM/OfQYB3oY4uXEsz0NwyWsz1999dUZ6fVDvBh/KQoXjj2Tn11u/ZELF/XA7nf0h+z9qwlAADQKmCQ1CXF6DU6ncXw8knZJWcPpgFsjyF98B9OcnrQRNQkev7C6wPkRjY/vUcxFLzf+pIbgAgMHupofdyO8Xgp5OrD05WoMF0cbiC//+NLB8NAtFzk8RC/NbRRuRIw8ajAS+VbiQWcuhlQ3XsXQZedjni38E/z4gw0vwo5Xa7Zi7F1nxbxvHmrnUy/CKyfccBpXZ2+cpfU/ZB5/wGbDqTOCozqtidzVydeTbrHo7JvzIdacwBJDZ3/UpD51ltP5dRFY4yIWj2pPL4bEw1nhH6dyiWcTLydOerF9LKb49tUojojBVxyJt4sTpsvAvsHwyJmYO4ti+BrFqRUerh6Xlbro4mLkW53G9soIS164/VM78zDtuYsUPxex3sLozjDipzaPCxAHmPgQWDDxshfmLkM9iYtY/bUOWy7c++bt1x1ywxDrInYJ/+IXvzgfUGxy4gBLPhhGAhe+D0PnwFxe/Lbfx/m+iJEmkmtqAEBstKLb1ADYABtJvprK1zpdc9iIIt1hbYTBptDE3CN+DzW+moAbzBV46lC8OIIPP3npYPJrUzYPe/5iyyEeJrFB+PAND6c4igk7rvLZDLZi5OEnPz3e5mK8nOGfpNPj1nxJF8HqywFX3va2GL7N+RI1pjOGEa6RDmYXpnn6Yl/psvEN+wQ+MNM1ZrtH+TvQjcXIe3PemrJVg/PQS0KnR/USVntmj9Lzz0Yntzjx4cppzoajdTziys6GQy8vG/zOATudy4GfnlezEYYz57zwk6NzaY0fbJeJM2vusu3MxdFFYk7ULBcsIo+81exfVoh3eeHKF19nDHa1iA3Tt1j5+zbLXzx+Ll/fKs1xlwuud+Ou1cVLeo9chqSa5ROHq0vY2sOuLjnY1EtnLpd/mVKseuTF0TdhHxz+PwL95agaXMI4e5rD0G92YoTdntPpC254rDytkBAkeY2syYKQQx64hBqhKZomxkNvXcHwYMExN4rnWz7YbG2+POWrEL5dJOzl58dG6Dw1pGJhJB1cWOY2pTg+dNUM16Oh/FrjTmwioY97WHQOarWY06lTjvzxEEPgwjSWg196fjCsjSvp2xs2OjFhGZdf8/Ut5sbfXOKKCVNN9j1bduPqTuDjjztXtcJxWPVKfxI4r3ilF0/4OHPlte4chQU7u9Ge51d+tdkP+8+GixxePPyM9C5A8XueysePDyyx/IicHn7s5uKbi1ODuH605gujOuHAcyniINaDL67eTY+1fzrV/3UP7Pi6SFxAapHf+03nf0AeJ+fX2ZUTpnkXZnvDJlYulxYOuPLtvvAh4gJWk552gcF3kcKyJ94z/Hz7JOye+mYM/zg83kOx/Lbf+MNtH+XE1eWPH/961p7jp5b2w69O/NvfX//61+eDzF784Q9/ODXggjuceKu5D0S+8OSiw8OvKcz9a4uVp4sYICDBnIk58pICUpiHPn92jWDvYjMmMPmww0HMSGAUT68BHr4wPfTyhaN59CRuRjlrLP7lgEXaFHjixZjHS454d/naWMLfYbKJNspari4fdRCHDH9C15wvwYHgxoanGPb8YXvYy4VnGNkO0PzBh+SXyRpWGK2z7xjf1b2bw6mH6jLHrb16F5derjCMegIHT/sAJ58dixeTZKczJ+L1FB5de1tMYzhhOA+dpWqpt2zqjCe7/WNny24N18iHXn3OU3niuTz46iHeYuw/DL7WMNnwg9X7au3HYOcJhrOKp8uvH6vpfFt1OcJxoTrnMOj8vtncxW4dz3opv7pduPLAgNnlV80udfHqwL/a6b0v8qrBA0MenPuVCJy+sftVQf3ArZ4VhxtfnOn0AUd45nrOLg4O7PYOR6JPekfUhbMLU22+AXvUgIsHfxew3hEXPGw5+MI3l1s+olY6OLjd8qOLGAkFEAQFazydQjUD2DYCCUmzickeIXj8bJrNgMGmcCTlIvRtKMKKKi972JogZwcVNr+kTzh6L0oHJ46w2eDJLY81PD6wPHSEf82vqXjSbzw8DwnjLF58M2THjaineTXGPbzG8O4R3iuf1cljL6uhmPWBe683lxjSnuGpF/rW/ooPI/8bd/Vrq6/1PpzGk3z+oK8OZ9ULZr/xIfaWOFs4w1e/GOs+TOPTGO4JnrPHrk7nD0c5nQP7Zy2u98V5koteHJvnlt4D/nD44o0bbE/SXB0uWjH+Ys2Pz7jIxQdH38rU2K8Qvv3228NNb/Tpz3/+87nEnG0+csNzTuDgQKcG2B4Xm7yw+ekrnvz9EzfcYdHh2JmDIyc+xcGDDctIX/3i5ccNjjyw+eovnT2gw4moS+24sOurJ5GfHrbc8OsnDPmtXcIeF7L9ctHzNe8noXqKN708YmATY3z4+Hbtm7CfGvitPF3ECFYgJ6SR1RjNQ9CoeH6K7WHrYGoMYhrXSIcMHwWLZ1ecAhSlweyaoYAaj4s5nThiDrOiHR5ihCmXkY+6yl3DxPNl94lmrs7s5uLKoW5SPno8xeUnNqFTC0kvJklXD6qLnp+x+WIU10ELzygnKT7b4tQ39egPgRWudfP4Fp8+XHG772pRMx5s4tn1nliHGUYx1vDxaq+MW1M+eq4O/vK4cPhay2/d+WoP7FXzcvDviZf1SnXICdMoV/n501urxdp7gwNM8fytE+edXm3OvTgYYr3kRnhEHL50XQp03hUvtf56n+hgOstw+zHcHtP3wJXfNzu5ujDh689eRjiJ0zuCB7tLX353A+7VoE6P3C6u+u1d4ocrnn3bpCPyiLMWI6ce4o6XS4tOTms8+JnTq1dd8uBE78FVTvV2KfKzL3QEH3MjgQG/88C/3Djhycdc/7qsxXTW8bFWJz6wcfnVr351fs3BBmPl6SLmQJBw4BQjMVG4BEhXOB8FaiCySLV51j1hdcEizEbkNEdWLj5IykFqCC50crHDlEv8zScssR4bCpsff000dgD4wJQDly7bDkINLgYvvg5gtbERvjbPmg/RO3p4HT72xTenwwVX40cS13IYxbR+FwsbB73gL6e5XhjJRzhsHuegl0aMPtDDh9mZYLOGz0dvCDuu+iKveS+X/bMH1XQC5g95iJFPmOnCkaNe9kJZm8vpcRY+J/LgL5dzgrNzAgsGu1xxXj8188HJKDeM5c6H1B9Y7B7+3ivnAwe566ULr7Wc+oZXnGDSwQiPn3Pr1xDyuCB8QxPXxSoOX3Fqwit8XMTxl59ePjVZ6yd+nQPnBEd+Lia/AoBHpybfdvmKkZMNtnln07fvbEax7gmY+96oEYckLNz4ia0O2PzVLH9P5zqM8qnLHF/f+sXD92Goh/oMm5/fKfvpRL166wPEPPtf//rXH527p4vYv22TDHGEPDW5Q2FzbITEfJFRpOb4lBXD19omVqjCEGGHQV9z+BO4Yow48LdBYmwOvYaJpTfCSuCI8bSJYYhnF6cmuWueOvjFw7xNVAcuctM7APzxgAOPDR4dTHoSn/iK5U/P14gnvPyLkdc8vsdh/mDDceurBuMrEYObXsBNrPHA6XNSjvpppFODfdIHeeCx6Y1c1c6XH39+xJhvPaVrf83z5c+XVKd1daXjb9/oze0LHsWGw1aMcdcnyeMnDXWphZiXD56YdOz2Tv3lv3uidnvnQiTlh0nYxOqZPen8+QZWX9XjBSf6RF9P2wd5xbO7LFrj7BHfJWIOH0a/w1UXUQ8Ml7D54pjj5z10Cfb++tZMJ0asmnA0hyu/euV3eeFZ32Cqr97iJJYPnX7xNcKF1wNfvLX9KhcMmHpKL3d9xhMWvZEfu1g5fbunl1uP5ODjEnbpVqsYF65/XeHXEPDFETjffffdp9/+9rfnMt8PDPanixgRm2hTgFZQhBUDUOPNEdIgzUcSOb7EWtEwaogXQTy9eM1k46MZYqzZ5DfGgV5RmmPj5IVHL64NbsPixx8neYk5vrDEs3sILIJXPua44CyvuTr1ALc2CAabOgibWNzkkZcNP1L96cTDqm4xpH7CW8mPzry+WYe1/juXx8MPR7WoyRrfd8IednuEl1jrasdHr+5ey6l+OdoPfSZwxdE3x4vEKc5yNWc33/EsLj1ucBOY5TGGF1Z+RvXVf744ts6/eOfQ3uEoTn1qrjfG+qLe8Iye4r2DfRNub9hhF6cGj1w4OaPirL3H4n2blN+on/xx6He8uKjFNz1cxfq9cbzU5bLk1+VRXjw8YviZ4++h4wcHJ/EeXPji6+wRo79QTNhwdenh5Aue8423umDKBat9MMa/HJ1B+XCSXy1EH+ulXsC3NodtjX952eD6suov5HzjdRFb2x819C1YrhW9/f3vf//pd7/73bnU1aWOlaeLWGKCuGKNCAhUhLXHnNQYB0DjNFAzKkQyG5JoDMJ8iBzWCiSw2eD3EtJtQ+SSR4w84fOzGfCMMODzdRDU0cHg20ti5NOGioEpnk5cm0EnJ47iyhl3a/HEKDax9ugZ0Rt56eQTC5vdPIGxa/ryNML4nOTLb/31ma1+h5PPHWdNVq8f+k5Xn/lUa1j679HHcLKFl158Nn35SDZm58XcutY7lsvoiaO5mtSHOy72jYgvjs1aL5zN+gDH3Ei6SJwpjxixRA5+fMI26mP9tfYQ36i9D3J6+e0hTOfdGo/eExx804XFr2+icLyXLlkjTD96d77h1RO52OVnx5XOGqa87Pkbq1cenOK+PuKscWTHw9PvsXFQY++eXPIQe1H/2MXzJTD1jbhgvWfq5GdOl79a9IrAlMOIh56pQ89+/vOfn183+NaLd3vFtv/xhhx4+aeBv/nNb85FjBcfl7e4laeLWHGKB6IIjUNYI3qpajYgiTTPw0dR4hSgKEXAoENCU+CxK9xcLMzizYl4eOziPXJ2KOWGQ8+vi9QYFnw5fSKpyXzjqw+WeYesOmDHV7x8OOAmptzmNR538YSdZOOXDU/r9YPPjn851P9K+Hnw4YMnoSvvxsU1nVx4rYhdERPW2uhwNFa7/HxuzMWL29aUbv3My/tKzyZP+69XdMvxVdyta7251AW7M2TuHMOWz8WTv7PErgfOM5/OoYsqv+Zs/OoZO0x7aN7YmYfPF261dQHSi6F3dsXi4ozTtTb37vWfDLuMexd9Y4bjcpLT+S+3OHa9dXm4tMzxb//EerfE956YE75i9MslhaOeVhOM5vjAxV2vPS5CIz84+sS/+4mev56GrR90YttDfrCrUV3VBlPNRjEEhl8vGOVTnxy+sfv/+TP6VYT65GAzV6ORwNcbl7BvwkbfntVh/4jYlaeLWEEIeYD5hb4ikJKQTkF0Ho2y4RVv7DJTHBFnbkMU5qI1itMkxGyiTeILg5TTHGlr0objUjPMYVrD4NuLJAeha8PVhz9fAj8bP2t5+OAOHx6bBie4w6BjI3zLKT7/rYFP/aHnk85YP831SW3mHnniyA9v+pXNtXp52Eh81/7RvJx6jI/c6ozT8kt3423OfF7p2MjaFqv6jOHkX+z6m7/T5yeX89++2P/2l81Z78znE4/OshzOuViPubOmZzDiC5eenX5rwKczY5RLvHlnLS74sMkvn3cLlr2xdmbFeSet/WTbXJxLTc3mMInL16Xi0nABN4fJByYcDz4udrXIYxTvIhOHDxz4fOV2p+Do3PI3V4d5vXC+2GHCo7eGoYdGPRRnVFu9FWvOJn/3Dh+91Cs5+8BQs7VcpN4528UYxckFk68+qIW/b7g4pRfrpwr9he3ixoNf+fBcebqIGRQhSNM1AKgE5qTCzTUJIB9E+TVqHF820ggHfqSt5SSKsyE2rtz0mspf0WEa5RbDF5cw4ckXNh82D3x2cxtjhMv3ftjK30HBDZ98YYVntCGaT8SbixGv7l5i3PcAwEv4Err8szXCDiPdnTd9owOl1jjRb96dF8M3vVFedcaxnGGtfxg7whBvvH3rV/uib/9biTuc5bq46Z2ZuDnHzjAu9o3N3sZbPB97gHdnmo8ei2vvjHLwjw9/8/ZQP/sgwKH3p8tAfjH8nD9xculRLzxOMFySctY/eeLgW514l6w8uHdBG9lcoi5TlygR77+0g+EC6zzLrya8xHnUDlc8PzzF+UYOv2/kfFxq+MLXH4+5mr3fCQw54IiR1+i9FsPeO+we8MjNX338Sf2nW5GTNGZrz3ybdZn6NgzTN1z/HlsP8ah2Ndkf+XCydvnyw9Va/fby+++/L80Zn066zRfA0aMYI9EYRCUw1yxrxSESgTZJgztM/BSgMCQR4kfEyclHgzSUWGs+/w6fjeQrlq95vvzo20A5+Hhg5QdfTYvDLhY/ora40sPugLHDJHTbD3P9ECMHu9jiYdKVT136gutyhB0XudiT9K2LW/3O109uNjFxYrf2vIsLw4gvWc5rfzWP4x23OdUZJ9jLJb9NFnmnAAAgAElEQVQdYVXLzvOhM4eLs9rbk/yN7OVqLs4XEXp7aV+dF7z4EFzNnf3WcpDy8YGVD1u5nLHtIXxx9ZcfH7kJHvI1xkdNcMT5xulJ5PYe4uFi7C+YXLDi6T3mfImcMOB68JAXPl/vJH/vWbXIwa5n3RPeVdxdPEY2OOYuSnzE4y5GLhh65eKjp3Px+2DwruDYgws7/+JgdjGyycW/Dwr10auvOHY8jHRd1nLqtdp8eLmI2dWjNnvNXi/lwjlebPjQVYseiPefSPNfebqIFY0IMQoEolDJEWnTIm/jPAhLrmEKV5jGG9nhGfcAwODrwlaYIggMBYrnIz8cPnQkbh0IPMvDFxcjgSsvXcIGW5x549rp5RavdpJvfuJsLuHD3hw+6aDVj2oSq6bi6cUXd4Lf/FGeL/EFEa6ceGwv2OnzO5PHH3FaXfM7txzx0rNy3H6LiYuHrh63Ls+O8GHrWzWVM9zW4tRVbbs/+Sy35vk7m/amcyfG08vK31ntbMuHGx81yMcnnX44o0Z2ftYuD3N5nNPy8/FeETkIP4+LwrliZxMrTj5xcLzsLh12eu8MTmoqN70fsdVBj6uLkp2u3PB9IwyrdxwmXzji5fPOwPReq8+9wqZOlxOsFXzVgj9caxgeMcZ6ghNc+Tx8+eiH2vRWLrXHnx6vcIuFEy4fPcNXT32TdQf5Z2i4mbtESf33TZeNuB/VScLHpb6y+WdwvknrDf+VH26mR4Ju+8AUpDld0vTII6NBivNIqBAF1UQNF4+sAm2ijSYwiqt5YrNpEv1ummbKL64Ns5bb04GuubDYYciPn01ityZ0RLz8sPnzwZ2oFW92B89G0eHIX31qJvDoCDtOctYTerEw2M17lvcB+D/8A6/y6In5LXiz4atWfKrl9n23Fv+RyJuPef0yl1fv2dfnxst268M2JmHZS+eJ0KnNnoRlreb2iV7tsHqh2Imzwj+c1p0pPuqCBcMZ8F7Rqc85dn7L2TvCHi4/Z60XPW7eIT4uSz6wXRp6V145O7t0eOEYH7z584PVe+U8wiRGubYmOhcSHPrqF7862M43PT/c21t6cR714s/eRdqF5n0TXx3VsP3BT39gmdsrvwLhqz8w2ofunXL34WMfxBI9ssZRvG/BLlu4MIm5nOz6B7//wAO2HnU3uTP11F/4ffPNN2fki0v7dUDvf0ccocgq2iHUjApFFoF8AfGjQzYiDpE5PfL8YSFOahJs8TaSjW+6SIbDz1MRNhA+XLo2DQabOvA1h0EvD2HLD1e5YdCTeLfmq6nZjPHhm585wUVeY5tIj6s4vEi1iF+cY/yCP/Ai5X8Xkt+Od4y1Bz/Ct3rSLX5Yr3T1O5z1aQ7bA4e/MyG/9Svs4uyVnhrtpxhzIs6asHnqeXq2eu1c2gNrvuXmq2ZrNhjm8pQr7q3LHYYRRucKZzmcC/sfb/GwyoefuR/R+cCpn3h4XBZGFxk7zPLKAd/IDh+euTPsceGxq18ODww+uNQTOcS6XJzlLm343pt4y+FpH9WKvzx8fBNmj6d8dPDbqy5hI444wJGTn8clqE68YRmt/Z6c4NWesqvRueJTT/jBJr2n5j4MfND4FY7+whGvTnz1gb4ajb4ly6M2ddJ5xP3xj388vPx+HT+5YMmjNytP34jbLKQBKwC4x61eAn6KStiRoTeXrANgTl+jNLaijPLIR2+k02xx4dJpnPz8xBA+YRj544wbH48YNmKtCTD44CUnHxIHuvzjBEON4uQIX8PhODj5nOD5XWFY7DbDWBwcB0x9cMzxUAs/Eod40a+tfDuub/Ewq7l4I3v+fPSj9fot/qt5vvibq+2W8tHj4pFTPrVv3uY3hjVssUn9Ct/ogdnIN8z8ekmt8c4HvvMVp/qWj/0Tk/+ZDL51dr4ER3Ojx4suf7785aUnnctyey/40ztHavGtKz0/epeFXyNYO+8e4ozJ4V3Egy+dy0eMsx0uftVq7jLEq79kgo1LFxZOcPTMRSaHb42eLmM4ceInNx5i/Vdn8qnHqDZxcojjw7d+4WPevRJ3Px2I9a6qVaxc7GGLwwM395QPGXMx9ptdLt9e1czO39wI030oj/deLH/7II+/zNMnv4pQF67ti/8YxN7AXPnRRRwRBGsIcEkQkFxhNhcJxDx8gCtCAxSNOIJwHDDxfK3lQY6vNV+NgA1XnprIJyxjdhg1W2wNFAtbzmIVbTPpjHgYNRRmHMSyERhsYfFhw8ujXvV5+JW/OFjFiONnDB8X9l4Qa30k5cHfA8tI5G5uvfPjMH+II1uX+a7D52eOk97ysc5uXLnX/Im+1qPqVhu7HoTNtjzEVlvYjWzm5QiX3lzv4eaX/igefxQbjhEfwuahy25PnUcvGl5EHfT2jMhN4t35D2tzws1Xj+Rmd16Id4xYF+88ONvwvVPwvXt0bN7TalC/iwhHo0tSHB91iIXt25gLjA9OzrF3Sl32vovdGg86jxgjXz3hBxuGS1NNcspj5IsTvi4jPYOHN713LwlbjHj14aoWWESdLjc47YP66O2Db9j48O+OgKV2OXHkqy7c+5YOi+CPF3xxPli62OHLhV+8TtDjP6yB4eKG7/fA5r4t4yFWPj56IY/+rTxdxB2OJRNpCQIFXOM11kOnsTYFYQkVJN5YsxRhzkccgvIiqWHWirWGxZedv7UNdXBqDD8Ci5+GFweHWJMua5w0ombjV+18cYRnQ+WVz4hLveGnH/TwOkD4W/OFzw9Hc4I3/A6qNUw6PKxh1GvxuJBGOk86+tZHeV1aYcDHRY6wwmi8cdKH+9Eotj6F01hcPjgQ/h49eOVb3D1Ws9HTOXjnt/pql1eckQ4HjzOEH70z03l1DuyjtV52Vu2ls0uqoZEOlphqjnN5nT06lxFMD+kMOBvwPGF1tju7J+Dxl0bivZ/qwM17Kb/aXD4uGP+FGCyXuzydWbnwIuzqF6d2F4s6vdv1DWc5+NHJ6TJUj5x9GxRnDlMuvnopH8FDLfy8m/Rw2wOxasa1vrDBwqcHV4IHf/zqNxtu+g27nuIuHz9x/PpXEu0RG35i5KpPdOYe/dF3o3rE8ldPT2eo83LI3r8jjpBRYsEVBZCuS0kSjTQqDKE2k2/NKhFMjeEjxjxMPjaoxsujGUZxNlRc+enEEnnFstlcNr640cmluXxw4iPGgYTLX50+afnGRSwOdNVjTdiyW1cLe3XLpy/VKk/z+lX9uJqLCU8v4OILkz3/5nAcgFeCX2Iuhn96ucLLz5rkt/Zs+b4a1acWfXjlny4f/upbLtYfyXISpx4PTD3+n4qz4nzIC6fzpPf1AU+56PjK07649LxUfHGwNlYrPmLFyWW/2Doz7YfRnusdPD4w+dGz+4sjZ1bu8I3OrguGrUtSHvFyi2dzATv3YqxdbmK7BMVUv3dCrAcm//49rPgw+LsTPHjxZ3Mh6YPe4a5nbOZqckHClNP5ple7vMZ6DBM/drny00t14cQXx3LX20Z84LpczcOIsz2C3aXtJwbc8PeYe+DpoQ82vfUXg+rTR/urDvM+nOjk6pyrxRp3upWnb8Q1gHMP4gIdDgUjliheMj4OoEZUvKTIwzRKDIevoj01Ra42KaLixNB3ePlrQHFGmHLz5SfOKA5fYs2vHHTyi8PNnMAjuMNTi7l4m2YkONITMR42Iz89kSt7vtZ9W2CXQ4z8+FnDLjcfWEk9wVlt8RYD5yPhQ+Jl3bNc+OTbmO5dDn5scOxPUj27Nl+fYr80V1jGYuWG2X5VI593nNn49SFn7mwvD31u/+F7+PHxOD/E3hH1eoi8e16se4fgOid85Vy+u6dbj3g2o3Mghh1/4uJzycLD08Xjx2qCZ98ExZAuYL/L7NvmMTy4q0/tLjs5q7mLEnf1EPMuU3dC+XHpHZPHWcaTTqz+qKmewpILRvW4hKvVmc8Ow4WpLjzbA7ldhOx0Pb13OBH14IA7fNz0xt542PDgjyOdee+5OHq5jX2YwcVRT6sLlgu8Hup9Z+OQub8R2+BEYsV0UNsQdjZNQd5YIUg5DAqiQ9AcbodHrGZZi+dXkQpVhCLp4Imv2JqtsPgojo+4+MP3pFeHOV9zeEa5k2ptY/ib4xS/ajDCiiccL5Z6PXgacSA74tmGmJPw6BM2eenUauPqDx/8SHjF3WP2cq19dWrY/ObsxW/cztcuBo7a9bj4fMqBu57kE574VxyyG/VBbFj5G9t/ftbyrtxrtrh1PuAmMOj54NpLaG2/y8fHWegM2Cf+K+Whk6NzJaazDk8OsXRiYBM1e19chEbCJp4fu3fPOXZeuoT95VDnSE4XBq5+fPZPuIqTk57EJ52LzdzDv7NYj+Vj87+9a3T+2dwdapWTng5HeGrAh9B7YPPzjdOan56oL3HfuNRcknrhgsVH3fn5yzC1yN3TJe6CZDPWF+vtoXh9w8cHgoevfuHnad/w7EK3H+awxeKOZ39xqga1qV1PVn64eR/f1iRBTJNqlEAJFSWBh07DG7cR4iMCw4upUEThi4FF+CZi+CvaqHmaLA8/OIoTq2DzGiw/jnzF8DHSyQubVEM5YfCTk81jDs9BYsM9PQ4w6doUGG0k3p7qF0fqE2zxxnzKLY7AkwcHdatVXeXmQy9nXE7giz/YX4nYFX7xTp9PedI3ql999YgfXvgTcwI7vtbsahZ/S7ne1WW/SXXFcXGyra75R7Zy35h4OkNye9o7WOpqj1vTVR8de7WWP0w9z7dz2rcpe+5J4HSpuYT8WB5nF5I5H/nticvYGebrUiN82IjLBA+x5uKcMfnF4cWXrcvGWg7n2SXjDHcxmrO5bGAY1STWXC455FOXi81Ix0/u3gFrtnLhay5XOcXBVJ+62MSLxdNj7iK1b+Jx6QOCXjwbDI8PCms5+PHRu+ZscvUu6oMHrtHZNtcz/YfTvsTLyHfl6SK2ych6XAI2wlzSmgWUtDmtG9k6PEgTxXZIkYBpLQautREmXS+qRlojXQM0WixM/HAjGuaTmWgAu1xwHQp+8Iz0fOGqU46aD99cM+MPg8hLB0eNcDxiOjTs8Pj2hImvuZxscKyrFwZd0oGBlyz26rPvmO/qmstP1ObBwT6QbGfx+ONVruopLn/x/Nsjdg99NvYb01o/1v/2KUcj7vWQL/ybT74fjZsHBlldsc6Pl6tzdOfqHNC3l9UcRqNzQPjy8Th3zqZ52PFQq7mLjI2fR042/TaHi5/zDUd/XCbs+Yn3DdY75+mC5+9HfvH5drHAYC+HS0svunz4yemdcHbFm8OSO/GOqAFPZ6j3wI/s8MWp0wiPVBudWKPa6fmayy9fOL71yy0HjmHz4WvtwwQflzgMY/2WW834qUecXoozWsvRGk/59KcLGBa73yfTy0vwX3m6iIFWHBI2SwAgomhzuopToIuO1KCazpcdFkIaXzHib2xrOfmya5CC6aw1BAa7QmHBtxZbs3Bh75PSmh/RKLw0uDjY5kSz8qkOo9xs/PCCIUc+uNDhyq/e4etDIkx68+LEJPReCjXDUBPeNk9+sQkePdvH7MbFNuefzpzA9Fjf+DdG67jXt7AP4Fxg9LiR8sQVRlyKy295rk+c1w63M0BvH3oJ4hVG8fKE0TlqT9lwtAf5WXcujPaC2C/xOPCHGQ4bvf23f8vTXO/E6EO8cK8vOPOr19WiVu9Zl6D31fvVmYPhIhInb+feuZITJl/vhkuIrj2SQzzObHyJEUdYfIzw4DjbHiKfvGrnz8foEef91C92Ofmb4yAvH7ngG/mUqz7LY84Xrji4eulbt70xEvH42BOjx10lls6jl31zlROX9g6umHRhystWX+Ak9dkoVm98yInhF/f8G58uYgQ8nAVK1AVA12FTIDuCmmnjIlvzNHBF8Xw8hJ1OPgTl0sA2GD47YasA8fTsCmWjM8ptYxRf/i0edp9weDtIDrFY/mLVCA82PPyIdb3hHzc8+MljFEunbzgXX0/5LH/YdDDll0ds9dVfODjybR/ElN94S3ni2sg3W3HZYKx9Men1rD3AJ943XnHqEbd5xMAg5iv3Ohv8ctCFZ74x+pysT7rFoMuHXo+tYagNd70mzonzY9QDfi5BMdUCo5fXPsFgp7en3hN2Z4WOnZgTdn4ePnLjYC6Hy9EDm7Dhg4uYcPAj8F24cGHgWyw8sXzMxZj3ZYp/5xeGd8rvOuXQb/l8cVNPurs/XbT8nW2YcOTqyxu9eDr2eIuhx5nAplNrvYUlPnz3hxgPH/xxN/LDmegbXI8PNNhEv32IEXXZOyMdXxh6CZ/on1h+JG585Wdnk4/gQfC95em2FMCpwyehuY3SpBphwySxFiMpOyISdyjEi82HvrlYdmtxNg2GYivIiLwRD/b8jYTN4YElNy41UT6Ns8nyGfnC0UAbCd+hYBMPR3021eihJ+ZEDnNjddCb06nZGCfY+oUzHc75qovOYwNxylbf+ZfX6HDhxE+N7OJXilmd+SvffO6YG1NN+MpLzAm/O/YYHj0Jx6gH9ah+5nuPxd36j9ZxkQOnm1e6sPXYGdHPuHVO+bZn/D3tDQ721J51