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Serie Guías Clínicas: embarazo ectópico cervical y cicatriz de cesárea. Diagnóstico y manejo
Rev Hosp Clín Univ Chile 2019; 30: 57 - 70
Paula Vergara U., Álvaro Sepúlveda-Martínez, Mauro Parra-Cordero
OBJETIVOS DE LA GUÍA CLÍNICA
1. Conocer la existencia del embarazo ectópico en cicatriz de cesárea y cervical.
2. Identificar los factores de riesgo para su aparición.
3. Conocer los criterios diagnósticos ecográficos.
4. Reconocer las complicaciones y sus estrategias de prevención.
5. Realizar el manejo adecuado según edad gestacional, localización, opciones terapéuticas disponibles y deseo de la paciente.
¿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 3° nivel y especialistas en Medicina Materno-Fetal, con el fin de actualizar los conocimientos en el diagnóstico y manejo de embarazo ectópico cervical y en cicatriz de cesárea.
NIVEL DE EVIDENCIA Y GRADO DE RECOMENDACIÓN
En la presente guía se utilizará la clasificación de nivel de evidencia y grado de recomendación propuesta por Harbour et al(1).
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 caso-control 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+.
INTRODUCCIÓN
El embarazo ectópico es aquella gestación implantada fuera de la cavidad endometrial. La mayoría (98%) ocurre en la trompa uterina, pero existen otros posibles sitios de implantación, menos frecuentes como el ovario, la cavidad abdominal, etc.(2). La incidencia de embarazo ectópico diagnosticado en mujeres cursando un embarazo inicial, es aproximadamente 2 – 3%(3); sin embargo, aun constituye una causa importante de mortalidad materna, por lo que es necesario realizar un diagnóstico precoz para otorgar un tratamiento oportuno(3-5).
Una peculiar y rara complicación que puede ocurrir en un embarazo subsiguiente después de un parto por cesárea es la implantación del saco gestacional en la cicatriz de la histerotomía, lo que se conoce como embarazo en cicatriz de cesárea(6). Se estima que 1 de cada 531 mujeres con cicatriz de cesárea tendrán un embarazo en la cicatriz y que aproximadamente un 4,2% de los embarazos ectópicos corresponderían a este tipo(7).
El embarazo ectópico cervical corresponde a la implantación del saco gestacional en el cérvix. Es una condición rara que corresponde al 0,1% de todos los embarazos ectópicos. Los reportes de incidencia varían de 1:2.500 a 1:18.000 embarazos(8,9). Ambos tipos de embarazo ectópico se asocian a alta mortalidad y morbilidad con posibles consecuencias en la fertilidad futura de la paciente. Dada su baja incidencia, es necesario tener un alto índice de sospecha diagnóstica para poder manejarlos precozmente y prevenir las posibles complicaciones(10).
DIAGNÓSTICO
¿Cómo se realiza el diagnóstico de embarazo ectópico en cicatriz de cesárea?
• Para el diagnóstico del embarazo ectópico en cicatriz de cesárea se recomienda usar como gold standard la ecografía transvaginal, pudiendo requerir evaluación por vía transabdominal en caso necesario. (Grado de recomendación D)
• Los criterios diagnósticos ultrasonográficos recomendados para el embarazo en cicatriz de cesárea son (ver Figura 1):
- Cavidad uterina vacía
- Saco gestacional o masa sólida de trofoblasto localizada anteriormente a nivel del orificio cervical interno, implantado en el sitio de la cicatriz de cesárea previa.
- Miometrio adelgazado o ausente entre el saco gestacional y la vejiga.
- Flujo moderado al examen Doppler color del trofoblasto o la placenta.
- Canal endocervical vacío. (Grado de recomendación D)
• La resonancia nuclear magnética puede ser utilizada como método de estudio de segunda línea, si el diagnóstico por ecografía transvaginal no es certero. (Grado de recomendación D)
• La b-HCG cuantitativa puede ser útil como valor base, previo a la monitorización del manejo expectante o tratamiento médico/quirúrgico específico del embarazo en cicatriz de cesárea, pero no tiene un rol en el diagnóstico. (Grado de recomendación D)
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)
Figura 1. Embarazo ectópico en cicatriz de cesárea.
El embarazo ectópico en cicatriz de cesárea se define como la implantación del saco gestacional en la cicatriz de histerotomía de un parto por cesárea previa. Su prevalencia aproximada es 1 en 2.000 embarazos, aunque se cree que podría ser mayor, dado que muchos se resuelven espontáneamente en el primer trimestre(8).
Su diagnóstico ecográfico se basa en la presencia de un saco gestacional en el sitio de la incisión uterina previa y la presencia de una cavidad uterina y canal endocervical vacíos, además de adelgazamiento del miometrio en la cara anterior del útero en la región adyacente a la vejiga [3]. Sin embargo, el diagnóstico del embarazo en cicatriz de cesárea no siempre se logra, siendo muchas veces mal diagnosticado como aborto en evolución/incompleto o simplemente como embarazo intrauterino, lo que puede alcanzar hasta un 13% de los casos(11). Los criterios diagnósticos ultrasonográficos para el embarazo en cicatriz de cesárea son: cavidad uterina vacía, saco gestacional o masa sólida de trofoblasto localizada anteriormente a nivel del OCI implantado en el sitio de la cicatriz de cesárea previa, miometrio adelgazado o ausente entre el saco gestacional y la vejiga, flujo moderado al examen Doppler color del trofoblasto o la placenta y canal endocervical vacíos [3]. Los criterios diagnósticos no han sido validados y se han obtenido de reportes de series de casos(6,12-14). La resonancia nuclear magnética puede ser utilizada como método de estudio de segunda línea, si el diagnóstico por ecografía transvaginal no es certero, pero los criterios diagnósticos son los mismos y la ecografía es más barata y más accesible universalmente(15) [3].
¿Cómo se realiza el diagnóstico de embarazo ectópico cervical?
• El gold standard para el diagnóstico del embarazo ectópico cervical es la ecografía transvaginal. (Grado de recomendación D)
• Los criterios diagnósticos ultrasonográficos para el embarazo cervical son (ver Figura 2):
- Cavidad uterina vacía
- Cérvix engrosado con forma de barril (barrel-shaped)
- Saco gestacional presente bajo el nivel del orificio cervical interno
- Ausencia del sliding sign
- Moderado flujo alrededor del saco gestacional al examen Doppler color (Grado de recomendación D)
• Se requiere solo una toma de bHCG cuantitativa. (Grado de recomendación D)
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)
Figura 2. Embarazo ectópico cervical
El embarazo cervical se define como la implantación del saco gestacional en el canal endocervical por debajo del orificio cervical interno(16). Los criterios diagnósticos ultrasonográficos para el embarazo cervical se han definido como cavidad uterina vacía, cérvix engrosado, con forma de barril (barrel shaped), saco gestacional presente en la cavidad endocervical, bajo el nivel del orificio cervical interno, ausencia del sliding sign y moderado flujo alrededor del saco gestacional al examen Doppler color(17) [3]. El signo del sliding consiste en el deslizamiento del saco gestacional a través del canal endocervical al presionar con el transductor cuando se trata de un aborto en evolución. Este signo está ausente en el embarazo ectópico cervical(17) [3]. Para el diagnóstico se requiere solo una toma de bHCG cuantitativa que es útil para decidir las opciones terapéuticas. Niveles de bHCG mayor que 10.000 se asocian con una mayor probabilidad de falla de tratamiento médico con metotrexato(2) [3].
TRATAMIENTO
¿Cuáles son las opciones terapéuticas para el embarazo ectópico en cicatriz de cesárea?
• Las pacientes con diagnóstico de embarazo en cicatriz de cesárea deberían recibir consejería respecto a la alta morbilidad asociada al diagnóstico y al eventual riesgo de mortalidad. (Grado de recomendación D)
• En pacientes con diagnóstico de embarazo en cicatriz de cesárea de primer trimestre, se debe considerar realizar tratamiento médico o quirúrgico con o sin medidas hemostáticas adicionales. (Grado de recomendación D)
• El tratamiento quirúrgico, a diferencia del tratamiento médico con metotrexato, se considera más efectivo y presenta menor tasa de falla y complicaciones, por lo que se recomienda como primera línea. (Grado de recomendación B)
El embarazo en cicatriz de cesárea es una entidad clínica relativamente nueva que ha aumentado su prevalencia debido al aumento de la tasa de cesáreas a nivel mundial. La experiencia reportada en la literatura se basa en series de casos y reportes de casos clínicos de distintos centros, cuyas experiencias difieren sustancialmente en los tratamientos quirúrgicos realizados o dosis y vía de administración de tratamiento médico utilizadas. Un cuarto de las pacientes se encuentra asintomático al momento del diagnóstico y el resto presenta sangrado genital o dolor pélvico(18).
Es posible clasificar los embarazos ectópicos en cicatriz de cesárea en 2 tipos según la profundidad de la implantación, siendo el tipo I aquel que progresa hacia la cavidad uterina y el tipo II aquel que invade y progresa hacia la vejiga(19).
Con respecto al tratamiento, el año 2015 se publicó una revisión sistemática(7) que estudió las modalidades de tratamiento del embarazo en cicatriz de cesárea. Se incluyeron 52 estudios, 4 estudios randomizados controlados y 48 series de casos, incluyendo un total de 2.037 pacientes. Esta revisión recomienda el manejo intervencional (quirúrgico) del embarazo en cicatriz de cesárea versus el manejo médico [2++]. Existen múltiples formas terapéuticas que difieren en la dosis o forma de administración del medicamento utilizado, la vía de abordaje quirúrgico, o la utilización o no de elementos de hemostasia, por lo que no hay evidencia suficiente para recomendar un tratamiento específico en particular [2++].
Dentro de las formas terapéuticas analizadas se incluyen:
1. Tratamiento médico con metotrexato sistémico
Dosis única de 50 mg de metotrexato intramuscular, utilizado en pacientes hemodinámicamente estables y sin dolor abdominal, en embarazos < 8 semanas, grosor miometrial < 2 mm entre el saco gestacional y la vejiga, bHCG cuantitativa < 5000 UI/Lt, saco gestacional < 2,5 cm y embrión sin latidos cardiofetales. Se consideró la administración de una segunda dosis en caso de una bHCG estacionaria. Este fue el tratamiento más utilizado, descrito en 3 estudios randomizados y 18 series de casos. Se requirió tratamiento adicional en el 25% de los casos y se observaron complicaciones severas (histerectomía, conversión a laparotomía, pérdida sanguínea mayor que 1.000 cc o necesidad de transfusión sanguínea) en el 13% de los casos.
2. Aspiración con aguja e inyección local de metotrexato
Aspiración de saco gestacional bajo anestesia general con aguja 16 G, eco-guiado y posterior inyección local de metotrexato. Se describe su utilización en 148 mujeres en 6 estudios. Se observaron complicaciones mayores en 13.5% y se requirió tratamiento adicional en el 15,5% de los casos.
3. Legrado uterino
Mediante el uso de una cucharilla de legrado uterino, se elimina el tejido trofoblástico adherido a la cicatriz previa. Puede ser guiado por ecografía transabdominal o transvaginal. Esta modalidad de tratamiento se describe en 21 series de casos en un total de 243 pacientes. Tiene una alta tasa de complicaciones, cercana al 21%, y se requirió tratamiento adicional en el 52% de las pacientes.
4. Histeroscopía
Está descrita su utilidad en embarazos en cicatriz de cesárea que progresan tanto hacia la cavidad uterina como hacia la vejiga. Se separa el saco gestacional de la pared miometrial y se realiza electrocoagulación con loop o rollerball. Su utilidad radica en la observación directa del defecto uterino. Puede utilizarse un balón endouterino (sonda Foley) post procedimiento para optimizar la hemostasia. Esta modalidad fue utilizada en 95 pacientes. Solo 3.2% experimentaron complicaciones mayores, pero 17% requirieron tratamiento adicional. Cabe destacar que 11 mujeres pertenecientes a una serie de casos recibieron metotrexato IM en el postoperatorio inmediato.
5. Abordaje quirúrgico por vía transvaginal
Se diseca la vejiga a través de una incisión en la unión cérvico–vaginal anterior. Se identifica el saco gestacional en istmo. Se remueve el tejido trofoblástico mediante una incisión transversa más succión y legrado a través de la incisión ístmica y se repara el defecto uterino. Esta modalidad de tratamiento fue utilizada en 118 mujeres en 6 estudios. La tasa de complicaciones era muy baja (0,9%), con solo 1 paciente sometida a histerectomía y el resto de las pacientes no requirió tratamiento adicional.
6. Embolización de arterias uterinas (UAE)
Cateterización de las arterias uterinas mediante abordaje transfemoral. Se describe la combinación de la embolización de arterias uterinas con metotrexato, con legrado uterino y con histeroscopía. La embolización más legrado uterino fue utilizada en 295 pacientes y se consideró efectivo, requiriendo tratamiento adicional solo en el 6% de las pacientes y complicaciones mayores en el 3%, con 6 histerectomías y 4 pacientes con sangrado mayor que 1.000 ml.
La embolización asociada a histeroscopía y legrado tiene una alta tasa de éxito (95%) y una muy baja tasa de complicaciones (1.2%), aunque el número de pacientes en que fue utilizado (n=85) es menor en relación a los otros tratamientos.
7. Laparoscopía
Se ha descrito su utilidad en embarazos en cicatriz de cesárea que protruyen hacia la vejiga. Se diseca la vejiga, se realiza la incisión en la cicatriz uterina y la extracción del material trofoblástico. Posteriormente se repara el defecto uterino. Se puede utilizar ligadura de arterias uterinas bilateral para disminuir el sangrado intraoperatorio. Este tratamiento fue utilizado en 69 pacientes como primera línea, con una alta tasa de éxito (97.1%) y no se reportaron complicaciones mayores.
8. Inyección local y sistémica de metotrexato
Se utilizó como primera línea de tratamiento en 33 pacientes, de las cuales un 25% requirió tratamiento adicional con bajo porcentaje de complicaciones mayores (2.3%).
El año 2017 se realizó una nueva revisión sistemática(20) que evaluó las formas de tratamiento del embarazo en cicatriz de cesárea y que incorporó 63 estudios y 3.127 pacientes. Incluyó 4 estudios randomizados, 17 estudios comparativos y 42 series de casos. Al igual que en la revisión sistemática del 2015, la gran mayoría de los casos proviene de China (85%). Al momento del diagnóstico la edad de las pacientes era 33 ± 4,8 años y la edad gestacional de 8 +- 3 semanas. La gran mayoría de las pacientes (80%) sólo tenía una cesárea previa. El grosor miometrial promedio era 3.1 ± 1.9 mm.
El manejo médico se realizó en 3 de los 4 randomizados e incluyó inyecciones de metotrexato intramuscular, inyección local de cloruro de potasio y menos frecuentemente, el uso de mifepristona oral. Se ofreció a pacientes hemodinámicamente estables. La tasa de éxito fue 56, 60 y 77% respectivamente. Se requirió histerectomía en el 3% de los casos. Al combinar el uso de metotrexato con legrado uterino, la tasa de éxito aumentó a 82% con riesgo de hemorragia de 13% y 4% histerectomías.
El manejo quirúrgico incluyó legrado uterino, histeroscopía, laparoscopía, histerectomía, abordaje abierto por laparotomía y abordaje por vía transvaginal. La histerectomía se realizó en una paciente con inestabilidad hemodinámica secundaria a rotura uterina y placenta de inserción anómala. El legrado uterino tuvo una tasa de éxito de 76% con 28% de riesgo de hemorragia y 3% de histerectomía. La histeroscopía, la vía abierta, la laparoscopía y el abordaje por vía transvaginal tuvieron tasas de éxito de 88, 96, 97 y 99% respectivamente. En todas el riesgo de hemorragia es menor o igual al 4% y de histerectomía menor o igual 2%. La principal indicación de tratamiento de segunda línea fue el sangrado genital persistente. Se reportaron pocas complicaciones, incluyendo 10 casos de enfermedad inflamatoria pélvica secundarios a legrado uterino, un caso de sepsis secundario a abordaje por vía vaginal y un caso de lesión vesical en abordaje abierto.
La embolización de arterias uterinas realizada 24 - 48 horas previo al manejo quirúrgico, tiene una alta tasa de éxito (93%), reduce el riesgo de hemorragia (<5%) y el riesgo de histerectomía (<3%) [2++]. Se puede administrar metotrexato localmente a través del catéter transfemoral, previo al uso de alcohol polivinílico o esponjas de gelatina.
Ambas revisiones sistemáticas expuestas concluyen que el tratamiento quirúrgico combinado o no con tratamiento médico o medidas antihemorrágicas, es altamente efectivo, mientras que el tratamiento médico exclusivo presenta mayor riesgo de falla y necesidad de tratamiento adicional, siendo las complicaciones más frecuentes la hemorragia y la persistencia del tejido trofoblástico [2++].