bsJsb/RHvLMGk95ZgCuvEV7YfPuWas6OmzPbZSFfl5h3ph6yw4HPR4zfIbto6ODJJcbjctEj+djlYcdTfGfP+0EvXi658XIJm/tiw04Hx/uLh94kdGon+MjvDHvH/KUYuzzicOIrl5roCR0/ggv+sPjJLR97Dyx6e4AnPZ1RDv/1H77q5GOUQ0wY7hH4OLozPO2jGuSEKT4e+PXrivLjqV5+dPXwFPP440cXcYDIeiTvYgOiCW1KDbNWiKbxL6EcNokg7XBEnq4YxWl6DZGXwDLPz6jwOHZgNJQOHyIHTtY2G44D1+XKrjFyakqHX33lhm1DcOJHz65GOpjWcuAlHx881MzOhpv6+PbgSNdhMRKbWw4cxVYTH7jGftTBRT48v0Twaz/kWdl1fLKz0bXPu79qj1f+O95Y1vx7wdb3c/Pl+M43n/ak9fq3l3RqwYnOZaTvRK142id7yeZD0hkuht2esdsDueqx0d4QXDrf9tSZc776vSzseiums9SPzPiFJTf/ePHVS7ikc22k712AgYecBFdPtavDXE1i8GOHrzaP94cfDu6EapYHn7DFq18sXnDw4U8Hm8SZvprE6mfnw/mX0yivPoi3D3TWYuQvJz955LVn9HGqL+xiSDXxq/4+oOSydzjBxdV/wiy3eDpc6gcMgn/9g6n3Cc7Vl+7v/kP3P3369NU/fv3p7//hv37sQVKwZMY20Zog0+XEBhQBj4RId3DE869pCEdQEfxtAgzNEseXjwcmvMTm8aFnxwMHWPys4cC1CXzM4Wu45tXcbI8WHAz4/jYXJznwhwebf7WJKS/sNgl2hyLc+sYHRsIOn+S7NnP+9oN9a4apr/ksbhhGcWxGfeiArk9+xnBuPvmHlV/6G2Pjb191tF93/Cv8rWHt5Ui3WM0/soXLh4RXrF45a/qGr7PRHto3DxsfevHWYYkXE648dM6H2M4XfxjOUXyNrWHANdJ78Z0zuDCcSb508M2JXyV4H6xd6jgm8MSydYHi5azDcf75w3MBO2v85TendwZxYif8PXzkZetCUy+bd9IdID8c3GGZy82Hr354Xwle5eQfNzYc1CAnXCLWGh6hr7/1A54PxC5hOfoQ01/9kgsXnPHyny3rFVyxeOuVvnSv4UNP1O7bsFrh6IeR3fjP//Qvn779yzfH9+kb8dE8fvQu2GYrSiElaRMBshkRRYgf4pLWILgS86lJMMyNmgKHfyIvO5s4TaGz9sDjr4Hy45bw9YgXg0948mkku5yeBB67jdBwOQhftXX4xdhA+OrsYIk352+jrOW1NnrUktgk/OVRA0w+8Yqb3CvqpxPHR8wt2enDxPedlGvti732na+/OW7qblx7Z4S93q595/jLU65q2FrZdr3x5msvfnX33Jp0Ts3VYY/FmzsDzlqx1uY9fIj6nKU9mzAWJx/4xccThnMqHo5+wHYJOWP04nB1EeqpX0WI5+PC6SziyO4c4s5HHDxzZx2+PHR8rD2wqhcn/nKzwTXiLjbJ5l8gyElgOOvicTGvl9Wv3s4ofvLw9cD34MNPTr4w1Old6n0Q1yUuN19565vc3k+jX63AgIUrHKM7AGe99WsQ8Z7qxEOddHBII744EDzEqNGekH46OIvHH09vZk0FvtJacqBIGyU0Z0feSB+OTdUENk+XU5sdYaQVTWp+RaZjj0cHsDxyKpKPDfTYFM0UY86X3adUn2py2RwbgQvhLx5fceZqCJefOnBos2Hkox988VFnAovQl8PG4eWpn3z4ZoObmIsN11qccf3C4EtuW3h/i7E6GzcHnQcfvcfv5kbHRx/Z1Ko/dNmsq23xd96+8YVV/J1TjrDK49w0r7+wnRNrdsKnM+TdgIOvM5KfsyE/X+ev2vDrrLOTuDXyJdUivguATq5G+Zxr59YctjPk0hLjwsHBo2Y2/nLFS676xM/cGeevJr5w8TX6yVF+D5sYfvrETuqHHF2gcL0H3iFz+Djj2btE7yGw8IBVzWz1Qs5y0/OVCycjvvLL52K1NmaTHx/7ykecd1xMvOhw6xuutVww6vfuI5sHr955MXLBFrPydBFz5MAZgIIQI4qWFDg/G65BmkDXRWtTShyZLq4SixFbPgXI6YHjkMhnzSavtU3AKx5s1hqoaW2+PHjQ8fHI6ccN2A5K35JxVTMuJB78YahfPjFiq5WvOR18ufkZxYmHTazpcfUQ+eIrPq42W60E/vIyx48YOzRi8zvGR2ybLSes/w/Zmm5Ocb/1Ny987XXiTFjrU3vVPt1YYunw4BMfOk8cwk5vzda+i/PAo/ctxogLH3N87FfvCIzOqQ9854ENTmeoOsKwL3IQ5yQR11mIE0xzwkbsPS4eZxFWvI/D4wNE3s6AmruEzXF2vsXC0OP44dH5haF+a5cwDBcaf3ocvGP8xPkmSeCGhwM/dj1VR/cMHPnhG2HCt+ajLv7edxei2uHSi9Xj+mBv1OYv2mC1hgUDD++nePX3F3Jw+MrdvykWX//wMK9u/mqRG6acYuHCl4/ems0D75YfXcQciYIQai4R0VTACDkYQLtwFNTB4OfRJMQRMoffRsCjy6YoTyKPIvnTizXWKLhyy6n4pA2hx8nGwbBu02wkXXqNJXLIG54acGjzliMe4vEnDjMdDE94MOhtBmw8rI3W4uHwM25s63Qw+RGcEn4r6sxv9X/r+Su+5cx2c81uzMdczfqjV3pkfvdoY835rCzeq7yrK1bvyuX8OON0pPPZ3uFjX+F0jp3JuIvpxRMbjjMatvh89ow4t/ydRWeLjcB29nuv6Hr54+GLhhqs8YEDTwxfOu+vs80vLDrzFbXSwfAvAtTpEpZDTewEP9zcDfoCmxjxx4XP2up5Nj2BK4eL3BmHBwM2MdYvvPRSTXxw9CsaoxrZ6GGK6c6CI7c4ueHI7YPE3dDvi9UHAw8YsPSgDwJx+OzeLBd1kPiK1y/cVp4uYsRqTMUhgihACTVRkRIjtoWw8yVhKUCBbEgTPjASLxox8u+SQrq8YmCyicWvHJobLwXjbK1gfsbqwlsT8KGPr0Mql3g1Gdn4VCNMeEYY/OEaxRNx4fM1x5fe2MbJD9eIr7qKFccmD+wEH/5xTm+kXykuXyO81vxvrLXVr3zE0lkbrcurLn3VK/YEnvXmLWZ9dr554qwfcOod/7iGt+vwGtcGZzmGRcfPXqRzeTjjXZi42Rcf2urFxxkNn058+8nO1jkprzFfvfMTozW/8OT2OBfy8oPbHjgr+iJOjux85XUe5bEm/PKFKcbIJ1787CGhC8MZ1ge4esHHiEv++uI9FGdk81/oNeJqDoOPmvtWac2mPnMPP/3wwGbHHxfc/7O9u1mpqwmiMOwtBDJQERwp3noguSMHguDAqwhPx1fq7GhiAs66YH/dXT+rVlX37nPilx+XMz8xRN/U44L0TVbdxfNj88CIRxh0/mY29V5dXb3WLU8/0nEvyUWHW7+iUD9O9kMeIg+9tbrFEPvZntW3ZRDTxChRhSuMcxsJzGYTenb+5hKLq5lGxMQqsqRiwlBMwgdpcTVaPIHBJrbG1kxYcDTUwTC3CWJtNDwPO18bGmeYsGuSXDVZHgKnPohlfy9OjbDl0WyjvuCBm1xw8zFXB85wxaudvrrk8tQfeLBx4ccmFrY6m9NXqxg52OVmM692umrDsxrNiTziPXi0L8v48sLyCUcdcsQNXjLn6Y5j+eHhjicsPTG+J9k+kgNGeczjqj555SQuH3ui57iIYS8XTuqNG721R//0hYgh+kzqLT/9hO2Mugjo+NXz6ofF1j6Kg8MXbwKHj4vQJejxPsDFXUy14Fyt8YdBJ7d89LDEyiFWfu+EvPLhQOcbpPr1y/zi4mL54OPS6t+S8z70bbqLUN7OPn/5XFp0ONcj+HJ13vjVA/544e6ClwMWEc8eR/H89JaOze8w8XuLrdUtHg6O/b5g5wGmGsS6nPnigCtM6/ziy66vekaHj/mUk4tYszWXsyIVViOQRUAienZgCInhJxl7mxkpsZHiRy++jYVhbYygHKRRAzSpRnTocJ5Y7PA9YWmQ/JqqYfIchd0GediNNn0K/VEnN514oiacjXJlq34YbESfwoODp7r4WBN14ELCMIetVvEesfnIby1OjDzmeiXGWG/k8fglWb308snbNyKHUnycHEA4xFwuOeKDf1zW5PANNt1xxFUOWMT6KOxHfbr4HWPmOt8wrNVK1KGXvQNqbq/Y6OtDXMXz0bt82LKL8RC+9UZP7YE4mPbTu5Ffe4ZbnPmLt7/w2eyVtdG3QT7tnT2VW03ywBfnPSZ01uxwvR/m8slP1zdCehxd7PL55b+c/R2/8sgL0/su3uMy6/J9fn5eeGqvrzDhySUWfzxxx8354o8bXi41fs4mm0sSt/4CofZHfeb8xdkbXKyN8qjFnaIWFzEefuwhoJwAAAkzSURBVBziwZkfLmKdbRxdsmJhGuOh1vyqp/0Ro1fi2xvzKScXsaZoECdNIIgXJLEkHRj+04actZGPzYETlmbCIJrHjjxRKJIKotdEPoReHJtN6FsvXH42hB1XePS4mcej3OrjR/CEXQ3m5YXXJshrXi3xrOFG/Pk1j4vRptqI7HLzwy++aoVrjU894IsToS9OHfjzg4svuwcGYS/Wmr6axbd/YvVQrINpjS+7fnvZ8NMDPmp1SPXDSyJWjdbwHbzyr8n4uTb7lOMaRvXwk5dP2MbOBS6ErifbzDHn/N4SOdlgdg74pdfnctgDnPQzvfpJ8XzZ9AYe0cvOORs9uzMirj3kKy9d+PJZG+F4iH1yibRnMPOzx/nYO5eGXN4FftXGh85a/5wZfmrAFwf4t7e3Z5eXl+s8zG/anVk4MNQEzx988G+2PTw8rLm1S653zDd2dbh022f16S9+8sMxWvNVm7WcsBrFqzeu/HAn8OT00OEIT016QpxZ/9KyDx6Xulz2FM4UHzJsRrlg4ZCwwTUSeXxA4kxPxHm3ppxcxBy8iL1kmkIkJTXAJnUxGa0lJIjxo1O04hM+GotkB4tdXo1UtHg2Dxwihl0cXGJUmObjJ1ePxuMVf6Mc8D1djPBhtkn85NHYNoo/P2NizVe+7DDEOoQw6dUiF6zqpLOGwV8d5h551QSX5AOLL1FvdckDn0198beuBjFykvDEyKNHfFs3p5dHXr10JqqJD5xqoJfLgaZXp5pwgUEXXzzwnMI+hW8Hlr7YRjq5Cbz44MpH/ux84OfTemLRsYuj54+jUW1qiI+Xhx89O3+5fBjpkz6EUa5iWsvV5avPLlJxxLrzYC2vfPiIk4N4H+R17mH1Dc+YtAfiXJ6wXJ5GF5+c6sBv9sNcHr2170ZYPoyvr69XfDzk1p/Hx8c1Ord6oQ7fVJ+entbaJYezC84+6R0OPkBcUvVOHvFqxg+e/AR3GLBdwDD7tq4GOJ1TceLh6NGsr3OCuzhY+ourOJhEHr56BAcPvZPHnumrNR7ywpNLjAeWOs0JHHWqUWz6ZXTO55+s+/L11y9lAAAmivAAoEPIA8jYAUnPT7wNUqAY63CMYpFymDQ3u8L4axAbDAXw99BZp+NHXz5cNIDQwYMhJ8GRiCE40PETB9daHhtZw2wKX5gec7js5TCKZYfPp82AR18PxIkvv7WneHObLwaGPsKsd+xsiXU++cGil9ujBnsDDzYsa36EjzlOMNhgumCN1VBOhw6mnqlFTJz1zj5as1nHXXxzo+dfZNYdVr014qHuo8jjvHQeizWKIer04KwuePWQT+eSL71+6Yv69LWeV5f+sPOV1xmJvzGbnvNN6omc9qF62oO42AM4Lim8xeFuhElcEi6O8/PztZcuQI+L1TdSc5eLesXBw1OOekAHX33V6uJysd7f368/cebD3KVUHeoVI9YctvOAC75GUg428fCN+mlUv3h+PmjMXZYuerXpCZ8uSHEePfPIhYNHb/gb9U49eMnpsb9qT+o3nN5VefpdGfTlE6MH8uCmf2x0JJ5y6Iv36vu3H2dv/sm6CCHnIYA1AXkiOT96zcvHWkOIWIUiouEKZqfv0xxR8bDN2WsgfHOkzYlG8GmtGJw0zgNbjLmRr40k5uLjTYcrP/nF8sEnHGs2B6tNa0PgOARs/NWoBpys6xUu9HB80sdN/nLBUqceibe2aR69EmvOboTXgw+ebHQdFnM8xLKby4GXHISNHg+8jHwSteESTzgEBxh6CwMHOEZ6fnEx1yc4xKEsZ9zDXQ4vZ6f5n0Y4RLy5nCQ+azHs/PrQ16fOSPH846YOdeoXHZ/2rh5Zq0vvSXuob/xhpMsOq7x4isfF2XAeYXnE6zsdvHrONvtsrb+42AtYzqKYcnbZujz8jgDPzc3NaxxOR5HfhedCIb2zRth+1utxMfrRg7lLWb9w6MNbD6xdXurBTU2zD/DUJFYf5FWXmvUvfmx65wzBcsHCLh9fsbjrBbtc7ZNew1QDPvycGZjy4+w9589efjZ+sNTDxoeeznuALxz98MegfdM3FyePGviI9/jww3XKya8TCzJOqRn02egQ0UA6xDo0YjWoOMnN2wz2PimQrUkw+FkrFnk54MMoNzuxlpMff5uBT7zo+MA00uMQzgIZvzuitU2AwzcedLjS4dkG2nRzenZ+9QIfevz0w1hP5DLnG2c4uKlPXHY14l6d/KspPCO/cOHENW7F8IFFvMit1cLHow581A+3WHFxq4/qJOV3CNVbbeWiq5YwV+B//KfcQs1xJ7gl+TSqgVg3r1b6ziluYapBD7w4Rr3n5wWUy76072Ja8yH2Ui/ZXAIwOjvi6wc7aez9kdcFZtRndtj1VzxMNjqPXrgw/MXv/rVmv4PB6ALgN2svX5eIyxc/9cE2d0Hx0wt2ly4+HnF8nCN9mJcZHtb4ZvOjAOcBjvr1hrC31jOYRKy1/HpPujTrARsuxNwewPX49gyjD7v2Qj718NVfPXJ562X9hqUGj/rYcYfRGbH2QYSbHHD1BOfeU/0WC4cdp+pbpNXZxCiQM5A2nV5SYEhrljmS9DXZ2EGTDEF+HgKXjzU/WJqnKMWziSkHfLlqtqbZVPH0xZp7xNKJF4u/YsXJwU4fH/O4s+NHpwdthrV4fMV5JhZu8VAjfz1JmvvQwUs8PH4enKzlrscw9V9N6oXPh45Yi8OD3lyt9PGVx9w+NMYJrlhP+wVbLsLfC0uqF7/6zFdOPaqWeIQpTj2efL3Y9ZvOw1+++K6kb/znb3Yh8GD1wCbWSXO+7V0vnbV+yWVO1E3nHKnXfO4FP2t6mOpLykWnZ/w623TWHhh8zdPD4AvXSG9/cMXPI59z1dmB45sYH6MfPdzd3a0L2KXMD459tC9GZ8al4QLxP6pcjl0S6tVDuLOXLmGPnnhwrC99O3fpmIvDRz498FvYXFrqZetcGWHhBEtdYtTpjBLx7GqAKaZ3nJ6IozOK01N4hL+cnRMY8fWBhbM/XcfeGdBzGPaAP45suLkn5JHbvL7Eky1/Mc4/wcdaf6ec/Ix4GvZ8d2B3YHdgd+BzO9DPiF8v4s9Nt9F3B3YHdgd2B97rwO//e/k9z63fHdgd2B3YHfiUDuyL+FPaukF3B3YHdgc+3oGfVMWXNiRQOHMAAAAASUVORK5CYII=)
Figura 2. Núcleo de osificación secundario del fémur
La evaluación ecográfica de la tiroides fetal debe realizarse en un corte transverso, a nivel del cuello fetal, con amplificación máxima de modo que el cuello ocupe el 75% de la pantalla, y se deben visualizar ambas arterias carótidas y la traquea47. La tiroides fetal se encuentra entre ambas. Debe evaluarse la circunferencia tiroídea. Existen normogramas publicados en relación al DBP y a la edad gestacional (Figuras 3 y Tabla 1). El bocio fetal se establece como la circunferencia fetal mayor al percentil 95 para el DBP o para la edad gestacional determinada(47) [2+].
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)
Corte axial - C: carótidas; T: tráquea; V: vértebra
Figura 3. Evaluación ecográfica de la tiroides fetal(47)
TRATAMIENTO DEL BOCIO FETAL(46)
Bocio hipertiroideo: si existe sospecha de bocio hipertiroídeo fetal en pacientes aun no tratadas, deberá iniciarse tratamiento con drogas antitiroídeas.
En caso de que la madre ya esté en tratamiento se incrementará la dosis. Si la madre desarrolla un hipotiroidismo como consecuencia del tratamiento, se administrará levotiroxina (única indicación de tratamiento combinado). Se debe observar una respuesta materna y fetal dentro de los primeros 14 días de tratamiento(48). La tiroidectomía materna solo se considerará en situaciones muy puntuales y se realizará de preferencia en el segundo trimestre.
Bocio hipotiroideo: la única alternativa de tratamiento es la administración de levotiroxina directamente en el compartimento fetal. Esta administración se realizará preferentemente vía intraamniótica, reservando la vía intravascular (cordocentesis) para aquellos casos de bocios que condicionen un problema en la deglución fetal (polihidramnios).
¿En mujeres no embarazadas que han sido diagnosticadas previamente con hipertiroidismo, y que desean embarazo, cuál debe ser el consejo preconcepcional adecuado?
• La paciente que se encuentra con un hipertiroidismo activo, en tratamiento, debe ser aconsejada de posponer el embarazo hasta que se encuentre eutiroídea. (Grado de recomendación B)
• Se debe considerar eutiroídea a la paciente con 2 pruebas de función tiroídea dentro del rango normal, separadas por 1 mes, sin cambio en la terapia farmacológica. (Grado de recomendación B)
• A las pacientes con enfermedad de Basedow Graves se les debe realizar consejería sobre los riesgos asociados a la enfermedad durante el embarazo, incluyendo la asociación de malformaciones congénitas con el uso de drogas antitiroídeas. (Grado de recomendación D)
• Se debe recomendar el uso de anticoncepción a pacientes con hipertiroidismo activo. (Grado de recomendación D)
Las drogas antitiroídeas como el propiltiouracilo o el metimazol son efectivas en alcanzar el estado eutiroídeo en 1 o 2 meses de tratamiento y generalmente disminuyen el título de anticuerpos, induciendo remisión de la autoinmunidad; sin embargo, su uso durante el embarazo se asocia a anomalías congénitas: 3 – 4% con el uso de metimazol y 2 – 3% con propiltiouracilo42,43,45 [2+]. El tratamiento con yodo radioactivo (I131) es fácil de realizar, bien tolerado por la paciente, de administración oral, fácilmente descontinuado y se asocia a una reducción en el tamaño del bocio; sin embargo, puede presentar una tasa de recaída de 50 – 70% posterior a la suspensión del tratamiento, y se ha descrito un incremento en los niveles de anticuerpos posterior al tratamiento, lo que podría empeorar la orbitopatía o el riesgo fetal(45).
El tratamiento definitivo es la tiroidectomía total(45) [2+]. Es muy infrecuente la reaparición del hipertiroidismo postcirugía. Es relativamente sencillo alcanzar un estado eutiroídeo con suplementación con levotiroxina; sin embargo, se han descrito complicaciones operatorias entre el 2 – 5% de las pacientes, se requiere suplementación con levotiroxina de por vida y se asocia a una cicatriz visible permanente, lo que puede ser una secuela importante.
¿Cómo se debe realizar el seguimiento del hipertiroidismo durante el embarazo?
• Durante el primer trimestre, se recomienda la evaluación de la función tiroídea con TSH y T4 libre. A partir de las 24 semanas de gestación, se recomienda la evaluación con TSH y T4 total. (Grado de recomendación D)
• Se debe realizar control con TSH y T4T/T4L cada 2 – 4 semanas desde el inicio del tratamiento. (Grado de recomendación B)
• Se debe realizar control con TSH y T4T/T4L cada 4 – 6 semanas una vez alcanzado el estado eutiroídeo. (Grado de recomendación B)
Se ha demostrado que tanto los anticuerpos antitiroídeos como las drogas antitiroídeas y las hormonas tiroídeas maternas cruzan efectivamente la placenta. Cuando la tiroides fetal se vuelve funcionante aproximadamente a las 20 semanas de gestación, ésta puede responder a la estimulación de los anticuerpos TRAb maternos y producir aumento de la producción de hormonas tiroídeas fetales y bocio fetal. La terapia antitiroídea materna también modula la función tiroídea fetal. Estas drogas tienden a ser más potentes en el feto que en la madre, por lo que cuando la madre está eutiroídea, el feto está sobretratado, por lo que para evitar un efecto deletéreo en el feto, el objetivo de la terapia es mantener los niveles de T4L/TT4 en el valor normal alto para la edad gestacional o justo por sobre éste(1) [2+].
¿Cómo se debe estudiar un nódulo tiroídeo diagnosticado por primera vez durante el embarazo?
• Toda paciente con el hallazgo de un nódulo tiroídeo diagnosticado por primera vez en el embarazo debe ser derivada de forma precoz a Endocrinología para continuar estudio y tratamiento. (Grado de recomendación D)
• Toda paciente con el hallazgo de un nódulo tiroídeo diagnosticado por primera vez en el embarazo debe ser sometida a una anamnesis y examen físico exhaustivos e indagar dirigidamente en antecedentes familiares de patología benigna y maligna de tiroides, y enfermedades como neoplasia endocrina múltiple 2 y poliposis adenomatosa familiar. (Grado de recomendación D)
• Se debe considerar de mayor riesgo a aquellas pacientes sobrevivientes de cánceres infantiles, en quienes se realizó radioterapia de cabeza, cuello o cráneo, o que fueron sometidas a radiación ionizante antes de los 18 años de edad. (Grado de recomendación B)
• A toda paciente con el hallazgo de un nódulo tiroídeo en el embarazo se le debe realizar estudio de pruebas tiroídeas. (Grado de recomendación B)
La prevalencia de nódulos tiroídeos diagnosticados durante el embarazo varía de un 3 – 21% en zonas con deficiencia leve a moderada de yodo (Alemania, China y Bruselas), aumentando con la paridad y alcanzando un 33% en pacientes multíparas de 3 o más partos. En un estudio belga(49), el 60% de los nódulos doblaron su tamaño, pero se mantuvieron entre 5 y 12 mm. En un estudio chino(50) también se reportó un incremento de volumen durante la gestación, pero con retorno a su tamaño normal en el postparto. Tanto el estudio belga como uno alemán(51) reportaron que 11 – 20% de las pacientes en quienes se diagnosticó un nódulo en el primer trimestre, desarrollaron un segundo nódulo tiroídeo durante la gestación. Al momento del diagnóstico de un nódulo tiroídeo en el embarazo es necesario realizar un ultrasonido para establecer las características del nódulo [2++]. Un patrón que incluya un nódulo sólido, hipoecogénico, de bordes irregulares y microcalcificaciones se asocia a más de 70% de riesgo de cáncer, mientras que un patrón quístico o espongiforme sin calcificaciones tiene un riesgo < 3%(52) [2++].
¿Cuál es el efecto de la terapia con radioyodo (I131) en futuros embarazos?
• En pacientes mujeres que desean embarazo se recomienda esperar al menos 6 meses desde finalizada la terapia con I131 para intentar concebir. (Grado de recomendación C)
• En pacientes hombres que desean embarazo se recomienda esperar al menos 4 meses desde finalizada la terapia con I131, para intentar concebir. (Grado de recomendación C)
Posterior al tratamiento quirúrgico del cáncer tiroídeo, muchas pacientes recibirán terapia con radioyodo (I131) como terapia ablativa. 2 estudios(53,54) han evaluado los posibles efectos deletéreos del radioyodo en embarazos subsiguientes. Ningún estudio demostró incremento del riesgo de infertilidad, aborto espontáneo, muerte fetal, mortalidad neonatal, malformaciones congénitas, parto prematuro, bajo peso al nacer, mortalidad en el primer año de vida o cánceres en la descendencia [2++]. El tratamiento con radioyodo puede producir un funcionamiento hormonal subóptimo de la tiroides durante el primer mes post tratamiento, por lo que se recomienda esperar al menos 6 meses para asegurar un buen control de la función hormonal antes de intentar un embarazo [2++]. En el caso de los hombres sometidos a terapia con I131, ésta puede afectar la espermatogénesis. Un estudio observó un incremento de la FSH, dosis–dependiente y una disminución de la motilidad espermática normal, por lo que se recomienda esperar al menos 120 días (ciclo de espermatogénesis), antes de intentar una gestación(55) [2++] (Figura 4).
REFERENCIAS
1. Alexander EK, Pearce EN, Brent GA, Brown RS, Chen H, Dosiou C, et al. 2017 Guidelines of the American Thyroid Association for the Diagnosis and Management of Thyroid Disease During Pregnancy and the Postpartum. Thyroid 2017;27:315–89.
2. Hershman JM. Human chorionic gonadotropin and the thyroid: hyperemesis gravidarum and trophoblastic tumors. Thyroid 1999;9:653–7.
3. Mandel SJ, Spencer CA, Hollowell JG. Are detection and treatment of thyroid insufficiency in pregnancy feasible? Thyroid 2005;15:44–53.
4. De Groot L, Abalovich M, Alexander EK, Amino N, Barbour L, Cobin RH, et al. Management of thyroid dysfunction during pregnancy and postpartum: an Endocrine Society clinical practice guideline. J Clin Endocrinol Metab 2012;97:2543–65.
5. Wohllk N, pineda pedro, Mosso L. Guias Clinica AUGE en Manejo del Hipotiroidismo en personas de 15 años y mas. 2015.
6. Mosso M L, Martínez G A, Rojas MP, Margozzini P, Solari S, Lyng T, et al. Elevada frecuencia de enfermedad tiroidea funcional en embarazadas chilenas sin antecedentes de patología tiroidea utilizando el estándar de TSH internacional . Rev Méd Chile; 2012:1401–8.
7. González P, González Roca C, Walker B. Tratamiento del hipotiroidismo subclínico en el embarazo: análisis de la evidencia desde el punto de vista de la medicina obstétrica. Contacto Científico; Vol 7 Núm 4 Contacto Científico [Internet] 2017 Sep 15.
8. Stagnaro-Green A, Abalovich M, Alexander E, Azizi F, Mestman J, Negro R et al. Guidelines of the American Thyroid Association for the diagnosis and management of thyroid disease during pregnancy and postpartum. Thyroid [Internet] 2011; 21:1081–125.
9. Lazarus J, Brown RS, Daumerie C, Hubalewska- Dydejczyk A, Negro R, Vaidya B. 2014 European thyroid association guidelines for the management of subclinical hypothyroidism in pregnancy and in children. Eur Thyroid J 2014;3:76–94.
10. Korevaar TIM, Medici M, Visser TJ, Peeters RP. Thyroid disease in pregnancy: new insights in diagnosis and clinical management. Nat Rev Endocrinol [Internet] 2017 4;13:610.
11. Hou J, Yu P, Zhu H, Pan H, Li N, Yang H et al. The impact of maternal hypothyroidism during pregnancy on neonatal outcomes: a systematic review and meta-analysis. Gynecol Endocrinol 2016;32:9–13.
12. Henrichs J, Ghassabian A, Peeters RP, Tiemeier H. Maternal hypothyroxinemia and effects on cognitive functioning in childhood: how and why? Clin Endocrinol (Oxf) [Internet] 2013;79:152–62.
13. Stagnaro-Green A, Roman SH, Cobin RH, el-Harazy E, Alvarez-Marfany M, Davies TF. Detection of at-risk pregnancy by means of highly sensitive assays for thyroid autoantibodies. JAMA 1990;264:1422–5.
14. Prummel MF, Wiersinga WM. Thyroid autoimmunity and miscarriage. Eur J Endocrinol 2004;150:751–5.
15. Glinoer D, Riahi M, Grun JP, Kinthaert J. Risk of subclinical hypothyroidism in pregnant women with asymptomatic autoimmune thyroid disorders. J Clin Endocrinol Metab 1994;79:197–204.
16. Stagnaro-Green A. Maternal thyroid disease and preterm delivery. J Clin Endocrinol Metab 2009;94:21–5.
17. Negro R, Schwartz A, Gismondi R, Tinelli A, Mangieri T, Stagnaro-Green A. Increased pregnancy loss rate in thyroid antibody negative women with TSH levels between 2.5 and 5.0 in the first trimester of pregnancy. J Clin Endocrinol Metab 2010;95:E44-8.
18. Premawardhana LDKE, Parkes AB, John R, Harris B, Lazarus JH. Thyroid peroxidase antibodies in early pregnancy: utility for prediction of postpartum thyroid dysfunction and implications for screening. Thyroid 2004;14:610–5.
19. Mannisto T, Vaarasmaki M, Pouta A, Hartikainen A-L, Ruokonen A, Surcel H-M, et al. Thyroid dysfunction and autoantibodies during pregnancy as predictive factors of pregnancy complications and maternal morbidity in later life. J Clin Endocrinol Metab 2010;95:1084–94. 20. Li Y, Shan Z, Teng W, Yu X, Li Y, Fan C, et al. Abnormalities of maternal thyroid function during pregnancy affect neuropsychological development of their children at 25-30 months. Clin Endocrinol (Oxf) 2010;72:825–9.
21. Negro R, Formoso G, Mangieri T, Pezzarossa A, Dazzi D, Hassan H. Levothyroxine treatment in euthyroid pregnant women with autoimmune thyroid disease: effects on obstetrical complications. J Clin Endocrinol Metab 2006;91:2587–91.
22. Lepoutre T, Debieve F, Gruson D, Daumerie C. Reduction of miscarriages through universal screening and treatment of thyroid autoimmune diseases. Gynecol Obstet Invest 2012;74:265–73.
23. Abalovich M, Gutierrez S, Alcaraz G, Maccallini G, Garcia A, Levalle O. Overt and subclinical hypothyroidism complicating pregnancy. Thyroid 2002;12:63–8.
24. Alexander EK, Marqusee E, Lawrence J, Jarolim P, Fischer GA, Larsen PR. Timing and magnitude of increases in levothyroxine requirements during pregnancy in women with hypothyroidism. N Engl J Med 2004;351:241–9.
25. Yim CH. Update on the Management of Thyroid Disease during Pregnancy. Endocrinol Metab (Seoul, Korea) [Internet] 2016;31:386–91.
26. Galofre JC, Haber RS, Mitchell AA, Pessah R, Davies TF. Increased postpartum thyroxine replacement in Hashimoto’s thyroiditis. Thyroid 2010;20:901–8.
27. Glinoer D, Spencer CA. Serum TSH determinations in pregnancy: how, when and why? Nat Rev Endocrinol 2010;6:526–9.
28. Lambert-Messerlian G, McClain M, Haddow JE, Palomaki GE, Canick JA, Cleary- Goldman J, et al. First- and second-trimester thyroid hormone reference data in pregnant women: a FaSTER (First- and Second-Trimester Evaluation of Risk for aneuploidy) Research Consortium study. Am J Obstet Gyneco 2008;199:62.e1-6.
29. Andersen SL, Laurberg P. Managing hyperthyroidism in pregnancy: current perspectives. Int J Womens Health [Internet] 2016;8:497–504.
30. Laurberg P, Wallin G, Tallstedt L, Abraham- Nordling M, Lundell G, Torring O. TSH-receptor autoimmunity in Graves’ disease after therapy with anti-thyroid drugs, surgery, or radioiodine: a 5-year prospective randomized study. Eur J Endocrinol 2008;158:69–75.
31. Luton D, Le Gac I, Vuillard E, Castanet M, Guibourdenche J, Noel M et al. Management of Graves’ disease during pregnancy: the key role of fetal thyroid gland monitoring. J Clin Endocrinol Metab 2005;90:6093–8.
32. Cooper DS, Laurberg P. Hyperthyroidism in pregnancy. lancet Diabetes Endocrinol 2013;1:238–49.
33. Bouillon R, Naesens M, Van Assche FA, De Keyser L, De Moor P, Renaer M et al. Thyroid function in patients with hyperemesis gravidarum. Am J Obstet Gynecol 1982;143:922– 6.
34. Laurberg P, Bournaud C, Karmisholt J, Orgiazzi J. Management of Graves’ hyperthyroidism in pregnancy: Focus on both maternal and foetal thyroid function, and caution against surgical thyroidectomy in pregnancy. Eur J Endocrinol 2009;160:1–8.
35. Davis LE, Lucas MJ, Hankins GD, Roark ML, Cunningham FG. Thyrotoxicosis complicating pregnancy. Am J Obstet Gynecol 1989;160:63–70.
36. Andersen SL, Olsen J, Laurberg P. Foetal programming by maternal thyroid disease. Clin Endocrinol (Oxf) 2015;83:751–8.
37. Mandel SJ, Cooper DS. The use of antithyroid drugs in pregnancy and lactation. J Clin Endocrinol Metab 2001;86:2354–9.
38. Nakamura H, Miyauchi A, Miyawaki N, Imagawa J. Analysis of 754 cases of antithyroid drug-induced agranulocytosis over 30 years in Japan. J Clin Endocrinol Metab 2013;98:4776–83.
39. Watanabe N, Narimatsu H, Noh JY, Yamaguchi T, Kobayashi K, Kami M, et al. Antithyroid drug-induced hematopoietic damage: a retrospective cohort study of agranulocytosis and pancytopenia involving 50,385 patients with Graves’ disease. J Clin Endocrinol Metab 2012;97:E49-53.
40. Song R, Lin H, Chen Y, Zhang X, Feng W. Effects of methimazole and propylthiouracil exposure during pregnancy on the risk of neonatal congenital malformations: A meta-analysis. PLoS One [Internet] 20173;12:e0180108–e0180108.
41. Andersen SL, Laurberg P. Antithyroid drugs and congenital heart defects: ventricular septal defect is part of the methimazole/carbimazole embryopathy. Eur J Endocrinol 2014;171:C1- 3.
42. Andersen SL, Olsen J, Wu C Sen, Laurberg P. Birth defects after early pregnancy use of antithyroid drugs: a Danish nationwide study. J Clin Endocrinol Metab 2013;98:4373–81.
43. Li H, Zheng J, Luo J, Zeng R, Feng N, Zhu N, et al. Congenital Anomalies in Children Exposed to Antithyroid Drugs In-Utero: A Meta-Analysis of Cohort Studies. PLoS One [Internet] 2015;10:e0126610.
44. Rubin PC. Current concepts: beta-blockers in pregnancy. N Engl J Med 1981;305:1323–6.
45. Leger J. Management of Fetal and Neonatal Graves’ Disease. Horm Res Paediatr 2017;87:1–6.
46. Embarazo TY. PROTOCOLO: TIROIDES Y EMBARAZO TIROIDES Y EMBARAZO Hospital Clínic | Hospital Sant Joan de Déu | Universitat de Barcelona. 1. INTRODUCCIÓN. :1–16.
47. Gietka-Czernel M, Dębska M, Kretowicz P, Dębski R, Zgliczyński W. Fetal thyroid in two-dimensional ultrasonography: nomograms according to gestational age and biparietal diameter. Eur J Obstet Gynecol Reprod Biol [Internet] 2012;162:131–8.
48. Kurtoğlu S, Özdemir A. Fetal neonatal hyperthyroidism: diagnostic and therapeutic approachment. Turk Pediatr Ars [Internet] 2017;52:1–9. A
49. Glinoer D, Soto MF, Bourdoux P, Lejeune B, Delange F, Lemone M et al. Pregnancy in patients with mild thyroid abnormalities: maternal and neonatal repercussions. J Clin Endocrinol Metab 1991;73:421–7.
50. Kung AWC, Chau MT, Lao TT, Tam SCF, Low LCK. The effect of pregnancy on thyroid nodule formation. J Clin Endocrinol Metab 2002;87:1010–4.
51. Struve CW, Haupt S, Ohlen S. Influence of frequency of previous pregnancies on the prevalence of thyroid nodules in women without clinical evidence of thyroid disease. Thyroid 1993;3:7–9.
52. Haugen BR, Alexander EK, Bible KC, Doherty GM, Mandel SJ, Nikiforov YE, et al. 2015 American Thyroid Association Management Guidelines for Adult Patients with Thyroid Nodules and Differentiated Thyroid Cancer: The American Thyroid Association Guidelines Task Force on Thyroid Nodules and Differentiated Thyroid Cancer. Thyroid 2016;26:1–133.
53. Sawka AM, Lakra DC, Lea J, Alshehri B, Tsang RW, Brierley JD, et al. A systematic review examining the effects of therapeutic radioactive iodine on ovarian function and future pregnancy in female thyroid cancer survivors. Clin Endocrinol (Oxf). 2008;69:479–90.
54. Garsi J-P, Schlumberger M, Rubino C, Ricard M, Labbe M, Ceccarelli C et al. Therapeutic administration of 131I for differentiated thyroid cancer: radiation dose to ovaries and outcome of pregnancies. J Nucl Med 2008;49:845–52.
55. Pacini F, Gasperi M, Fugazzola L, Ceccarelli C, Lippi F, Centoni R et al. Testicular function in patients with differentiated thyroid carcinoma treated with radioiodine. J Nucl Med 1994;35:1418–22.
Correspondencia:
Dr. Mauro Parra-Cordero
Unidad de Medicina Materno Fetal, Departamento Obstetricia y Ginecología Hospital Clínico Universidad de Chile
[email protected]
562 2978 8880 / 562 2978 8881