¿Es posible plantear el manejo expectante en el embarazo en cicatriz de cesárea?
• El embarazo en cicatriz de cesárea con embrión presente y latidos cardiofetales positivos manejado de forma expectante, se asocia a alto riesgo de morbilidad materna, como hemorragia severa, rotura uterina precoz, histerectomía y placenta de inserción anómala. Aun así, un porcentaje considerable puede llegar a término, por lo que eventualmente se podría plantear el manejo expectante, informando adecuadamente los riesgos a la paciente. (Grado de recomendación B)
• Se debe realizar una evaluación de la localización del saco gestacional (desplazado hacia la cavidad uterina o hacia la vejiga) y del grosor miometrial residual para identificar a las pacientes que presentarán mayor riesgo de complicaciones, como anomalías de la inserción placentaria. (Grado de recomendación B)
• La evaluación ultrasonográfica de la relación entre el saco gestacional y la línea endometrial (signo cross over) puede ayudar a determinar si es que un embarazo en cicatriz de cesárea progresará hacia formas severas de anomalías de la inserción placentaria. (Grado de recomendación D)
• La interrupción del embarazo se debe realizar en un centro que cuente con la experiencia y las capacidades técnicas necesarias para el manejo quirúrgico de casos con placenta de inserción anómala. (Grado de recomendación B)
• El manejo expectante de un embarazo en cicatriz de cesárea sin actividad cardíaca embrionaria o fetal es una opción terapéutica razonable, dada la baja probabilidad de complicaciones maternas, pero se aconseja control médico periódico hasta la resolución completa. (Grado de recomendación B)
Con respecto al manejo expectante del embarazo en cicatriz de cesárea, el año 2017 se realizó una revisión sistemática de 17 estudios(21) que incorporaban un total de 69 casos que fueron manejados de forma expectante. En los casos que presentaron actividad cardíaca embionaria/fetal positiva, un 13% presentó un aborto espontáneo sin complicaciones, 20% requirió intervención médica, 9.9% presentó rotura uterina durante el primer o segundo trimestre y se requirió una histerectomía de urgencia en 15% de los casos. 40% de las gestaciones progresó al tercer trimestre, de las cuales 39% presentó sangrado genital severo, 75% tuvo diagnóstico quirúrgico o anátomo–patológico de placenta de inserción anómala al momento del parto, de las cuales 69% fueron placenta percreta. Para estos casos, el manejo óptimo aún no se define y las mujeres deberían recibir consejería respecto a las posibles complicaciones a corto y largo plazo [2++].
Esta revisión sistemática confirmó la asociación entre embarazo en cicatriz de cesárea y placenta de inserción anómala. La identificación de las mujeres con un ECC que están en mayor riesgo de tener un resultado adverso es un tema importante. El embarazo en cicatriz de cesárea implantado sobre una herida bien cicatrizada tiene un pronóstico sustancialmente mejor que aquel implantado 64 Revista Hospital Clínico Universidad de Chile en una cicatriz dehiscente(22) [3]. La implantación en una cicatriz dehiscente se asocia a mayor riesgo de hemorragia severa, histerectomía, menor grosor miometrial y placenta de inserción anómala(22) [3]. El grosor miometrial < 2 mm en la ecografía del primer trimestre se asocia a placenta de inserción anómala al momento de interrupción del embarazo. El grosor miometrial presenta una correlación positiva con la edad gestacional(22) [3].
La relación entre el saco gestacional, la cicatriz de cesárea previa y el grosor de la pared anterior del útero (definido como signo cross over) (Figura 3) puede ser utilizada para predecir no solo la evolución del embarazo hacia los casos más severos de placenta de inserción anómala, sino que también puede predecir el resultado clínico de estas pacientes(23,24) [3].
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NnTyN7CiNhi3DG6Ox2GH57nhNWw8fCxnivOGPxhzoMP6kP3PTeB5fc1Lecmjs5yjy/yuOq+a44cfe48Yvn3klT01olvUX8JC526gdZfv3rX29fcbOX4D0oT2z7UA/5usMwJtNV8r3rMwWZTUZXcUfIwamZHAtbJ77CruNOumnkNVSO1TlS5yMf4lWOwIV2Oof42RWGPKpMxPEvMxVuyr2IRuVhCq7nIzh9ePATHzvhU3YPF3/kwf+Lv/iLbUQkjCz3m0mewvci2SUu+Q/OmB3Ynv4Y7E6EJf3KK7fnn50q8sijT1HiL3VmE+VX8xsekr8aJ2ysPga2t+H29HqYKX/SrbIAW2kGptLo4SMf4X4+JGT5jfzMmG94wxu2GZc470LZqxGXNmYsjZpede96pxDhRAg1I5VR8THVnbB17XWENEYbfhQLP378TsZ4p8XnJ33tKeHgk1f0qnuMfs0jN/hVTXD7NBK+jE6FWyfdVehukt5hhx02OMa4SZrL8rCJ+CrfSk/4WJkljE3H0kBU3Lgr7epO/KGSVfKCX8tF7uJ8+MMfbifGTnayk4Wdlt9DxdOBRLvBVw0/VO6xsqlpk4kfuArrFeG///u/H7761a+2VQgf4nF5rcrQHShL1N/97ne3dNx91zsFGaY4Ufb42REMYcXPrv4qyN4dnHQ0EVyEHX+PN+UPPXb/cyXfreQjjjiivUeCBhgm6cRf4xpA+aswJfgArRrWu3vc6k+eK85YWI3v3ZXeOnE9bPVHNjVsmRsOfbFHY9rsbPZpTnOaA3Jehr8X4qu+R67sKo/obfhNPQl87RyyTxXY3oaznXP/Pb0pv3TCH5j3vve9w2//9m+3l019J0ODJR/JZ+xKD/5YeIVZ1x2eQpedsHVprQKfPIylkbjQqTAZ2dcwcJ7A8a0Rn+60B3P5y19+ON/5zteOnkaesemCux46Dnegkuekt8zeM3NuwvDwlQewZMKamOeTY5KxZLwWqspDiBFkYPi5faRC78ofOrFDfzu29VHfG3bxxvdVw0fsMdqL4ir8JvgMjdg9/bHwChM3uPAdu8ZVN9j6E7conUVxoRsaKV+NHOV3Nhs/q9Ko9HbLXRt0PNBh39z+zd/8zbYu7MNKjLw+6UlPGn7t136tLUeqH/IK9jd+4zea3jnmzMh/GhX+N7/5zW0Nv0Ueoj884A/f3vSyxm1T2TPw8lg7pl6HwmItx+pOfLXF51fDe3eFmaJZYcbw+7Axf/I0lQacxAVWmfkJJ7fACHPD2yby61//+raH4Fvst7vd7YYLX/jCrUNAA1xw0BDmWKovNXKHZgNa4W/XOwVMR0i+sepWHuWhUKab3E6YqPgypxfUW4rzIXhwvverYf7sZz/bhACHQCIUFcxHKiKwFeQyClLxw7fK6U0eD1T5IpqREIOH5KsnBjcFyb3IjMWjO0V7Ea3txpF/+A4PJz3pSRvZMT63m94YvnSSd/wYLSnb/W7otHP6RtU6Bm7Tf6dzfGbS5ybPcIYztE1EsyNv6usUvCLrnX3LaGTjp4ye8YxntGdB1A/yEraTZZS02dLDM/5+93d/t30jQ1kFJuW3Ck87yfNO6Yx8OR23iolMyIchGz97Ajp1y9Gf+cxn2h6M14KvdKUrtXZQ+xLZxIYft++SqBf8kfcq/IDZleWjyiiG4/fhdor/Z3/2ZwfOLDvKqeG1DnmWs5xluMpVrtKU3Q77+973vnYJzG1Ix690AkZVelaNM6Ecfvjh7bndCDuCSZrxr2LDiXKjh763eLw9crazne1APtAyIgI/ZpJncdzrmtCteajuVemFziL40A1sbErp1MM73vGOdhnvXOc6VyNT8yYg+YstLDR6dyOwwl/l6dznPvfwoQ99qN0DWQF1z4FEFir/rW9963ackKx8Z1iH61LXMccc0xp1Om6Z0uCJXr/2ta9tjYXN23Oc4xwHyVXjofOoppZBDd+qO7zDr42aZ1xufvObt45N+dS4mlbKsYaNufFd0xqDWSdsKt3tpAHXT159FCufz9SmTdFNvsRz+33nO99pG8iZKTpubbDpDkfSCGzaIp2QMP64XY794Ac/eKD+rSOfXZkpyAAjE8lYBOodj5e+9KVNABpWMwK39Bxf80QE3Ktd7WptqemUpzxlm1L7+pLptYpgxHWzm92sdS4Eyy+Nmh53eGgRa/4F1wUqozpLGH3B9344y36L2AgumNAOH8J6d+Br+BT9Ctu7a3qZ+oOxJEDxLAvY/Aoe3rhjT6U5FQ43JjRrmLjqt4dj0FDDgr9X7ZRf8sJvEGN0qVIzdJu8dQzCzJAZJ03A+uCMOzB029Fnz4szkYNOIrNVYfk1oA39VZpxu6BpecPnMh2RFD5mAt/HJbzaYHp/j9f7l8HXMuhx10kvdNjSNDMyeLXmr/1JGaAZ2OqGo3zFaevM8Axyfv7nf76dKPLQnb2z0K/tJbzUSeFoJQ2HXAySI4exPE6F7UqnEGYqw8mMOA0tpRevApgCO5Mr44TAJhDxvkzGZiIYI3eVh0CrARe8ml6FWcXtsoi9A724kYBLaOhJf8pMpSc8vyncPjz5naLZw0/5p+iEn54+v9nRne985+EGN7hBW8JQHo7AyXvyDw7tHj98JN34qz2FU2Gq27HULBvW8P3kJg/ydJTZkpF9A7MGywY+KmNmQG91fj6uYvRtmcnmugb4Tne6UxswybPOAz3lokHaSaOsUl5sG5s6KLf30ynV9PGVsq+4FWY/ueUh+VEvLH3bW/T6sXDtgnJLXpN/tnAGjNmfcrX3qS75spyZlkEXo0zRYILHHbqVj4SbWXzta187CLcRWOFvV5ePIlA2BZZ5Dzn5BqspmDDCsblCyb0dpOHRUTDsCAsst3gdhYKx2eK4Vkby4qpQV5DPAfoV1pKWaZ7ZCSPtFHjg+MNbwqo/eU8cW3zw+viKG5weRnjwA7PIDs0eR3iVE7mBUTa+Cme54gpXuEKTNeXTKIMHF9PTTDg76daw6hYf/Ng1Pu7waT+p8pv4vWrLU0zc7rNo/DWm5Hy/+92vjTiNuA1uzHjNHryq6xiijUYjcbpuZOoRNDLwi/zoZa0j0kx6SX+rdso6uiFN+x6WuCzxCldnhcdUd8LG7MBVXhPWw9fwVeB7/Cl/pTsFE52TT3s/nl2x1CPv5zznOVuZ4QktP/Di4taGuNWtbJWVJUGrIMofHMNOvsZ4Epb4yqdwR4FtVOt41jG7/iBehIRpo6RMl42WGFNqwpNx+wrgKbpwMHpWePw6FQUUmChlRvJgIkB23IsEhlY1Low86lGPastWChkNMKFXC2msEEMraY/BVBqBn7J7OvxjNMfwgyuux4lf3rhtev3d3/1ds8mcEusQ3BWwD+RjKGNp1zTCQ2jHv8geo9nDOwPvouAFLnCBPmpP+uXfL3mL/ghLB2eGEDiyVrnpc+qAOHoPV3mk4ocmGw4dhcdEX7cjFOnGhD/+Zz3rWa1Ts/GdcDxsx1T8mu4UzXXhp+isGo4nadpUt9lvj41fuA8E6eR/67d+60D7EHh7PY7qWg5X3lYcfHvakpEyAhc79FblKXBoGETb7LesXmUTmGrXB/HW60IqlQ25k2mZqJdaagOuggSOsHLiRWVg4MFP4w8WvrCKF5aF+a1q0GFe85rXtEs4WdpaFX8duPC8Dg7Y5DO8rosfGuzwYKThy3BGoUYzluQ822F0StY6a2en2crlHve4x1aS3RaORtHI2Vsv+6VTqLKOW/mRodltwlIORo5+0dnA5gx6Ou40/tGFWgeEBb8lsMW/8BR0fuvgjsWa1fAzm0graexFO3KQT52zgybKT1mw3Tg+4xnPeGAVQR4MYm1A6xDgw7n4xS/eLrnCCT6akSN6W5ElHPXCYQSdwjpmVzuFZJww4paZCEK40T8jPEoPNoKKDSbhCYNfTU2jhvfu0Ikt/j3veU/b2HNKJLMZ4RUmdJJO/Dtpbyetitu7jU5tmjnqKL+OfuqclY1yYBvZsK2nGhnpNDzvkfKLfLaT/8rXGB1lbO3VDO5ud7tbA0n5j8HvhbCev/jllZvtJ2/85Bld5g9M7MTJW2gkjh1T6SRsHTu00YkOvPKVr2wv/zoMIizpBnYd+j0sGkzNQw9T/YGvYTvlrjK3J6AzV2fIgG3WYKmVXxvmpKSZAx7VI0uC6k+VF7nGJFw6W82XWbwXmtc1u9opVGYjBGERBCHV0X8VTtxg4LLhcceAya8WorAKF/gxG6yNbufG7SXo/Zmky70qrTH6fdi6tAKPz/ASd097kT8yh0uJ7ckY1diPkefIT3pgqk35TIMdnXSBj58J3KJ0txsnDWvqjkEmTXbksl36O43f81llFhmHh8BWGHH8fikjYfSzN8Hvw9f1o6Phc0/IR3EMlLKslTRiV9pjYfieMuCTtwqT8GVhNb66w8eitCv8mDu4ZO5IvNN4oWvWSic9gumO1bve9a52Qs8M20lJs4Na39BKnkIj9MfSrmGBT1jFM1hyAoku6JxWNXumU8BwzSC3XwSW+AojrI+vGQ+NGraqO5Xqi1/8Yjt26YSH6dheM1UJtsMbOvLs0oxTFDaPHfesS3ro9/KPjHUEpsymq07GrGNCc928pOztbTidlpHaOmnvNdjIAl+RR2Rc/eE7jUvwYtcOInIKznbs8GDJxB0ds8k8fS1NOhQeptIJjan4hAcOvbjFxd2HB49deQh8jV/V3eOGbmzPT9A7S5dg/RyS8bldR+udIDODdsFV+yEebmQVXkOv56tPv49f5FcuBnjKap1P/u6pTiECqoLolX5MCOBXqQRTgq80a9rCbWA6EeAUk8JnQofdw1dai9zwQmcKLvGL0lgFZoq+cLSjoGZlNqdMh52eqB1CzWt1w/cDazTiyfBMmRelW+MW5S88Jp8VL7ohjFvHoINAbwy+4u5l9xTvY+Fjea3yDA67hm83/25UOymVY5No6xCiS0m3plPTX4WfwFS8KXo1nHsKp4cb88MN/+Eh/sSlLXDiyApC8m72pCNQl+A4sq5DsL8TGOHwQ5MdutvlveZHeuqlt8H2TacQodSMcPfhvb/Cj8WNhVWcZe4olNMBLmbpGPS4oUvY3IGr9AJTw7jHYHuYVf1jaYyFhV6N6/lIJWZ7694ROQ2rDWV4gWdXOtUtDr7OwExDnF/kFD6qHfzQTTo1PPAJ6/0VRyW0hIX3Hj54e93eCt9jOH1Y/LG3KofI2yvAlkgsG6X80ES/+reaTsULz0m7xiXNhAWWv8LX8MCO2VP80+3Qo+MadGGWjcyQr3zlK7cBCb+Zss7SoMpSkecm0oFU+j1P1V/d4TPp84dO4qpdceE4jGOwhI9VzZ6bKazK+E7A9YI3CnCRTjglSCPHvVOmFmrSGAtL3Hbt5NnxRSMeeaPU0kx+V0kDPFq9rFbBHYOpeQ5dYTU8eHi2Gd4/65D42d6+BKInKDmS7RhwTgiKS/lvP6X/oTBWzpuiPUWn5rHCJH/CuNMxvOQlL2lP6nhOwoe03OZ2PNVhC42wgaTj8wYs6hITHZ5Kq6Zb3evKI3wa3BksrWPmTuEn0iLEWnDe9PHQngaSEZ+CWaexrIURGrFrXNziNm2maMqPOI2qZxJsqNtYZsZ4TFjsyqfRkApgOaHOqirMKm60x0xkPxVv/dTR2NlsXgJknp93yRw88IwCoy7Qn6lyASMu5RfuFsEHJ7BjdmhWOn0aU3hj4VNhaMpj0onfJcKLXexi7X6CTsG+gUEJ/dchqAtgA48+N5N2JmmGdvzg+rDEsUOHu8L14dJx4XHderFzQ96ai33iptx+lkBcV/fUAKFXwfeFspWs1cLbBL2t8ACH0uDFz7KRvHtnpfKU+J7nmqY4oyTGZlqUvpdbcCqtuGMHZh0briOB7lUw26G1TrrHB1hl6acs7TU5leZCVAxZi2NPyT3hUzBT4UljzA7NsbhVw5JuaI3pqzAzA3WDAevujmVlz3roEK51rWu1V5K5vcCQDiHwy+SzKr+BS72Nf8zGr3TNFKwCrGPmmdukwCoAACAASURBVEKRlgInSIXuCQHrglkPLGBbdkb5EEhaWya2AcQoDqX3CJe3dLJBRg5jZixcmGkzOo7bxdT8JmzTdvhx9ltZ8fulEm86veMbvegpmbq17PsIZmXrGDRWacjWoblpWPmr+hqeo0eJd4HVRU57CZ7fcSrR0qVHOO9973u3Dd0+r3CDvwrfga12xcNTn0aN54bLqBdm7uuY43WnEMFFGQjaz5V1H/zZSoeQgpwqhMQnbXDVPYW3k+GWyYz0cwdjih9yqnHcwiidEw7e4zF1rjBjfI/FpwwCH9rxj9lgUmnNFIzQmJ7WGO4ctroEyNMSxJve9KbhsY997OiAZqxMk0IasKkyXYQbGqvYi+iMxdUwesQvr2x1P7rlJrJ7MD78ZRWBnnufzdKygZCOgu2EYmYJlXZ4HwtLXG8HNnaNFzam42Owlo/mTqFKb0U3YVJcxnV9x8jyXG0UWlwUZhHZFFYKKP7gVH/oTRVycFa1QztpL8NL3pxjVgnylEL4GaOTNCptdxo0yp49jwmN+Ne1pRP5TOGKTx5UyiwfTcHP4etLQDmSsVmC1zvTeKIUXRjTk5pS4GrYKu6KtyyNRfR63NBNONtPuLwy8qmB98VGpxA1rF7k9UKw+zvpMNxS9kCkjfepQWTSW8TjWFzFC69jcFNh8NXpdc3xeqZQhRWFoPyeS1AIdbQANgUDNu5KIzDia+XpYXo/+E2anl7Pa/gPn1kyUiHACueO4i/izQzhK1/5Svs+tWv7SSv5T1qLaIgLXuD4w0vCxmz0/Rg8J72EjeHMYetL4HnPe167w7I+5t7AiF703FS9o7Op8/ZPPGVtPd7s4MY3vnHbS0mngY6La8JtOmt80Yre9+nslH9Kz8OnwVLN4yp8zJ3CTxokgnP+mpBtzixqFBcJOYUExi/+scKoMMtgx/CnwtAaM3hJXNwqgQ0yxhJSTpWkQwhfPR58+wg+k+rJX58jZQJfG+gWseZfL7fQ7clIh+KzdW7hs4eb/YslEPlW+cX9sIc9bPjVX/3VJmflkrqR+MWUtxe7qTR6OtVP11MfnMBz38B7Xs735xl+T5vXmQDd9wCkWUK+ulhpbi/X/1uPltGZSjP5WXfpSHrH604hAqXklh487+AF1AgyDeOygqkNWGjCqeFTNAITewpuE+HymXSS58c//vFN+T3d63lsb7ZMnT+XN/h+lpx0CCqNy33sSj/prMN3pV9poVHpxR34xGf5a500Z9j/kUBkGnlE/t7OcQbfPhsTmbPXNX0aU/hoq3vhYQpu1XDphl/uSjfpmBH84z/+4/BP//RPDdbBC8dLPWznNnBmEOj4yJaXR31PJU9X4GUsfwlL+st4BgcneMvgF8Wjge91aR3vj6SmsNzOvNSlLtW+eUuIq3YIiwplL8XJZ/LENjvwiJfOwD6Kd2zA1K+YVWXi9lOhbEx750gH4p0XI6Va0baa76SXirGMDvhUalP8PBW9DG+O/78SIPP6A6FMfTzGNxLMnhkw1W6eDf8p11V1YFnSoVX5rnpm30Bn8IIXvKB1CO4a+Cym97u8XZTnIcxGGfCOqvvCXL5TUOn1/ESmwsNDD1P9oVXDtuKO/Mxo1t1X2PhMIRlPYchQ3LFr2Jh7K0KYwhnjp4d1qsIJArMEFSGNZ3B7+L3sn+I5svdio88+OiXkRqaXHJkb3vCGw2Me85h2Dt1JCyeRbB5nacboyPKST/yRkfdc7nOf+7TjeEkzaRwK+UhTekZC3D5VqeESthdNZLSMt/Cf/C2D36l46RsoeeXzkpe8ZJOxemEWjcfwOZX+GP+ryiA0x2gkbpEd3uCHBp2NLouXj/e///3tw1F0yEDHu0W+nPac5zynPZeSNEJDHfDRnEtf+tLDZS972QMDIfFM0g1eb5NfYPu4+JNW/Fu1w4u3yOz1rWM23ilgRgEkc1UIwhkwfXwysQ7zq8D2dPGQ9OFrAJ299hCc8BoX+pXXVQoW3hid0Es8u8on8XBXNRU/bjY+I2+VwczA8wT2DCwZjX1U3Qa7htUoyUfH0UlFwg965z//+dt5bN9XyDKbuJrf6l41H2NwY3LAU59PfLhIpKNjxI/hjqVxKMPCe3RojMfkrfK10/kJXzWd173ude17AGbP9tqcy3fmPTyz6UaW7OBagjGSFi5eY8vNlucpE5pJn81ETmN4cAInvvdH90MzT02gaQDhBr9BjpG000XnOte5huc///lNv3t6aIO99rWv3T43WjsE9JJW+Ex+4q/2WFyfj6Q/hVfhx2ASjzdLvKkXFXaRe+OdQpQCY34prGpjKIwTqLgIK/YipteJSzpwklbwvWboiJmNNErfF27gopzJQ8IX2TXdRXBjcctwx2QEJ+HhE9/WRl3GU6EtBdgwzJ5B4MODZ8LNIu5617u2GYQPg9h4M9JQaZzP9gyGCqacY7Yin+Bu15a2Ds8SlktVVQ7bpb1JfHz5VVlVfVMWKTfpVvcm+ehpha+E8xtBG0A86UlPajMFj9/52NKRRx7ZGnmnzWzGmnVqYHUGOgcDBg0mHav5keetGLysanpYfjxE3uho2H1S1ujZvQv7JZ68tgSK73RwYIPPrV7c4Q53aPlyP0G5hW4tw1V57eHGyrqm38NP+asMuN269iBeXrKdwuvDN94pyKB1aV8dsjbHeL7V7b9zn/vc7Xee85ynhWO8ZgTupk1o1nQUpFuJjpPd9ra3PfAW+lTaFXcKZrfDKakRs5GZn6OiloNM/1Vwo5zkIzIJz8JdzDnqqKPax9etlRrdef0xI72KK67SEJf40DyUtrPiDgkw+Kq8HUo+FqWFJzJ25Fkjw/i29QUveMFWJ2xYWsoDV2V5qPNio9UzFh6DNGt0y91I2ickNfqeQzGitvZON9RthwyMuF/+8pe3/SlLME7lpDOQn0OdjzTasd030JFp+HVkBjWPfvSj2zKossAfvWYqv+ThGQsf2dIpVpgetiFv4S/lHRnFvy4p+MHlll97hcppHXOCH/+ESv1w8zoEelgNrsZFJ0CpssSgl9ZZWLtTIEauKoILMZ5GUFgxEc6UP+FjdoTCDp0aJm0dlq+E6f2NfvEc2DGaCaswoZm4TdlJY1X6NZ8qgBcRfTNXp2D908c+XMMP3bG8+qSiJSXLaJaFwIbuGLy8Jp47tHsZLMtD0unxqn8ZjAZWA+bJYvncS6bmn+57F8eX6TSk4oxWjbKNXG2UOwFntkMnbWSmLJKnyKLKu7oD19vhI/iJF54wemNPzdf21Asfkxen/J00U1/MIMwY7DVZhnRb1qyR3oHDv/KwlKf+e3VXPY8Jr+FnWXjix+zwXuOEpRNIvG+I64zJ2soA2XvFVLtjxtyb4Am35/bMZz6zbSy70CqPU6bPW+Q6Bb9KeGj2sHiMqTA1XH4f9KAHtU68LvsFr7dr+7/xmQLl0hHoGNKgsDGcHoubolnacNTNhqUKcMc73rG9QZ7MpYBrxvvMVH/whAUnBSm9pz3taW2Ugzd7CAycpMMdvEp3r7rDL54pwbHHHtsq7kMe8pC2GSY8MMlrDbOf4jkP3yBwrDSVBI4fMyWPGl7TWEdWSWMRzhSMcKPTu9/97q3yhvdFtHYjjv7RLyNVDaUN+j5PKRPhnlTQ+D784Q9v03+zNo1YPQuvHoGtZbBK3lIfkz7b4MHLp5YYb3rTmw43utGNDpAK70bLr3/96wdn9aXZj5YhCDdjcOtXw+uVYTMKI9VNm/AfuVUbb35mA74P4q6BVQGDTl+Ju8pVrnKgHYLHhF74NCvSJllSVi/gph0JzDK7p7kMfhPx8pMyM/B98IMf3JaP1qW98U7BDj5TBZ5GN0op3qjO1NmPAN0O9DIp5TfCsNbHrCtc8H41fcsLjtV5m0RnkE2nlsDIXkPC97qdPFr3p8TXuMY12vRd5WSqHPijNGwV3SNepsVmaikbOMpLxerxI48aXt2JX8XGQ4/LX01galjcGkbLYpYAjKx73MDtph2e2PY96HwaFzKuMpdXxhowPfUsszJ4wxve0Na7DWQcIdZQhe6qeYsckwY8NF74whc2mk4XeaaB3ggPHB7f8pa3tMYU7wZ8TqVpZPFW6zW8+M0irAhYarrd7W53gF74DT/xx0668U/lM3CJZ0eulrV8rN4pOTMX+2IOTnisjs4k7Wpzyw9bR6Id8mRLXvxFX5w05HGRCd1FMFNxFZd7XYM/bZsZjmU/y7+Ryzq0NtIp1ISd+XXDlZBjUnjJaO8Xbr3Sho+pnk/9Eb61PAXkrXImhcNdBZjwhLGNuF71qle142UERSlMAQMzRk/cIhO+k35ga3jCYvc0K2zlJfA1PmGxKzw4Sw82ht/znve044OXv/zlA9rspB2aysmxOtfyLbdYdrEJlfKrcME9iOBPPKn8vIEL7hj8WFjgYy+CGYszmrb5fb3rXe+gMh2D3a2wyEZdcNolT04nvNrk4Ccs8mUb2ToCaX3YB580uPbC1I3MjoJXbXlGq4YpZw37i170onYGXwdj38l9k5jgSNtSkGVF6dgPhGspwrKwJSK0mZpG8mT2aYBo2dgyU+CaY+Iv9Pro0Bce+glj++FN22P1gd/pOR2s2YoZjrDgJ49JR5yZtvrgePpTnvKUdrgCHDnEcNf0E85Go6db43t36AS32r27x63+5EsY/ixFavfM7FKvK/wq7o3sKWDMDxNGHa5/e3a6ZnwVZgIjcxp1FcnROMrrGQXfSs4oOLDSBK/iUUKFanTlKJbKpPJkDTc4KcBaiKvwWgugwtfwpBG7wgmrsDX9wE/ZFVZnQC7yah/Azcqs3SZvoZP07KXAMbLWeZhVGDmRX3jscUOjtysvfdxO+qWLX42UGY4LRzZrw3/sneRhHdrk6Wc/weardXm8R87sauKPfKsNjl9jrNw1gAZSBk1mFtmTQ6MuLxktOy2kThhAaKSNIK94xSseGDlXHiJDS3M6IcsvHoBDX5z6R+b4MMCQnvqnXMKjMCN2s/+jjz66DRJDt6YVd+KS/4T3Nrha36Wr47IPor5rA/Akv5atzITxCw9tP+6kh7564citWSe52POp8WDgSSv4CRvjD8wqpqaxKs4U3fBl8Gs2aZZjqTJpsOOeorHxPYUw5b0QmzlGnz0T/Ml83MHDaOIifBm0/qrxsj5ojeyBD3xgK2hTaRty6Fg6ofA6ECNmN3RvcIMbtE5J44leTNJlM7VBDMwiO/iLYHYiLrKRvjXg+93vfm1qaw/BNFEex/ISfsnBHQTr2pbmjDbF9ThTdHYiT8toVt0IbMIsXxitOq2TsMDsRdvmrBN3Rq4aIbIfMwmPDSbu5NPxYDMF6/+WOmwK28Nzy9YFRPUGjgfd3FQ3wzBq1gl4+1+90XiCAQs3aUhPOn4eg7MEZI8gHYJ4gzWb4mTvyCMd8oNT61qli74fmHVMjyOd6CjedYzqPbdwt+ydyTcLzuqC9JJ+9J2fG48OY9hDcFqKbMX1puejj9+kP2n18pySXeVXh89c9KIXbXbiYq/K50aWj5IRUzijCCPzhIWRmqm4K7Nxi/MLvoJT0Ea4RgMqGDeFBWPqSwFUFL0kBYaj8jFJK3b4YVclrvHc4tgJD3/BT3j81Q5sxU988hU74YtsvBi52QxU2SmwZQX0k1ZsdBKu8luOc6rEkp6TFMlzYJJu8JPvhI/ZcBeZ0FoGV2nACU+xa3zc4OiAkTd3fonfa7a8GFXbI6uNWuVTHphl8ko8W9naCzIzVy/sEfkqmrV0dcDATF1058RJIrOHdAbKWJppuLlDGx/4NKswyrYMFN7AwNX4eP5BI2pQFv4b4E/ykc7PACT4gatpJS641e7h4MuDGYhTRWYE9jrMxNhGyE4VyWtM9B1edJtbh2ofxSwrryIHJ7b00pEkbIynhMWeymcNDyy6CedOuDDu2Em/t/HHyBuZ6BCCV+n2eIv8G+kUwkSUXoIRJsbiDiOLMjqWEWGUTAdg5IIexWdH0ZNm9VdahNbzEX5ii6dQ8DIN9SENNOVRHJgxAwfMdkyVYxQbXZXABTt3KlxAy5RYWlH05A0NP7MDOE53PfKRj2xrwmACtx0+dxJ3Sob4llflbiToVMh+MXhPeW5V/innmme6gZ7DGX780iHD1APxDD8T+bLBM2AqfY2sGX8+IlNhQ9uqgM5GB2H2UGnhwSDGkqaZbMVvCf6EDzh+4mPixw++EsevE7CJSrctw4E1W3Cq6Ja3vGXTjaRV8yOMn4Fr6dGzNnnhlGwiNzDhIbTCW7UrTMKF9SZwffiq/uR/Cj5ywr9lMDNGZoyXKRp9+EY6hWTc1NTIwfFPPTdTBRtG+4zW8CholFlc6KMnnF8ngQ6hKFR26PTpjvmF9QYNNI2gnOaxkcl/z3ves9FORevx+JOnysMY3KKwWsDoGf05SWG05i6BzT4m8hhLC48vfvGL28azDTZuDWnMGE7i9oqd/FV+wjfd0mDldFqF2atuo3blaI07er0JXqNzaEVmyj/hqSs1rcRVnOCK43ZT2ZJMGvTgpAz4/TT8lvHs5aVRpcMaXktMbgmnboZ2eEEr9BLGTlp4D46Ox9KwH2PAZkPVnooBgpUEtAIfOgkTrr3QaDqWTnfsR6W+pd434qXNCi8Jr3bikkbSZNd8Ba7ibtKNvvTsHbmh7SReeKp8rJPmxjoFDHgCwblqV8nd/mMwHaGPCSgZCNPJSOzQSHz1Bxf93lT8Pm7KH3rWYCmljUFnuK3FGlXUSyApDLSCxz2Wx8CkQai44UWlUpnMChzlsxTn3RmPktm0D+3IMmmiKYxS6Dhs7Ok8zA50zIvSTNqhXf1xT8lxKp+LaIXmmF3pVXdgw4f9JUth2RdJ/F60U87W841mrcHX/TbxKc/K/1j+a1hkASfhvV1hKm3hPWzi8eJnbZ7u6BjoD5yKxy3cJrT8OAhin0c4Y2lXGvlSm7DExV31kpv+xwTWiSCb6uqjToZtgKRtudWtbtXSDj3pwfPj9kPXIEKH7BQSXt1rMXgVV2GTZniAHxO42Ekz8b3d44oPTxU29Cp8jV/HbeamfbKa0udlHTpgN9Ip1EQtb1jvtuFrmSNGxseYHRPIWFhwx+KSxnZttFUKJxocX2Wc7rFO63SCNUgjjrGKPJU2vlMB4DHSSZj9F/sEjgk6Ruakh7Vh8ssGWviCG7zQYRshOIttVGYTOp8ShSf9yK7iCBO/2ya8TfFS+QRjtOiWdsog+Ludj7H0w7sjmQYVRqk6a52/ckz5jOFuOmyVtMD4aezr7DK8hEZsM2qw9i5somuA5ctqgYGM038xweGPO3Y6H3GRmY7JEg/jqRYb2w6bZC9J+Usr8LETBs8zO05nmc2Y7aOhjoAZ05/QaImO/OE3JrzHv8xGm+lpLMNbFh8+bJbrLDMQrJ3sMhp9/MY7BVNO16ttbjotZO0vU8g+8d4/JrjAVGEmbNO2NCiM6WneZ5KGzTpLFp6PcFphFV6iYCm0aqPvMpOjdM7bW7t1FE7DQXFVkpgoecUXp2HRidh8xptjqaaOTPhjR/lDL3Zg4t8texU+AqOhspmmPPabcZ9CeasX+NeIJl+HIi+pW8vS0phEd3vY0Eg8WLrs+Kl6Tw/dE1BOuWskj8Hr6dHNGLQMvjTklobsHzhA4s0uy6DoM9Hn2rBHjmwzZktKlk1t8DudlQuy2iEm/Pe8hU4D2vBfpZ30Ky9bTQ4tsrPkR7cqzSm5L0vrf1ufZZBdvEKJSSbZwh0Z5bYx6mfEEKGE0eDUgklBh+6UHRqhGbjQ5A9M4tg9fO+vsFFCMIRO4PKiEfYUQOjXNIPf0+U3Fbas5utm3o5xV8CylPVNlQhMaKITurXiGDG5Yepyiqm0kxMqjWW7ihs+QiP+3q44leex8BrW0+n9ga00twNDBiq0RsPUP5etpJO0evq75Zfn5Btv3OHTxr8ZoadFdAwGA4GpcMFPWPzJa/zymDDuGt7jrioPddBemkYmNKZopw3QgFtCUk6WPZ0CzBfJwh9alT+46pUj1o7N6uz5dZbkQq+vcIUrHDRAiqxip71w+kq9sNRkedFtcO9MmcGMmeCHtymY5LvyXWGnwpfBVLzqhld5EhdeK83eTeZkkUFhpdHDruLfVqeQXhvzKq2zzU4uWPrQMWi0rP25qWwZJksi4KNQaHDLiB86lKMX1iqZ2QQMHvCDhwgXT5TV/oI9Ez9T0uS/T7fSMHJxXhyu+xPPfe5zWwUCE/ryGlrcwUfXjEBDYm/BCMoFPp2SSlin3eEhcgvthLOFJb6Gb8Vd6W+K5hQfkYmRtgtGTE1/Cm83wvFFX5Qno8Ja05YHs0EzOiPX3KVxKVMDmtkh3QNL/7jRQTN018n3VspFmmbJThQZyND7pMkOTW6wbMtIBilOI9nPspcgP3QXfM0PmcAxEFIvnve85zVdNrCxlOoUUX3ePWWY9MhDumYn9vzczjdYUC90JE5hMeGTu8qxhof2Ilu6zDK88Bf4RTTXiVslXUtHBt617dwOH1vuFJKoDQ7PAVvKsAFohG2XH4Munyl0CiPMSMl000jZpg9FoBxwjE4oRSrTOoLbBCzh14qIpjA/PKVwLPHIh9EQEzn0PIC38estensszkVnRN/j8CctCuyhOpvNLpvZYHPKwttN5BtYNlgGbg3veYk/eYi/t0OjDx/zL6M1hrPVMHwpG/cTvPHPJM9bpblTeMoEv+6HWAM3ivVBI/za7HS+X+dg1miEbHSbkzDijG69L6QxVkccwc4taDyvU0br5jFlqlG2kW8QooOwTt2nm4ZWx2EGy4ajPjuVpE7DCV7kAo5uu10vzl0LG6QXutCF2l0j+Q8f4R+c9oRM1SmDA/sXOlfLVNoOBp4f+LQj/LX+huaqds/LFF7SnYrfyXD1wl6ifDPsuLeS7rY6BUfRcuv4sY99bEtf5SUgha8n97aKN180ajkxYiPXdM+008zCDMNapLVDo2CFbJOaIvRGAfeNYWBqAVZ34pfZcPwonJEOd4TLLW082gx2/r+eCU4lkQbl9cql3vsVr3hFe/ulFhRaTOizjbZMob1sSBZGTN5rUmHEVfzwlPz0/oSHfvyL7NBgh78Kvw4teGM0koa4xPd0A4NGGhJhdMUmv0aSSaVvnl3+q3nBirPzZshOutB7+fBTN8wczJyf/vSntw88uWFu7RwN6+lGffJqr4mOWRc3CnY5MxfJkl04SZuM/KrM4iYrdUl84ENjzNYJWdr02i5dNPrXMaCTNNGzoWwfQbh9RCeQdAjyr+OrRt4NHL0vpKMx0MGfjs+3MCwJpkzRjttMW1thg15bYcXBgAyPyV/SkT9mLI+J6+OnZDJGI+mM2aG/Ll5Pawo/9Hv+zei0wwYeMRU2YevYW377SO+kUXQRRI9dlS5MsSmJq+hGyk5huIFpVGD9y4whhU/5KY0RlJGy5RHLT+DMICgBepSEMjDCNN5RoimBrioQ9NHweiSlTaOPx9CWttG76b8O0XJG8NiWCpwGctpBBwI++GiAiTLzO77n9ig8oytLbN4tSecanOSh9yccXUZ8NeGthsUdHP4eLzDVXhV+Ks3gL0orMJUn8rKn45y/5RfyrHCVx91wy09+XuR1/FQj6cav8PAaN/4dTzVL8IqnNXSjc/pu+UMnAYYxCjeyRlcjrFOkH56aN5ug/+Rj4JDBgwEV/OhZZIIPPEyZ8AcOrlG5W/DqpjqYGYNlITN+aeiwvHXmToIOwu1gAxlLOWa2Mej4WI9TSdKRR7jeJpMHpvLmRN5LX/rS1iaYOaGvnelNxenl3MPupL+mvRPphD7aNc9PfOITW5vqC5JM9GZdHurbR1vuFKwb2iyz8YdhjFbGw1TCNXIuoVhKohw2hIyaTDcpIDgjQQ09BdSwqhA6AUcsVQDh0tO56AjggFeZVCrr/Ght1YRXy2GOdxmdMQQtjgl9swnvzzhVouMSbwNYvowE5bfKgxsu2xoohXfkTkV2jt1RuxRohZUmP/rhrzGywt8yeHRjwC4zq8KH355e8BelVWHAkaMOky5oWDI4QDuwfTqH2h+doN+OMpsF0NmUZ/jBb3QgYRpEAwMjcjMFnYXRn3D5VyfoOv1Hz1FNnYM4M29LTmRkQGGQFRx1wZMHBmHqTerLqjJDh6HnRv5mv5YzjfL9dEoGRBp+sKkjZjlG8lYKdOI6RrruKLGTdRp4R4rdwVGWcPHENtNwashbZvJr786mceIDG9n1/oTvhh254mk7JnTQqLT6cHEG0b5bYc+RLOlBTIVP2CK7dgpbXj4yWjadjbItSlAcOMppBG6qQ+n9MO8nk2CEMUYj9itUAMc3La1oGPjNIkxPNab8Nm+92+5BMJ2VCqGxRTM/AkvlRT8VtlZSYfxmNzm5EN4aU2W9jtI+5znPaSckdAxGZzoDM6gUjrRTOOHDhrNRL2XXqYbX0AcXA7fyHFqxK2xwqh04YdyL4CvsFFwfHpyE1zSERcbS5w9c5bF3gwkdumBN3vqzCmAAIS7p9ri77aenGr50CJXP5D2NZ3jV6Gs4DWr86I4KzsBXJxh4/DZY1QsDC7qmI7Ecq0Oy7Grj2iDJ8pMnoA1wHPpIvZBeaKdM0OVOeUXnhKuzBkg6AOv3NofTmDdCP/kLLR2VJR5Pbhv0oKGtsJ+Gj3zEJ2lIUyeowzfqxaf1cfUrbUtk1/MZf/jgjwlO/NUOXA/Th4d+7Eqjd4/RShg7NJJG7J7OlJ+8Uj5wDah1tvYslUf0Ywp/nfAtdwp1hJ8MsiMITCQ8Qqnxme5WZsXrDGIomErm2KYjZuJUBmtoRh7WXE1HLSn4apvGg2JRMiM2Ixr4KlrSRoMATX9dvDFykY7GOXHS6KeqyUvyxa9TtB9io1Blc9wUPUYhJk2jJ0dZ/VQOm6U6HelF8SvdpBVFqDJtxLfwtwkafbI9zfgr38lLj7vMD8+o2IXBo48+uo2Il+HsZnzyngZ9jJfA1LhePvTB6HzK0F065KfxNn1KXwAAIABJREFU56d7dFan5DvJZGY/yyVI8eqFDsKs20kne2JmFRmA4SuDKEdE6aW1foMv+RGHT/gZXPV8o5Ew9M0ELAWbyXDrVNRHJvphWcrAygwbXzoGfIn3C73IovcnfKfslFds6Y+5x9KvcIlXFglP2Kp2xVUO9iyVaVZqVqWzCtyWl4+MHjxKhtlVC4tApmD7uFoAMsKvwlThUGrLTKa1KoQ465mm0mYVfpTMWqhOzGieYlJ0S1Bs01zLWToIm10acKN4U+DwgC4THlOwFLeGgfdjjI5skNmfoPymwpaI8BAT3PjZ8McqRA/DHz5q3CJ38hOY8Bp/7HXpBm/MThqr0AwMeRsB6/SNdDWA1aQ8athuuvFNNzWoZsIGCdbMmeSfO/lbxCv4lD94frY8xx9aiYsduuDotH08swr0NB548oyKmXD0X93Q0NtM1oCrL+pFZugGWDoHy76+r+CGcNLHU3hl65jsjzkdRP8tX9lwN+gK/+qXvRQHMMB7Gt8SFx7wHZO8xk44W35jKk4ND1+Bq3bgKq74Gs7dx1cai9yr4CatRXRq+txkqE1zGMXGO9kxoSV+q6YuH225U3ABhxLZLFIhIojKWM3UVpkNHvpjBR2B6CCMsEyvjWys0RKgEwt6VhWBQrLxlZ+pu1mCvNgAd3w0m8c1bfDJY8LHwmyqWxe1Dm6ZzMkKm4dVRsvygu6YSXo1Lvmfwqmwh8o9lb9F6Ue2bEtGFN+SkZkXnap6tYjObsRFL5WBJUwHDCxtMsI0eCn/8Jdyiz+w1V/dPbw0yYQdU2UoTNrqBf1XLwyAdLYaePsY6knqhOUnPPrBMbDyMxs2G7fsI1/RM7b08MDt8UZLRvgxuNJ5mOGLl76yNONTPwyO7DeoF6GX/IVu8pe8BS7+MTs0kvcxGGGBW4Vm4MNXaK6KG/hN2DpqD3WaXSkLsk1etkt/I52CM8zWCJ3Z90ohIWGymt0QXNKPsKK0UXgVgUllYhO2EZWfGYfpuA7CGi9bw6SiMJadjIJsipld2IDT+dhgZozILD05f23UVQ2ekm74q/HcwiO3wMQvnjvhgU84ey8YPEbuq/IDR+NpHdpaqVmCRiV5jb0qvUMJh/eUq41io2P1wno8MyaPsfyAmzIVPnDC4k46FU5YYMBx1zoqzE/dUC/ilxd+9cKJIsu1Bllm204+qRcGPDoN9cXpKHsYZh1m4toD+xzqBDxpWsZVl/wMwMZMeByLWyWs5h2tKRO4RTA7gTtFcyo8ZUd+Nt+tOng/S9siLr8p/HXCN9IpUCQ73yrAfe9731bYwiJwDG1F6H1GIhi0+oZGWOJrumhQ7FSAwAkP/FgYeHhmHDbxTL/l0UhHnPzBswlmT8DJC7c4VRKdgUrBhHZ4kCZ3eEx8hW2Ihb/4l9mhCa6msQyvxkcmNWxT7tCuea60hTPk6wikky5mWZbZxKUMaz4r/l5wkzuTPHrz36jZgYI6MIgswI7lJ7IYy1OFn4IDM6UDwQ8uP3f8lf/AJgxNgyKzCRfuLA/Z0zPz0AEYBDkIYpDEb2ZhBm5GYOlI51hlpEyTfvKKj5puwtexK37NV08jcItgxnAqj+vg9rRW9UvDQMlmsr1LS3PaGUYetEcZrK5KcwpuI50ChjHlnLUND9NS5/YpgkYzgscEWIoQheUXH3uK0dAAtx1T6YQWfpI+2y9hceOXm236TbnRilLHBsMkT71bfHhIPipswrZih640xtLZCs1N4CzjBd9pKCzp2WS05u0WsH0hJnmLvQm+doJG1evQt2b+1Kc+temKGbVjy/SFkR/yien9Cd+KvYrcwVS46q5pJjz88cuD/Kbs8mS2QVLKCUzghEU+aIdWTYc7afXhY/51YMfwtxOWPOJhp0xkpBP2IoR21jHnfp8qvGyCj411CpiJcCyr2GDznIWNVQ++uXCiZwPjR1ECP5WRCKRmeBnOFK2Eh9YiOuICl3yFlzG+e3g4gU+6i2z4Y3SncMLbojxU3MALWxUn+BU3YbErrXXyW/HTYFB2swMHBbyom3V48cwiPkJvr9mRTxpCS4sqtjV1swYncfxU8MBGHlvJc5VR6PUyqTD4it715Qe/wvZ04q9w4JPXsXhhgU968Qe+2lPpwxkzFX4KZgxvWVjo9jTXDV8lnaQR29Kd5SJtqcvB7nWYMSTtZTS3Er+xTiEKFqWIX6fgWJy3XnQOnpu2YSWeWZQ5cYRTYSKsVTMb+NCInfApOjVd7lSeKfiEV7yEbdpOHtBdlg8wq8CDGaNVcft8VPgp/B4n/gpvX8aRSUtwHvvTYKKdDgFOdYfGXrflwU9e6Xvc/E7+yKvlMfcJVHazIjDJb9yr5hPdmCncVWGm8EO/2mhW+PgTVtMMXmDiH7PH8MCFbtyBi53wMZpbCQvdmi4664YvSxs9abDpixUJhyzs17j3ZBmOUReS9jKaW4nfWKeQxGUqGUsmxblgYRrtwoslAh2EXXPH4dJBROjBW7UhTtqbspN+tdEOf1PpJB7euiYyWwUv9JPeKjgVJvmqaSaswm3HHdqxQyt+6TkN5ly6E0Yu7133utcNWLPBhC/2fjTyGxN38iTciR+3UNULnaHTbm4I6yDG6gWcih/aCY8/acWf+LHwCrMVN5opn9CPv9Kb4rvCTLkrvaTRw64C0+Nsx5/0pviptMHU9ow/+GxlzTYLsKHvOxDu5ngvyzM61YALbg3flHsjncIyZgjANCijPdNoFy50Eu4B3OY2t2mbtC7KyKylBLAR1DL6Y/HorFJYwa3wUwJfh17oTtlJYys0p3ATXtPs6fODY0dJE1bx1nWHRmgHv6YjzmaYzsAGrI1kb+V4JNHGPFjxY/kIveOaTccjO6fX3BR2r8DxbjMIN6LVB6Z2EhoPeNVUudW4Gp46VcPQqPCVJndgF8EEbgwm+KHbwyyLD+3gr2L3aQSnpgWGP7CJiz84U3bga/wi3KSnDGrd43aaywkvR9ht4LuAq110Oks6Y2nVdDfpPmSdQhr6ME9Azke7+Xvssce20wrOKusk3GisI6XgrGsT5KJCGqO3FeGvm4Z0k84mcUOz5muMfuQibgyn4q/iRqcqeaVJ2S0PWS5xVNHox+EDz4EYAZkaVx7h5rdK2vsZJvlOYy8v8u5op3VkR3KdfsuxZhf3yA58cGv+q9xr/Fi4+Bpe6fTuwFWaYzCL4sFP0Ul4aI7R6WHGYCvMGI3KAzcYOIENfvxJY8oOfI1fhAte2enQDX6smKgX6kSO8TqIYDDgvlR4Y6tfh8ocsk6hZiiCq5l2pM3pJUeuHP3kdyPUElO+SpXZBnw/+KuapLUp+HXSXzftKR5rfiPDZbDL4OAvy0sf3/vDQxTXTNAxRctC7nvo4B008PUst2VzlK6mHZo1j6F7XLTld8xEDuK4daieiPAyqqOebhg73+98utvF6kSPE7qb1rspnjeZ3jKel8WHl1XtrdIbwxsLw4cOQDm5r6HD9yQ6t1mAJ0gspdtPM0CaMmgfKnNIOoVlmYlS60Vlnu3ijwsa3ggyWvKs7vWvf/0DywxgNEKZgYRGTasWUnVXmCn3uvDojOEIY5ZVqPARGsGruIkTVt3BrXbwV0234lZ35Bp64hLGznKPDt2pGqeHnEf3XIF3qLw7pVMwOqq4lV5Nb3b/jwRquaVe0HUjS8dbnUaxB+E2sGdTwDB1xsYd3HXkmvLty6jyhF4fnzR6uIRXO7g97KLwHrbS693oBD40wSQs8InrwxPPDkwNi1zh0e0s8QWW7NUNHYD9AQNds2bP4f/2b/92qxc5dQaWQSvumtahdu+JTiECIRRCTQGx7TN408iFDbMIgjXi1MOCTSFsWnCVj2W0F8GGv+RpGS3xodfjJnwVGpuCqWUifYruXR9v3PvWhamvCuL2qvP37qbkC2E1L6GTsORtU3we1+hEX9iRXcLk1ckU307WOdibcVGM7JWBBgrsVjuFyDLppqxq+mASHvjYPVzCqx3cHnYqvOKu6w5NeNtNL7R6OuqF1Q3PhigXd7XAWOVw81t7ZfnPAKnHTX7QDv2E7Ya9pzqFFFovGEIUpvEx7TJ7sEntiJYZhNMapmdTeKsINmmsAjvF56q4Y3DrpC+fvWJV/MRFHn1cwsNHD59wtlEQmXvPxrqnC0res6Honp7w0JkRaz8TqDTG3D0PYzDH57CUSWRQyzBhbOGeYtE5u+Vqk9LlMevSGqGMYIMDXmfR00/8OvZYGU7RFT4Gv056OwEbeWhbYvDpJy75Ce+Bp++e/NABmL3ZHzVDVicseVveMxPQWcAJfk0jtGtY3Ltp75lOYZEQqvAiYBXBy6POt3t6wikWnYP4/FIQsWsalaZwMD1ehd+EO3zUtLkTvmoagV/Eb/ITmkmHnUYBjEaDgqsUiRPuCLFRqM6X2xMmHjYz8jFbCw+9nfRm+9BIQJkxKT9uG9Q+/2md+g53uEPrJFLW9iTMvulAyg5O6DRiK/4Fv8cV3odVkuKCW8O5g7sMJng1nUqzhgc2dmizySF1IOHgtC8a9JjwZXPYMqnDMdodJ+f8HJLxHEvlobpDZz/Y+7JTiGAVohmCjTgf1/Heii+kOb2UAmZXk4LqwwNfYTftnkpbeM9PTTt4NYy74lT+4w7d4AvPT5jKwDYTMOphW6pzZNRswBv9NogtSaQjgB8Tuuy4Ezfbh0YCKY9artyWMtwQ9yEnl0W9bOp4ay2n6g6dcJ24Pjzx7EUw4ipu3MGpdOJeBaamyx2cReGhHzs8VFzu+tNZmBWrF2z1gtvSqNmxm+ipF0lbx4x2fglPuvvF3hedQoRZC3EszFO8vqVs6makVJc0FLJCy6g4+L0tjShNHzflX4azLB5daY7lbyxNcMmPeG5hwUdLZym/prZOPDjF4na5y1Iaf6N/oyEwXq2k6DoBJyHIjxGHNhPa3GPyGQtriPPfjkqglksSqmHKxW1YD1X6IqGjwCkrcOpDBgfwa5mHXrXhBL+G74YbHzWveAhv9L+v/2CF03t7YpZDfcfB/QA/S0DqReqO012WgzxyqRNwXD71LnIID0m3ymEsrMbvVfe+6hSmhKiA/Ci0AjVrOOaYY9qjfHb7XYxKAUXpwVeT+BrGXeEqTA0PjrAKk/BlNpwxeovwwEdB2R7McgLIE8WOgnp/yhqnDUhLPhp+R97Iwh6AOGfeucNz+I9/Ufpz3N6XgPLMz4DgyU9+cjsJ4+a4E0sZIClvv6m6UXMaHalhq7qjV2isYgIPdgxnihfh6exqvXCi0QyK7tt3US+M/L2qkLpgn9JRURvC0kdL/UpaladV8rAfYY5TnUIKQAFaSvIhD88HeNLa8wG+W5uGdFHh1ji0YqbCozCBW9dGt6azCB9clNSIx9s5zq9TbCMZR0FNa/OKYs9bn1b87LjRn83+l4Cyj17FNmP0BTt7RQ4LeHjQiLjCRg9i95IAK25dE5zwsgw/8OAqzlT64HVs9kx8dtQxUIMeM1/1wr0n9QJcaMQOL/wJS/rpLPkTFvjjon2c6RSiOGkwU7DuODit5JN1Gk7fd6YclEWj2itI6IwVfg1Df8qE5lR8H17hw3foi0t8DTMT8MU7Iz62vFVcOEzFSbqBS3xg+as78LO9fyWQ8o+d8jVo8pEWz5Tbg3PfwcjZTNJyUnQEvEYxeGOSCOxY3DphY3Skm/DKh7Ba16VjdmAJSH2wF+YQSv/5VnChx/aDx45JfIVN3CI5BGa/28eJTmGqECgRw9YB+B6sI3uOkdk49cUoo2ubqhTD0hNTlW1KCaKsDaH89fBV2ZbFga0KCb5WBHwZBbkMY6TniWlrxAxY8bOZJbBMAtEztjV0p5Wc5PNlNCduzCCMrDWo6gS4RUZ86swiuBqXurCMdsUBGzx2cPFskGRVwKET9eLqV7/6gfi5XlQpLncfLzoFCpQOIgrsKQa3bz0fYB3eCIkieWeGkoFfV9GJO0ob0UdxF8VVBQcXHHxYC7ZX4FJM3kdxksRtYeuggdep9Wm3yPlvlkAnAfqV+lB1RgfghI2vqfmsps1YJ5auec1rDkcccUTDqYOUkI3+xk74IjvpRtenYCtNbukb0JkRGNx5UVRn5qNXt7zlLdspK/UmBs7cKUQaq9nH6U4hChdlioKlsU84OJ2DTyY6qWOJyQjcmW5TaQYM+N6EZh8ef+JjC0crPHBr0FPZYoP3QRY3uS0ReeLDspf1X0pf+Qlt9mxmCSyTAN2JiXtMd2zKmpU+4hGPaAcZvNpJF7O8VHHpLRNdjDvpLLOjz+pFaAmLv9K1J+IhTS8b5Ai6epE8xE6avT/hsz0ugeN0pzCe5f8JjRKyo4SU3Yj85S9/eVtqMiI58sgj2wNk9XXKqqiL0khc0oo/dsKljyblxYOKqDNwSuT2t799u7kNNvBgZzNLYCclEH2ThiVLT5q4sGXz1ik2T3s7rsnQ2ehkdJQu0+vaICcuNlzxSYu74gkPjFmMJVOvxxq0OXqeLzmCSf1pCPPftiRwvO0UIjUKXZWRIlIwCm3ZxpePzCJ0DhTR0c5sUKPRK3UUPnZg2FHyuFORdD5OhUjHUVp3BYzOHI2r+NKq/uaZ/2YJ7IAE6Gp+yNNVdUW9oKfqxUc+8pE2o/bVOMc8+7oUfYVf60PcqTuBEx5Y6akX7g/YB/R5X093POABDzjwflAGU6lHodOIzH9blsDxtlOIAlbJRckSBsaPYtqMc0PUGqZLXvYebFRT3Krc3Oj0CsrvWrzbkbkwg5anpW326WyMvK5ylau0ze/+RETSSAUIj7M9S2CnJDBWR5KWgZFz/+qFpRx7X45Ce9bbaSZ6qh7EpD5Ej4UnTGeiHqgb6pob9fw2j890pjO1i5XqRWYmoRF8fHLHnzRne2sSON52CuuIK5WDbSrtVUoVwSNxGvQznvGM7Q5ELsk57qeSeCeFYqtA3kUxmvLkgHdSnHjys4Fnj0DnwkSxY6/D5ww7S+BQSSB1IgMgAx6vGKsXnovW0NNvuk63wasPbtN74VW9UJfMhn1QxqUx39qwN+DCpY4FXgZBsQ9V/o7P6cydwpLSj/IHjN9Po82m2KbTnpNQMYS5M0C5NfguzjEVp7rNCGp86AqbO4YmmvlvD0qADsdUtzB+94NcIDObyLKTPQA3iB2YMDOuup6ZBVzuGofm3ClE2jtvz53CEhlT0iho3EGJn82kEeenxAkPPDs4U2FJq9KrsLN7lsBekECv29HrPjx1As+BiZtd9b3mq8ebO4UqnZ11107hfw/37mya+4p6lJMddzIQf+xl4eJ72LGwMZjQnu1ZAntBAr2Oxh97jMcaN+VehjcWP4ftnATmc447J9uZ8iyBWQKzBPadBOZOYd8V2czwLIFZArMEdk4Cc6ewc7KdKc8SmCUwS2DfSWDuFPZdkc0MzxKYJTBLYOckMHcKOyfbmfIsgVkCswT2nQTmTmHfFdnM8CyBWQKzBHZOAnOnsHOynSnPEpglMEtg30lg7hT2XZHNDM8SmCUwS2DnJDB3Cjsn25nyLIFZArME9p0E5k5h3xXZzPAsgVkCswR2TgJzp7Bzsp0pzxKYJTBLYN9JYO4U9l2RzQzPEpglMEtg5yQwdwo7J9uZ8iyBWQKzBPadBOZOYd8V2czwLIFZArMEdk4Cc6ewc7KdKc8SmCUwS2DfSWDuFPZdkc0MzxKYJTBLYOckMHcKOyfbmfIsgVkCswT2nQTmTmHfFdnM8CyBWQKzBHZOAnOnsHOynSnPEpglMEtg30lg7hT2XZHNDM8SmCUwS2DnJDB3Cjsn25nyLIFZArME9p0E5k5h3xXZzPAsgVkCswR2TgJzp7Bzsp0pzxKYJTBLYN9JYO4U9l2RzQzPEpglMEtg5yQwdwo7J9uZ8iyBWQKzBPadBOZOYd8V2czwLIFZArMEdk4CJ9w50jPlvSKBH//4x40V9glOcIJRtgIjvsL893//d4OvYdyVVsWt4aMJzYGzBPaYBKK/la3ocewaV93B7etEDyO+1qEav9fc80xhr5XIBvmhsFFaZKO43DW8unUCwUs4u4ano+hZTXjw+vjZP0tgr0ig1/HKV6+/VfcDF/z42epX6gB/6KQziL/i7EX3PFPYi6WyYZ6i1FHOkP/hD384fPaznx0+/elPD5/61KeGL33pS8NXvvKV4Zvf/GZAhhOe8ITDaU5zmuFMZzrTcPrTn3442clONpz5zGceznOe87S4qujcfRoHCM2OWQJ7VAL0Nnqchv2Tn/xkqxef+9znhs985jPD17/+9QP1AkzqxelOd7rhF37hF4ZTnvKUw2GHHdbqxU/91E8doBe6sg5vP9SRE/z4J1wfdoYzD5/74mf3aLHNbI1JoCpcr2yJq/Z//dd/De95z3uG17zmNcNf//VfDx/84AeHn/mZn2mK/Mu//MvDGc5whuEUpzjFQNFDT8fx+c9/fvja1742fOtb3xq+8IUvDP/2b/82fPnLXx4ueclLDpe73OWGX/mVXxmufOUrDyc60Ykam8FdVAnEzWaWwKGQQD9612gLiw7S8Xe/+92tXrz85S8fPvaxjw0/93M/N5zjHOcYLnShC7V6cfKTn7w1/sH73ve+N3zxi18c/v3f/334zne+0wZX//Iv/9I6j4tc5CLD5S9/+eFiF7tYqx8nOclJhp/+6Z8e1D82GnhI/SCD8JL6Gv+hkI80avs/dwqHSuo7kE4UCOnqTlI/+MEPmrK/4Q1vGN75zncOX/3qV4eznvWsw3nPe97hbGc7W1N6I56MbChiFHaMXtIBr1J85CMfaZ3ERz/60VaRzCiOOOKI1llc5jKXGU596lMfUPyq5Gjz17DwPNuzBDYhgaq/cUffvv/977d68frXv/6genH+85+/1Y+zn/3sg4Ycnp86URvz0MNn3KlD6oX6YPCUevGzP/uzw4UvfOFWL371V391+Pmf//mDshi+BFb3QUA77Jk7hR0W8KEiT1ljqvKa8j772c8eXvjCFw4qwM1vfvPhqKOOGk584hO30UpwegWMgseu8cL4/RKPTtxoqxD/8A//MLzyla8c3ve+9w3Xuta1ht/5nd8ZLnCBCwwnPelJW7KhwVPph6fZniWwCQlEL9FST+iaJaCXvvSlwxOe8IRWD37t135tuMpVrtJ00ygejsY98D0faIhLBxB4dnVXPJ3Jj370o+Ftb3tbqxfvf//7W724/e1v32YhOp8Y9CudQ1k/5k4hpbAPbUoTU93/+Z//ObzxjW8cXvayl7W1UNNeyzuHH354U0pKH2WGDzdKuEj5AldxqruPl4aKYF/iXe961/COd7yjTbPxcd3rXne40pWu1PYl0Ei6lUbCxM9mlsAyCdCdMZMB07e//e3h1a9+9fCKV7yijdwvcYlLDFe4whXaLNkghr759Y39mB5GT3u7ph9awQ8smNSLf/qnfxr8LD+d61znagO2I488cjCjAF/rKTy0xujVdLfrnjuF7UrwEONTlGriZ1vCee5znzu8/e1vbyOPK17xim0jmJIHruJyU7CpuB52yg8/igqGnzKncrETL9xm9lve8pbhve99b5ui3+hGN2r7EDaug8+GE7wWMf/NElgggarHdI4RZn3/+c9/fttDs3SjI7ARbOZMv6K/wY/exb8gydGo6Ow6+OqFAx5m1wZQDnPc5CY3OTB7kVDoVncNG2VmC4Fzp7AFoe0mCkWLslEIym/z96EPfWgbBd32trcdrnnNax5YGgIDnt0rUBrt0NtqvpJGTYc7dPt0A2cz2kb18573vLbH8eAHP3gwStI5hN8ed6s8znjHfQlk8BG9cwDinve8Z2to73CHOzTdsnyTeA0xE7zo8XYlFZ1NOqE3Rh8MPthxp1782Z/9WTsFeP/733+4xjWu0WYPeGXMNHbKzJ3CTkl2A3QpSRQsiissxubVox/96MHaJKVxysEJoihO4MaUMXHr2qvSGoMTlnzUdCn4hz70ocEmuDxZWrLG6wRUDFymyiRxs338kkCtAzXndEsDawZqxux0nb2sS1/60u00XHRnCj/h0bVKex138Cu9mrb46g+cNILLnXrx5je/uZ0OlJff+I3fGK0XPe46/Pawc6fQS2QP+aMssbHG/R//8R/DIx/5yOElL3nJcI973GNwuicjIEoVpQt8RkTxbyeL0q+KO0arxlfeAxsasYWH7+9+97vDMcccM7zpTW8ajJQuetGLNrQ6mgps6M328UsCGfTQAzoUHXPK52EPe1gbXNzmNrdpe1Zjg5BVpRX6U/DimaQfuITHv8jucSu90AGjflsCM3D60z/90+HiF7/4gToT+oGPf6v23ClsVXI7jEeZKYOCjq3BPProo5tyUAqzg1Od6lSNk8DEDnvBj/9Q2FU58dObylPlNyM9R2M/8YlPDE9/+tPbkdmHPOQhB/KJFvzQqGn16cz+46YEqk7RGfcDNJR/8Rd/0e4CXPWqVx3cJXCgIvoBJwOLVaQS/VoEW2lXuITXsOqu/NfwuFMnwrM8MpaVXJ57ylOeMpz73OduS8aOfgd+Wbqhv8yeO4VlEjqE8Qo3BRy35M0MnvzkJw9/9Vd/NVB4ewa5HBb2wPdKv4piB3837eQZD8l3Zjd/+7d/2y7XveAFL2jT5ih+bDjVvZv5mNPeOQlEL9gxTuw86UlPGuiIpRX7UZZcAlP1v4YFnx3dSXyN2213+I+Nx9Txv//7v2+nC//4j/94ON/5ztfCkx9wyddW8lA7hfnto61IcIM4KUx23K997WvbUTXHOo0QrLenQwhMWOCP2Y5ShEa10au/Ghf3sjQrftxwKx43xU+YE1T2F9yvMGIKXkZPSXu2j9sSSJ1ILt0xcMHMHtrjH//4NliKztR6kbDoTfC3aode8Hu+Er7MXpWfPj2zH8Y+ic1zJ6kc1ggf7E2a+UbzJqW5BVoKNI2dc9N/8Ad/MPzrv/7r8Fu/9VvDGc94xgMdhUYzDaRk4PXKE/+UkoifiqusrwpXcabc4an4qUoQAAAgAElEQVTGT/FQw43+/vIv/3J461vf2i7hRRbpPMbo1jRm9/6XQJaC3MRXL7zTdatb3ao9N0E/Uh/oDb2opupSDeeO7iyCGcMB7xf8HmaZfwqv8lFhanjSlk/LrH/yJ3/S9t/OcpazHBg0LUt/Ufw8U1gknUMQp4ApdDoDfksll7rUpdrDWg94wANah4AVys+AqQpT3WE5ihN/b4tfxawKN0YruNXmrr8eL7DylJ9NNjOk3/zN32ynL2woiqt04u7pzf79JYGUI1udqPbjHve4tkTkktd973vftpyY5aJaByoN7mVmFZhKI/BJM/4Ks8wNZ+xX8Wp8DU+nJ31P1NznPvdp9cI7TUyPx79VM7+SulXJbRNPoSlglcAS0Z//+Z8PT33qU9vrixQglSNwU8mhsUwBoshTNPrwKXrrpJU0Y0/RlHZgKh9kAMdywfWud73hspe9bDt77kXKyscYbqUzu/e+BJRzypSd5ZIHPehB7ej1M57xjJaJ1AswKffgrpPLRbq4Kp2kH/j4t0I7uGhN4WsPUifYHq28xS1uMVhqtdfg5WJ0pvDD5yr2wXOuVTBmmG1LIAVnOvzrv/7rrbH7oz/6owP7BukQqrJMJRpaU/E7Gd7zF15iS5u7+hfx08OFvqcJyMk7St/4xjcaiR52Ed05bu9KIPpB56P3H/7whwc33i0b3e9+9zuwNFQbxuDt3ZxtljN1wa/q/QUveMHhTne60+AdJaexmE3IZe4UNlt2B1GrBcQdpQfk4pbTE56dvte97vV/vk2QBvEgglv0RJFib5HMymir8D7GS/BiS5DMmOtc5zpt1qBzcEyXCY3YLXD+2xcSUGa13JS5n1HvDW5wg+Ha17724KY+Y+ZgdMxUnBawhb+qX1tAXwllnTR6WUwlAK6n6/SVWbRDGfkOSurMFJ1l4fPy0TIJbSC+Frq1cstE9hCskf7SL/3SQWer+0JflHytIBWvhgc/o6z4F9logQ9NdmgmLPhjcYEJTmCrHZgaxt2Hhz65OZbL+HbDE5/4xHbJLfmK3dOb/XtPAtGL2MrYNw0e8YhHDG7y2lS2gZqN5uQgHUP87NDgrrpTwyt83BU2YbHhRu+m4KboV/jQCL3QX2RX/ApX00vdBMutYxDvdQP1wsXWmOBN0Q1ctefTR1UaG3YrEIUWY1PIJrJvGtz4xjdO8EH2OoWXAkeg4tXwEI8CjVWswMROA4sOvNCraQSWnfiEBa4PT/wiu+Im7djw8J/TKG4//+Iv/uIBHrMpv4j+HLf7Eqh6we2JCm9gmTW7nJnyjo1j7jFTaVWYGt7jVbg+jh9u0p6C7ekHroaHjrg05Ekv8PEHrw+v8eICl3B0o/eWVn//939/cPHTa8TqSuCn6IbOfPooktgBWyH4KaxaIG5eOmdsffxmN7vZgc5iqrBCJ/YyVgOXNHt44VGSCjvmrspX6cXd4/Rpreofy3tPG0xdPuA+7WlP2zpVt59jat4SNtt7RwIp13AUv03kq1/96m25yHIqI67acQen2g3wJ39T4YGJvlW4MXfSiz0FE7oVrobV9OJOfE9zKjxwwY8/aXoJQJ0Q7pOgTuvd+c53HjylL4wJbtJYZs/LR8sktIX4FJzCcEVdz+31xmc961ntqGlt5FJwW0jmoMLeDp110t5UOlHU2HiotIXz+2nwM3v5+Mc/3u5xeDLcRr2nkH3AJ7iV3jr5mmF3XgLKKCNmn3e1TORJde/7+PylehGTcoweJHwrdmhtBXcRTuhG9xbBbjeO3Bhppj5ENjoG7YwPW9mk92U37yU50h0TXuNfZM+dwiLpbCEuig+VsusIbnnLWw5OCihMip9z1lsgv2dR1lG6mom+QoWO8Cg9eM8b/N3f/V3rCHyMxJ0OlcAzIE6qgCff2exdCSgj+u8ItqU/r386VjmmA+k8ej3Yu7nbWc7oduSUDoL/K1/5Sju9+MlPfrJ9WdESnD2GV73qVQd1CutwtyudQjJXKz2mowDJQOJjJ3wMtg+rOGNuYZs0CiqNkq89OT5pVPuYxzymfe9VZaiKvijtyGcMZlHcGPwmw6oce7o9X4vk28NWWjUODSeNbD76aIrO1MfQfVHOsx9kqqO44Q1v2DqQRWnWNHbbnTyG3/jxxZ3wyqew6E8NX9U9RnNV3HXhpvJjL8hemofrvF9khFthk86UDBK/V+wx3hfxpgy2igMvckHHxrx68e53v7u1Oz55e7nLXa61NT6N65O4THAW8dXH7UqnEOFQ8qroCa8C4E4vKT7wcSfT8VdYma3w/OCY4DXPNv+kgZ5GyhV075P4HKaOIWt+4StJ4WOTPITumJ08i6tu6cesEl7xK25oVHsqvqYTeGFkGBnxWxbyRSqbkIzNeacqXNJhwJz+9Kdvs7HgJbwB7IM/+iIfVVb8CU8cO3rMnjLoRBYVBzx/flP4mwjHg5+0ki88+87B3e9+97Z/YBNUvViUl/A8xhPaMUmjh6/hgV0VpsJN0QlN8eGHm/xjxnCrXCocvMgj9MT39J3CUye8feRugudf1Av1w6AJDbQsz3k2xztR65pd6RQwmYzHpjSWW85+9rMPt7vd7dpIUMNgM9HasSmR10IJyQdmPJvra12+smSDhSEMI0uvi5pW3frWtx7Oc57zNJwq8KS5rrCWwRvN+pyePYRznvOcLY9Jt8dNYccWz83gL+4ebz/48S/fi+QcmORH2aUx9FU5019KbdTj4+qeDf7BD35wQDbkoyLYW4CnkdlPRuVOOZOVbwj/4z/+YzuibLlRBf/Od77TllpU8Dve8Y4tv2Df+c53tiejdYoGIJbTyACODUYfpjeT8t0NciFbZlF5bFp20Wv8vu51rxvucpe7tOOSpz71qRs/8h++1k17L9WNlCFbfpLvRXkKTsoEjl+Vh/IMPbJSjk4XeflAvQCvTXTjH2wM2tpAz2uz7bcJW8f8b7e2DtYGYCMI9utf//rBjV6Nvorwe7/3ey0F5/gZV7k9juYDM5RevLPq5z3vedtZfzQoH9tn7AjBhY673vWu7UMVaHhqlwkc2O0Y+Pmho7A8Ylc7BPF48Ut6seFU9yq8rAu/Cs3AoJ1fwth9GD8ZJq7Cxi1+TBFDKzaYWhE0fsr52GOPbdNj+wYuMJ3jHOdoiq+hS9rSOslJTjKc4hSnaIOGGh4+9rIdvZB/zzkY/Xn90kbhwx/+8OFzn/tcG1VbarnIRS7SOgWNq41Z8fRf/h/4wAe2MkKHDMjLRiP3TW9604P0j9x32iRfbI2V/QP5e+xjH9v40nHho5b7TvO0FfrR0WW4yS84OPxTcg7NGl/dyix+dGK0eZaDfMJWh3DEEUe0fUrPZ8MJbMXVKRhcbcXs2vAqGWG70fuyl72sVX7Kbmbgg9ZmCo5XUSDhvqx01FFHtZmBEaJe0tpkpeUBLf5vfetbw4te9KI2urSWSaBG7yqMkdV2lTIFYPTqy0+mcypAeBHvF38Kp/cnnL0orsJtyl3TS34q7cQnL+wqN/F+FZc7eDVPNbyPp7xusmrwNIL2DKyRavTAprKkAtQ0VRCf8/RIWKVb87EX3eFVnmwSmvlqMA2MyOHFL35xG13nPovZkkESXTNDhiPMzLrK/4UvfGHzO33itV0mcqtlsEmZJP3YaHM/6lGPamXj/f8Y+c6vwtf4uBfZcCPDMThxY/Qr7BT+IrzgTMEkfB2Zq1Pw2PBinFh8+9vfPrjfpM3yRUIDhIz+8ZJ0Ui+T/pnOdKbhAx/4QPvuQuitau/aTCEMyoTZgcaAW8U47LDDWofgC2MpXKNEGSccJ3o0Aj7h6O2PCAJN8BoZt/ucbjAC86Da3/zN37RNrmc/+9kNpgo/vKxjp0DcINSgeaMlRhxTC6ryGLi9aod/PIdvYVFaYfxGgvZQ2AkL7qK8RZFtlhkMKEcDAbdYnbOm+DqEpE8nIku4fuHLaMnJpPgXpbtX4iIr/HDLX+TGtizmsIIZUvJlRkRe7mhYUtUxWFIyM45s2Moi3/H2vLLOxZKmS007ZcJ78oPnpz3taW0FAI8xwvFX4cXx5xfYZXbyvAxuUTx+6m8RbB+XPMCvbnD006CWvYoJD2QjXwbDb3zjG9tAQVlq4C0pWv3QIcSg36edOJc68x5Swla1d22mEAYJQaNtycBegr0Aim4GoIeUMaP7t73tbe1lQEtN9h+sl7r04s2Pauw3WIpSIYw4Cfwd73hHW9pxUSZrz1tRKrSqsSTlvX/pKSA0FVKvDCm4itu7e9rrxvfwU/5l6cAbgxEmH/k5WaXiW+fUkEfWSRd8ZBzcKDEaylCZmmnZPL7whS/c9g2CF1j0akOS9MMnXLO0/WbkgyEjSwJ0/fDDD2+drBH29a9//bbkQo81BI5w6iQsoeowLBN5I8j3BRj0yMxpFAOVZz7zmW1G7USKp1R0KkmzIWzwT5kxsZ/znOe0jv6hD33o6IAh+hAWghd/7EX8TuEEd1H8VNxUeGiO2RVH565eeMbm61//eisbF1ZjwMpTcLj7PNJl7YqBMt12YMW+KBP8uOlOrRs13oDa6aStmF195kImKLKe8Q//8A/blFgjYTnJ0UMNh+UgcDJJyVxy0Qh/8IMfbAJxOziXNGzIeDHQw1BGUoxRlUplKubZ5TRUfWGsIjy8xjgfb0PPBZw60kv8mJ005aca4X2YeGHBqfCruKfwxtJZRK/yEFyjT2vflF/jo2ycgEg+qp3RjzS4ddA6bp2JpQ8zOp3+mEGndg5jMHTHsp1lk5TtGNxeCosc8cRNl+k/t/yaddovs/nsa2PkpnG4293u1nTNvpU9Bw0Hfbe0SlbqjlmBWZafTXrlQy7i/XbChG+2wZzO3lLXWHp9GJwpU2EXwYkDOwU/Fi5sEc3KU8Wv4cpK3Vc+aNFBM2f1InsoNoPJv+oxWGHhG7627p//+Z9bZ2IVxKzAQQKmTz94lZe4a760k/Y6V2mf6jMXu94pyGB+BNWfSohAYhNuBBUBwGfgx1TBgYMnPnQCt46NJjpvectb2nTOzMOGDpqr0A1M+E3awvuwxLFrXmr4InfS6mHG0lmUPviqwEaspsZOilnKs+kJ3/p2D1v9NpFf/vKXt29Pa7AovYbOkgillYbKEb7hxi0PcSecHbcPjphuZxbY53kv+sM7feJOHqtbWPzslENg4ZJLlQ048kwc2B5P2CaNNKWnAfK2l+VdHZJ0q8Fn8hOea3ziElZh+rjAsEN3Cr6Gg19EK3R7nITHFp+yk097lgaeRx99dBuEGiwKt0cUA56Oshk0zCgMMNUPfvXCBbTa2SzjJfRDU/4st9uPdTjBAHkZjdop7PryEWZlIkxHaPyJq4UYhY8gghvY0Ikt3i8VI+HBX2bXtLktZznxYYpvfZepMIvoTcFNhYfWujz3PMFflMaiuIrrFIQnv50QytqmtUubYeDCZxqD/9/evYNa212FHo+9pUUgpxMRRAsFRWIlCEpAKxEU44WgBm2CihcUtFSjKDYqBiU2goJXUKOIoFglIohgZXcOHjtLu3P4PXz/LyPT51m3vfa79/t9a8Ja8zbGmGOOOeb98rDt71jSMC2mqE4UWSpyflrlCGe68V94Mpg85g4Grf/6r/96tzzCeVvs8lG+8D0bDuHJdMIK4xcfrvqRu/yv/sKfYk+a3A5+2FA2a0s3oi8+PmdY7iN7pnEEI/wc3Ln4PdrxPOMmHW4/7ZXlPDNngx55l1ej/c997nMbenlXXum5dkS8WbNw+2hePTDrBuO3x8PkZ88dj2aN7jDYb7PseI158U4Bs1NY+dmEudrCwDMEwL3ChbMKNbgN+cI/NPyMYjVqNradCPF5QPQq5AvJvQsWL2jfy6C5R28v7No00bYZbGOX4s8yK911dPMXf/EX2xor2VnTtrThTgmZMezK71YepU35rcO62fw2mPLKxj+TDCf/wYkLbsbnXuODLTw6wd/DRlu5MmZ79gPVDeU883WPtE7RKK+nYNa4cC6Ry1FeCpd39wGM7luyTr/VB/pNTuxwnAzTGQhXl+itAab4cLkzcyA8w4vfs+XRgE0dNGO4xrxIp5BwJqOElpGhMl8Biss97eBmvLAZHt1b7NJSgJYpFKKXThlpFL/nL70VrvB72/fK8x5flNXoY86O5P0zn/nMdlSOW/oqic02swejIZtljpfa7KwTAOfXqLaKgEZ09nhYw9CAayTklNnb0imseUwe8iduNafCZhw6mbU+FX4vW1rSNnt0ys9xSUe+Jw/SmvzdK+1L6Eh35eUSvAlzCj/6dNgepnYheHFOOxr9txyu7ni0zn6LI/JOFH3lV37ldudAWSUnNPzy0+9JN/5KP/+ebc9OvbjWvEinEJOnMiZujU848HODWc0MC26FOeWHU9rhOxFlicLTFdMEK2ymO2EaJcywc+5J9xzsm4iXB2vGTr3Ip5+9hb/7u7/bZPLf//3f23TYNNomsm/IOgRA+Rn5UYF0rsmpTmLyn7xn2Cm36Tvld+KmY5fRP4X3knFrHie/s9yFB5s72MInfHkKlj/44p5il2Y0DQC8GmA50HcQZudeOnD2eCz+qXa0J2+50Z6yeGpaK35y8ByLU14ZgyLH1M2ewFhyBaNemClbaVAv1IcM2UVv2rnBldfc4R7ZZgoO6qA90zqCL/xFOoWZ0emOqWmLn4VcXHjZha/2ufgVPj9Blq67DQq2I3aTp0voRyfap+wK/hK6k4+V5qm4FXb146GODB2y0AGQgQ1lRuNub8GtWZtljhQLo3xu5ppOl2804oedKSz/tJNDYRNv0sWb2YhRWGbFLfy12DMvk6c9vsEGnw1nuqMxw6a7+HvZ1Q3HY62B+w7C7OzXdG7l5Qiv8l/T4S9u4k73Hs5e2Dkc8eXZ8yQGJPkNnnxO1OzAFxbNpmy8m03ZSI5PvFbma3r85SX+VpjCs1ccp5cc8T+HF372i3QKJX6pfW2mLqV7CZxXOI1C9bgKnVEpnoune9FdFeqSvAajQyiPbA29Rt/Jki4Z4tN6paUhR1SN2G2UUXwbvzN97vyX5u9SOHTt9Zimm600jb8Uvzy/BnvyPOXFPeNeild8pBs2lh33duyxeoGv5+I1eezl/VTcHvw9wtQLOu/YMJ1vPwEv7lJZYnZL3WzK8eIPf/jD2yyhjiM5PVe5oq9eqA8GbUfHvvdk8VZ0CpPxFOC5hDnT4nYm3NMCRkTPnXaKkr3ycoufnOL7Vnxrpv/5n//5gY9+9KMbLQ2wt1jcGXFe3kavuyKOqM4GQnrlRWOS/xI+wjsHmx6gT/nxUtg53Ef8dRIgV42huyEu19nA7OY5SspMOaRvl5bhdVy8HmjLQY6lu8Cazukk1APPkKgfnuXRIIv3SzZ78rp3zpTV+6JTSPj3FuCkp+D8jI69zunZgXr4CZf7iKepAMFmz7gVf/XDETZxhK3+aAc//Xvumc6kRZmKM0uwTGQvRbi1UjMESm/ZpueswaEBb/JaIzHpT/6Owld+V7jihUuD8uu8dArvBZP85WW633Tepty5/Rw9dbn0677u6zadCKZyP+J3hodzlJ9oHcUXfgnNNa1wsqOVDX7iBMeubtA5y0TqhT0tS0he9rWnpl6Qj7YDXHVAG8KNTvSzS5s94wuPh/xH9grnNJi90GvMWzdTuCZzT4H1oJ4nuNfp8V6BPSWdS3Gn8uAh5bwU/xo4ios+23PgjqJqdL06q+GVPgXvq1kpfTxlX5PmLbBkojPCi1GZtVtha8W4hfYD5/MSSKZsb/H85V/+5Qd+8Rd/cdMRUMk7+/OYt7uk9doMnmrU/+mf/mm7rGb2bK/RrXTxZtFOY3EnD/WByb/ma4bfM99omaVoy64xnz8Heg3WexyWMN1ItC5oXa6CUni5X0IE0verwb4nDylm+WO7ZemZcicmPFrHrxLoJDxPMc3sCFSce5v4m3SF4VPHYERkT2EPbuI83NdJgDyTqXLtpWJyn7qC6gy7LpXPQ5fW50Nejwtv8ujmsufAvWbgqRsdgjs4Loo5iEFOdJKBU0dS3pJbOUtua3jxt9rSq15cQ+P+tfea1F8RrEbNiJNtNOTZ7Y985CNf0AAfFdos1AmTEpzLZviXwqE70wlPeGlGc8IVFnx+eWbgUmB+F3J0BE5LgPOGi/VTU1EnKSwdZMTDi0Z2vGQHzy7tYIub4YUFnx+9fvFO+W3qHeGH+7Cvk0DyJGcbqMrfpmnyR22v0YO3mmjtxQV7Ki6YaR/RPAqHO+P23PImnOFm5F/7YOChXjhh5+0pT7V46qUP2lg2ApteRh+NaG4ET/ztwUXnGhsPBnTqxTXmsXz0jrRSBII0NXZRzYmCCgFYMJcKeK9wL8V9DrgUPNozP/KNX5u1//Iv/7ItGzldYaPM5xOdq3b+WsdguhzuShONNaz0juxb5QSvzojym7o/zH0lUNko009+8pNbA5jMS2ktc7D0aeoBd7TCO2VfCn8p3Km09uImXXxbmvRoneVUxptGHiK03/gf//EfH/AyrNUF+c6g8VJG2n6+dPfoFG4shRRWo6jwfT7QOeNZsCl/sJcmhca1OJfQjh+wk88j3GDiJTt8T+26i6BxpUw/93M/t02RwTlpYebkyfK++yrcL7pPyeetuOVBB3at8h/J6RH+eQlULuqEfaVe7vw8xBe6wGsYdRyVTTS+EPLYdw38rWnM1NPh0jUjmLMfx9INlOTLaSszAwcawMH5mZ/5me0JfzPoOsNoSWe6Z7rn3PAy5TP/JTZe1ItrcR8zhXekW8H97u/+7vZOvQ6BWQtmT8DnYMIpjUm3uHfYuMpa091DroKCTWEnnPSdJPJ2kKUBSvRt3/Zt2wyh/RTK79lmxxCdyY7OTB/N8pI90znnnjhTTuGVFrhgheENz9yVWTgP+zYJJF/Yydtz0L7fwK/BTAdKYeLMDiEawa32XllPWiv8kT8+05MJt5fGjC9PheHfT71wY9+AiI4ZFJk56xwZeB7HpHcua5JJZuZhuouffO7FRz/4a2005UEdvtY8OoV3JKZACdItTaeO3nYjLxQv5cufLX82jj057fOPTiiA9cqlL6CBy/zRH/3Rtpbq2QqjcXCTTnBv2o6Hyeub5uG9np564WCBZRPfIFf2s/F7av7vWXbpOp7SUe5zadgULl9gnbAzSHJBzx6CMB+UMjuIFnjPyDuGqr1o1rB2iEfyiU687sFNmL34U2Hln32teXQK70iM8FxUs4HKnVCvFehrgV+VgYKlsC4f+diNKbFG3odBPFXgwyimwEz4lpSMEl3ge43LM/Epf6b2D3NfCegALKWaJdAfJpk/NSV0ntLwnUp/j+6p9OSTfn/2s5/dlo/VEU+7+Cqk/K+39G26+6aI00dzNL6X7ik+xd2CcwlN+b1ln+193SlQBAVCeG4leq7BB0KuLahLC/VSuAocX9fwUl5KB34dAbdXS52v9m0DIxudgXBf/bKZzPCH78MhNpZtoDVlLp59iQkumpfgnIKNHjrBsU3hdWjxd0k6D5hjCZCpn6caNCzzwbewZlkUFl7+UzbY1Uyae/HXwEcLHW71vTB24WYGvnpmNkSPdAZ0yYGT3ioqXTjeQtNO/MIv/MK7+2vFn7JL+5J8TTrxOsP23NGfcWY6HY+d4afc7+tOISFSFidqjIbnaDOlOSXAvQKL7rWFfyqdc3HSjJc6Aulr/CmFG5c2zMSp5KbGOgInSqos2dLy5K6lJD/4M+4cL28qvvzKp2c4dFyXlNmb4u9tT8eJG8smv/qrv7pl5W2TLZ3FM51XD6oX9EYcvTZIslQkTn7dSDY7MBAKN93nN5MwUPLt7OpSde81lrePXHUw5FL+3tedgkLWQDo94EtJftMo7HMGjdXsha0w9/bPNLnzUwpPU7Dl1eaZ45vy7PsDdRqTH1+EspTkgo6Kg9Ylspg03pQbb/Jg3dtz3a+Vzzclj3ukQ6ZGz26se9PqbZ2B0YU5oJmNuItmvm1Ab8wO3E3yDXedgQMV6fzsEAysfvzHf3xbZka7jobM0zt4r8Xg6d///d+3fF3D0107BQKpd8aQ35GQilNQ3G/CxF9pKdQf/dEf3TZcna7JXMLPEcxRftHew5lhK+7qj78jGy04Gn9KToltINtQpvw++uHFV5/EZMBWafLbP3Dm2lPAGlkmHsFXSbaIg7/gD6K34HMwl+Q9GMeIrQd7g4YRfo7+Kd6eI656Qd+T4eRzuqWP/zeZB+n74U0j+fGPf3w7UfMt3/ItW+O3JxPw01zD7x5sPERzwqxpBbPacCZssg7OA46Win3oht44ZGEfkd57wWDiT7cZk5OJjmnrPKI7eZTG9MdHdPLHy2oHt4bD26O7wk0/eHVfvfeBq2vMXTsFCZcBQjelx5zjXE60dBksBstoOIU/p60R1GhKWwNpxOADOirCm+TjljziGY8Z7hr1ZOn4nJcavaMu3obyhz70oQ84QTQbzXCjRcmNkpxGcpoiesVnH4UXz548XgI/ca9xoy0tnZ+NULJgnjPNa/ibsDoDgxDr1b1F472mD37wg9tGZXkBN+U3abwp94/92I9ts2bLKDpb/Fwi05fmm3zigZ3M8e47yj6DaR9N/TcbdvHsT/7kT7a8gpkdtvrAKDNLyw5cWEqtnJJH6c2yKW6GXeLeoxXeqbhgVtsSsGc3Xnz5iGAtO/gcIzcBEbCOgW3d1+uBzvX6HJ1v/oIr07cKdBXIkR8Pbubq8aX1iU98YusQnjvdI37OheOLbPolK/nQCFJaMNZDfd3JXoGOge0dd4r8jd/4je+ut6ODBsMNF7wTFmiZIRS/x1s4e3GnwsoHGO57mGSiwtoUvxfde/C20tAofexjH9s2+8XhVRlamjEgMfrUafsmhd+XfdmXrSTu7ie/aayvO3fv++M6WY1n+jbh9tyzfPfiLwl7Ko0VX/5stMqXbyLrjC2j+iKZfQGbyORfHcKjMinPBrbaB/WsPYZb9X/mPxrZK98T9ilux6xAN58AACAASURBVGV9B+Zac9eZgswRsNGpnXtmZlwBKRhfyfIcs6ckjJR++Id/ePuClx5tKmKjYIWE9qVGmowCDq/C9m6JDkGanSwI/lL64J6KE1+n6AQjPW6w5Sk/2+jTTICcPNalAXJCwnKRzrg02Mk0fGXxnd/5nVsj4JE79KcJtzB4TDb3ChPsUdwp+Ik70yh84nI7HeP5bg3qHnx4L2FPXjVMZsp0vnD8+qkTOga3hn//939/gzFY8iyzz1yCgZNdoyVP3NeY9IcdTXQ//elPf+CXfumX3u0U0IzPPfrhTnvCxSt70ir8FG3wE678Rqt0gpnw8gWe3ls68by1MEuodN2rx76KFi22OhEtbsaykr0FL546eZXcSrs0p59bvmbeZjrBrmETPphb7NJG3yzBspGPYF1r7topSFzviilC9JuGwH2sxs9oSEWw22+Ea73OVEcD5UPsaMhkCjHpJNQZNt3iWyJK4DZbHSHzcJrTFK0LwjtHb9J+k+54L834LNxUWOHrFMwUbCK7b2AT2Yc+mKnM8OGyhVsmsn9g/dhN5eiW3ik7Oqdgnho3+Snvk+Y///M/b7rzN3/zN1t+rm0gJ63ndpu52eCn8/Iyy8Ls2U+n7KE1j6vJmw7PSO/bv/3bt+9dw2eqV3syOZeP0gVHXn/+53++6YH9o1//9V/f6oe4c+Vb2tlrurPsxAW3hq94qz9+p81NBtHKLz/cGn8drBUBs2ANvM/G+iiQJTsw8cSNTjIV/iu/8ivbHYTqhbC9dqj0o8VezSUwK86RP16P4oWDMfimO+5RaAfr9E7hzbi7dwr/9m//9u57OTFJMGuGzCj05l/xFV+x/cAYTXlbR5yPW3tuwfO0cPfMFHhpsYUThIbSN1KNvjzoZnbwJV/yJRu9lZ89+i8dFo/JDz9kQ9l1cjbKKKvz1d/wDd+wTYnn2zRge6oCLT/Kr/NwushpK59UJKuZxkvn+1T68iBfZkNesrUHorFcdeEUjTcdhzcnXYz+Kwc8cGe4wflZ0nAYwE8n4qKUjsGs2q1yD7HpRCY+OpfIAIyBm8GAj0hZxlXnqmfxEV/g13TWuFMwEzb3tXb044MOz0ZaPGN/0ABTJ+DymXe8PFyngaxDjQZ4eP2E67jVCyNsy0trGhP32jzcA758nqKlQzDDtF9qHxfP1/L9Rf/vnZQ+9MH/9YH/83//96n0DuPqZSX+Az/wAxsz3/zN33w1MyVgCcS0zxe+jHrRVAky0klA0y2MX4NhjdltQ8/8Wss1cg4HHXDTzLji17AJ/1T35HvSKpyt8Wv5h4yNIL3F4v12G4Aac42ifH73d3/3RgbPe8pcXqwzmhK7vd0ppNKcfOQWN010hM24S8Innek+ojNh0J9wOnsja8dqX7MxUqOPpvG+WKZhn7I6xXt5Vp7oGAyYUbMt9dgITiaVOT88+sKmP9VPhw/oChrf9V3ftXU0cxQZrckTGvGRPePPufdoHuGgP03poSEPM4/lSRz5uoNj1gzGcpzDB7/927/9royihX48lR7b4Yzv//7v3x67M2tmJs7ka+JzR2fCnHNHo3TOwYs/lxY+bJybHblHMdM4R3+2/3fpFDDjp5f6qq/6qk3xjFhvEVbMw1W4GjGjYiMaDZ8CM/pNQcAZTRkl+CKUTUdP2YLXaPg0HhhKREhTUNP9FF7j+VpbmpOHiS9OhdUY6BwcozML42ecPzbytDHoFEV5i2b5YftZX/W6o1GUGdN8xyWcmX7ulb/oFj/ta2CP8Pbor/wZSfsKnBH0vGw4ab4GN779/vVf/3VbvvBWTuW3yuocv+CTg+UR38imDy4gWiP3rj9ZBAe25VmzFD+DLTNKP6/g1tBK+4gfdDKln/8S+4juHu5May8+WuqD+s+WL0vQvm1AtmbBX//1X/+Bn/zJn9xedA0HPfTnrFj+dbC//Mu/vOHRKSsJDLzZ8Ux+opk8zvE9cXNHg/8W/OhMW7voiP0f/uEfbl9cI6NLzewU7rJ8VKacASbIpmqnGCKU8IKrINh+6NhjMLLtOWsvedogTqktoTjppEMycjICMm2iMIw0/OaIaS/teFjta2BX3FN+dFeDzxnO77SE3p9bYyifGgPnpo30hfsxcMMvTCXwxpHlB7L8oR/6oa2Mig9v5eUWfzTjIdqF30IzHDSjY73dCTbyeBuMgxf20CqfmZdL+Zf38Oi3ctQI6BjNhOm7DkLHoA4aBBhMffEXf/G2z6ReWEIVFy34GtIGWOgfmXCO4t9UeA21jWPLh/hStx1/Vy8sh9pXAydf2firkZRP8vK0hb0GKxG+KCdMHBz2KXm8qfxek44O0ec3LQWSy63mLp0C4WFCg2UTuRFLwsXcJUo1MzLdlkrsPZgOUnYKQCkYMwKdgdMnChUeRZ8Fyo2XeIh29oRNkBTID60U6xR8eEd2Mip+0sotLl6N6DUm8qvxw4c3i6wnW+9swyze0ZD/FJ+fjGwemlqbJTiKByYDJvzCVnvlbY3f80+cvfg17Bx8MmHLn/w4cfS2GPUi/cTzufzOfIFdy6h6RSdsTNMJemIGYXZNRmbUGjvLVeoPGrNeoJs/eqUbf3D8Jg9o+0UznGvtmUZuNEpvpsktTbZBkr1HlzPVC0slwiwjGiFrf8AZDDHwols+wTtsgg67Jb3SiIcNcecP/cx0F/Zc9im+xBkE3KNe3KVTSAgKiVLW8GA0M93nwgga/IqDrmUPv0wKQMGZFSe4U3EVbOmyHV01kjC61vFcYyYPk3b0J60UFY54sy37Biq5mRJF1UE4meW0kBnSpFla7GjYSDST8KaLUZNTV0x4pT9xorMHFzw7uD1aR7jxFZ1o5J+0ipthM13xf//3f78d2wz/Ndvy4ai18lSWylvYzCd3erDmJbjVnnBH9QKMxpuJfnQm/l5Y8fHKlo7BhWUpS1ZuAhc/4XMf2XAy0y0Mn6vRwBsIqhdO2tkftL+mEzTS96S3477ygV40yxc/3nXOjmqbeTvIAld6szMIBw/RWfk554+Pc3Br/MSbfEy4CTPD5UF9by/hCH/iHLnv1ilgwrSWIL3GOU/5pJBHTFwbLq2UJzdb2hUkP5N9lEbw4lMOHZtOwbKU0x6mp/ZKwKJXWtGcaUweimevuKUbPWuin/nMZ7a1TXwItz/iEpOCdiJi4uSeacCxtGLvxX6KCzfREhfOdE/81+zGO751eEaHlkLeBoNnzyfYGNYwrUZ8pjzmv9RWxuoD/HQ4G43K+1b61TUXwOzdOc1nduKIp6XcSbf8CDtn4iu46AjHP3kZ7OkMLIEadHZJ074IPtzW12nEYzTQ5M5v41nn4e6OQZJw9KecJh+5j+zozjxM9xHeqXA0bzHwOnpbG4wOfm4xN3cKCWUmakTkDSHTuB/5kR/ZBD/jpzv8ac947r04YXvmKHwPdi8MPgWhXNbmvvzLv3xbbnGpx3q8m41dBJlppQjCcrNzl1Zh6EuHgcPvSKmpn2N00hbmFrLHt2yageuHTrjcYBlTYTMJIyq3ki1XiIuP3OFuSOMP/SMTjaN44Uf4e+F7YdE+iivfNhXJxlr522Dk50u/9Eu347+OS3biS3nMBkn+Tsl5lUt+OOlAMiKXyrv44sK7RnZw4Vl28UCeo8wGTB7Mc/v53KGFU2mKSw6TRw22ekFmZiZmWhp/+yaeerdHsxq0olH+4VtCdULJczaWoZNX9TA6p/gMJrt09nD2wsLLPgdzLn7SwYsNcwdP5mA8mGvtmzuFhCJB7jJh9OBn1OtYqvAJu8Lzh7vH/BoXrew9nGvCoiOdFMloyOiOMVL/q7/6q22z27FYG5wzT+GAtXFnxK/yGOEY2RjJtMkdLHzTestTjtGZWenh/bw74/kPOEw4+Jy8ijOF1pmYEqNnOtxLr+uoNNzsjfg7f8JWORcffHbhp+xgj2iewj0VpxKbPZFRtNlr5T5F4yXi6IGZp/IxcPrqr/7qrSwbqcaTsq6BLOzIJmM/+c8Gm1xmGeQ+oiV8wkx3OMLotdu93C67Odr60Y9+dDsBZ49rz8RPaaTP/JWdMEajT6d1Bma8DpE4WadTdRPcbLm6tCG88zdlwG2ZyFFtp73Ik9zVLXVyTXPSOXKv8kBjNSvMGn9P/15aTmEZiN+jLtzcKUzBTLcCdgvTaA7zOgbKv2Zk4txTYLfSwp8f/v3mJTANuymna+/uP7gVTfhVam4jWKchbIJ6dpgCUmC4ZhrWMPktf1j7MxW3DuqnMG0YRlPlIB98JDd+P3FOYEnLCMi+A3yjBCOq5Aov960yeQ68eCpfl6QRDvnoQOcezzV0LknrqTDxig535WAD1DKgZRdHHy3vyc80/LPMi4vOpJk7mNUu3TX8KX4DnlkvHPd2vNks2iEQadLPBiTxwPaTN3mcMgJrMOUY+V//9V9vI171S0fqVJXLZ0w04j/a+dFEX0dg2VS9w5vXEaQhfq9ehf8222Rq3/GbvumbtmwkG/Yt5uZOYU95MYARhewrZpTfSFijqLeH4zeVPKZnWG601nSKC2+1i2fvmVOCklZK22U58EbhTnPoGDww91M/9VNbHsBa6zQK1BnoCIyYjKLIAJ4TQE44WBdVifithzs6ZhPYdFjDHl8Ul+FPifmbSruvQAF0Ah4edKJIZyNt/MAr7+VlyqG40phxe+5r4fdozLDyOcPOucMxRbas1+k2eMWdo/Em4+lRvJFfZaIOKD+PD9oktVnr4IBGq8Y0WPZ0x7+w1cwyKm4vrLg9Oz7FTdw1PL7iw0BJHTBYmsc6oxHcrFvi6KZ8qxdG9QZSdFm98Fy3zlM9ik48h5u+m21bInL4wOU8MlZPzZgrh+oR3PiP3iX25KH8XIL3XDDlI77cPyErbQ+5yvdT+Ly5UyjDMegyjTdDNFgaup/+6Z/eHmn7gz/4g+3qOIYpkLVAU7nJdDSiWdxUpOJmpvfw4B4JJbrR2rPholvjDKYpq7PepmmOilpeso7vsojGX6Fo9MGWDpviW+c3LbYOrgP42q/92u24YLDyxEjXj4HrJJL9GU8SGKUZNZlxOEInPry9/E4eNoLv/EV/ht3DXXq30Ap3jzdhxZP9Rz7ykS2JGX5LmvfEiZf4xy+3mZvZgfLjNzgyUPJ4oeeYlaWlJI2gDVC6MXU+emxlzfaLfnmYcelEuGCSH/cMD/+UXVpsDbEZT2Fo0WF5cSTUfpjlHgYf8sKAm50et5myxtvgy3IpnTbQMeswS4CbXsd/vDuB5Ea7/T60dCA2kfGGH0a942aHv9rR2xCu+Cv/V6BsoKV/a7ozvUlDp2iAGf10YMJf4765U0gwFNw7G6ZrTr24OOEMsX0FBWYzyqUSMwaV2l6DRtJuufVVP9NFa/WOuGk4y5Q0UowyRRhlPnvGca/h/PAmbjjTBhcuZYpWPMBXAVRu66tmDZTa6FU+ZjqlJT9GQGioNBTY2yTyGE/BSg+MmYcRFKXWibqd2V5GsoETXzMPucVnylP+t8mOd7abwWZHhb3WfGg8LaEaEDk3boNTWWkIv+M7vmNr/O2LWCdXoe0LaeQsoThs4MilhtGjjdbRdRj88p3eyDv/Ws5Tl+4ln9KM9kyzNCzZmAH5pC29nbDhg5VXj/BZBqTT8mqJx0Cyk0zg4FTO6qIb/GRkTwmOQx/SVLfABVud4M8dj+9FWz59G8Ljfcn8qfm8+ZkL69pOGhkNWdOmCBVOStMxS1M7hWdEZK+BslteAU85NIRuLOswTAFt7hpN19jKZBmOdoqWf9o6o0sUQvrhzTSMzlVGow8wGbDoUn7LY/LglE8mengjDycBVGZLRiq7zTN5t/+AFniwOkmjHtNo8GYEPXstvfJaOuzwZ9hzu1dZPGd65U+afp47MZAwG518TPdz8nOKNl4ZZeXIpGUUuvut3/qtX1BO4JSlfSWDKZ2ETt8yks7D/hLdZRx2MLgyK6UXZqNgDZzMSKs/0kQ3vPyrXJLnRnz5OxUXKBiy92aW73Ss9KXr/L+nqT2bP0+HgdWhO5ZrENUJILpuZuC4NwOun47VwEu9MECyzGZ/0nMewUiT+8gc5Ssc8W/S3CtddOLdKTDLd/Z0GPp1i5nPXNzcKVgesrxhOqwAY7QGWYFxVzCOlGlsFbCGUedgdKDxlBEnBkwLrbcbDXjHyH0BI2tTbMszYKVpDQ19nQeFMtNQaeLhlFDiJ3vCJmibVZaHzHzQjK54Mx48ma5RWkfdarTxVGdAiTUQ8h0+t7VT+VRp2CqakZOlqR53kw6aKf0er5PvW934ypT3/NkTprDVPsJd4Y78pTHpcCcDAxCPlZlpWisWHs4RzTcZXjmxnXSxhMKeJn7li5utgbQE6YljFVuDR5+d8NFgglEHdCKWRtQJj0TSLfXHaFldsjRJFw2o6B8ajor25EVyZKN5zkwewYansfeonyOo8lA+wMg743KbAZ7ZkXbBYMgIX4eBLx2aU0VmSGxLRtoFswXtBRz7Z/bhdIZGwOqacGbyP9MXt/o3hJ0/cMyktQN2cVDyQjdd2EO+JN1gVvw9utoebZTTkeT4lHpxl07B6Qk9fwLJXjMjkwk/t30H00Ebh0zrf5ZgdA4UQGUQb0rNbdahEhlBe/nU+qvGwkjKqElFcoJHZYJfRViFHA8rn/nFWwe2/+Hp7mnQNdvROxvZ2RSzYahDUhk19CqsPOgQjGwrKHSN/nRq5OYEkkIlR2fXTYmTITv3TP8l3Kv89niofPfirgnby7Mw8vKxGadRGDxdwtc1aT8FVoXFp4bZySgv/NJVZd8yZHzvpUN36IJBg29kqB81suLoNJ2iZ2adYHQABhjCzTDcZzGQUS/QMXjhpq86DzSiiYcp6+ne468wyzVmyPIGR/7YmehYOtbgG8x96lOf2nTbBrD6I5/qAVj8myXrDNQ5YWTHb+BFlvjOlNa5shcfbLjTDv8UzIS/1I1etPdwijuVbjArfrQnro5Te2gpkoF7hL/SW/2zU7h5TyEmpp17Mr7nNpLyM9oJhx0sm8KpEDJJeSwz6SC8ke7paB2CDWuvhLIdZ6O0OgiNrJ5To62jYWZPi6YKZulLvDg/6YqTls2vyY9wzw5bCrMWqsGnvEZN+GuTkJKrqOiJz5S+RsK77T/4gz+4LS/xS6e0wMdHYdK+h0EnmuhNujN8pnUUHv6p+EnnEnf8xKfycVHJjNKSjHByfI2GvmrMjdBryCrz8hPf+bM1lhpaDaffkSFrOiUtPx2ExtfM2VKTtWUGDceV1R8j9J/92Z/ddM2avWUts454RBOtypHM6aR6ga/0GK/qHJoM/ywLfgYd+z4uuRnMqUfSUi/QhtPSksMnZjp4t1SrTriwKRwPyWcjPBq9eF3jgys+/2qfi1/h88/0prv4KcfCpn1Juqdg0ifp6Jy1QzoEvNzT3NwpUBgK2rLNZComT2UwmImXO4GjjYaRkKmwBljPSCgUzTTT+r44I3vKaEbh4yGmpBpr6/pz/dV0Fn1Tbkru1AOa1itNYVUyI60ugeEJDzoBT+xKl9LKe52K9OGZ5pev8gCfG8/SlBcXfvjJUFw4ySvcwqORfPbscIubuIWxLwlfaU38c+54L61ozXQLW2Hys8nHZq31aye8MsJfm5E3FVbZ0gFGHoWX7+x4z58tnPucbMSrF/SPHvoZYPWkPD4cj/aNZUs1liWd8lEXXDZzOELDbkZLlvGpXvDraOi1uubcu46E28zeHQXphjN5rhGn476BYhnY7Fd9hAtvwpdPvGjcLJ+BrTNKLtkb8vIXjSV4857Cq3Fd8cI5oruGBz/p7IWJ38MtbOIUNmnmTvctI9qftGyUmTQKu9W+uVOgIHp/o/EycsSY+KO4c4zDm4WIFj8lpkw2WIzQrGNqRFp/dQoKXGlruDXoNrnYlFYY+hTSyMoISkOt8RcersLoHLQKaFSnMtrLMI2Hd2SigxedkAqmkzKbUCGkkQGbmW5hR3DBr/a18Cv+rf5kxp48FL7SDUZ+yYghb+vsytdplmBW3Nfixx+eHU5Qrma09Otak4xO5ZeMpFUjLI1kp7NgzJR1Eg402OD1vLZBi9msQZKGG6wGWB1Az8EO+myQpH5Y5rERbqYGj676tnlpseE1sMGXvUAb6GSgY5GGekLfK9tkArd8oqWTsixr4xnuU0200UE/I7y0uWdcMJfYT8G9hH4wMx1l4EQbOdn3rKMN9l72zZ2CVzs1yKamCp9wZWCaMrQn+BV24uXeoxktSsatgDXURvb8BCfM1JXy+0lLRbWxy4arpwVHqa3zmwlo3C1V2NRmZlr2LhSChsqU16jG2i7acJ1Coszc8PolA5UML/YiyEtFmRW7PF9iXyK7SWfClyfxM3zCX+q+Fn/CcyejGgzlwW1DUzk+p+JfmsdL4JKpwYLvHPhmtI1xeZx5jhb4wsMtbtrBCONOXtxkVXxx4fLTVQMgMy1uPzj2uuiiQRVZqxOWSw2s1A1LUPDF2y/TwOsULAfpRMSVdukaGPmOgU5IfbK8qzNAXzmqn04YTgN3GrSlj/aeTFb4ibvnnjRW3PwTBo3C9+jthV0Lv0fjkjDpkAsZk5HDBpVFOnEJnUthbj59pFF0Xt9mkqkqZcB8gp7uyYz4S4W50lrxZhrFhTPT5C48u3h+jbRKYCTfzWGdig7AiMtxWi8yavTl06irziY61knNnqzvmqorRAZffiqdONP3jtWFO+34Kz8z7h7u6KP1XGlcwyd+4kMDZJZmTdz+kOWYTHxnF/4a7PjHCx1RH7yuS3+Y4vFOL9bBwF6ewrln/qSDLluDzS5tfAlLb6VL15WJFQGz6c9+9rNb/uzXOR5r1uswiFm6wZD7SBotpwJ1QmjXKahbOp/kUbrxY9nK4MzSl7pYfPk/kseEmzBH4egVN+FL503Z8bCmF09sMH50yqay1Q8DJoPX8LNXOtf650bzzZ0Cxcasc8nuFzgt4KRDSzJlbmWuzK7he/6Z4fCO6MIPBt4puDWtKkR4bB1FnYTK8cd//Mdbfo2A0J6VqnR1DKbnlBt+4SqMDXKjLU9kxOvKB395vob/PTpHYdEX/1xpHKVdeHLJT/4aHU8leOHVKbLVxHf2Gv+S/lWOGjh7XQYP7pyYHZbn9Aa/he3laaX5HPmb6c8O4Sht5aST0Lj74JP6T7cNhrxoYFnDsVNtQDTkzQzKslT1YsqgfJGZDkWnYMAFb8olesFnH8EchcMr7ohmtJ/Tjoc1jckTGO2Gj2rZp+kdqJmHIzor3XP+u3UKMWdU/clPfnKb3mj4XNqhBMWnBDLcSITb71SmipuCmplb8Vf44rPFx0u8naIdr5Z6vvd7v3c7JdHz2aUVP+gaHenFrc2aLvObUVnX1VlYb40mvNJeaUXzbbWTd3b52POLs076p3/6p1vDYl0+uOSSPzqvzcbfagyaLKeozBpQd1Acq6VL8lXe6E2m8D16waw2nAmfrLJX+D3/hJ3uSVt4Jhi6jH+2Jzt0EpZxgw1fvCUoP5vO7TGEj67DHeqLwZcB1VONtDPxk7+4Nbz457ClVX6ln1taKz/8fk6O/d7v/d52j0m7E1w2mrmfyvPsFJ50lCOGjJCN8FzEcePSKQcngcwgjCQU9jQyk5CEc2fQ7FfYkV36R/AzHo09IZ7CjU8V3JKGURLFj2402cLAm11QahuN/O07/MRP/MS7eMLDmbS2wCv/9vgvLPtKkncBX/Mlz4VlO5rrCQ8zMQ+bOS7JqDDTBD/DXpMbf/3wVUMvP87de7bE6NlGrctdf/u3f/vumn55k2cySjeyL8nnTDt62RN/L0z8DJ/uyYPw+YtftiVXswCbxXCCK23y0A6w7S+wwSQnbkuuZhktrc204zG60y6Ne9jRRWtN/6n00S7faMtnRrhfaVqSc/nPcrN6QS57Bs3nMDdvNK8VF3OOwPURbOuQOgVr6NYIXa6xLGCDhDmXoQR0j0yX1q00FRj+jWZNcztZgl6FnTwUtss51luNjDQGOkwXi3SOKcZevtC6lcc9ei8VVj6SOz5yy5/9FU9/W1ZwWGHvbH7wL5WHW9PFdw1m+bbvZh/JnRqNpyc7nKqyZ+LYpzgnfuDSD/iTxqW8pI8rPLribtGtPZqzbOi0pSNhjqDOuHBLWyOnjVAvdBLJR4dg89shD/kvfHO80r/ydil7E37KqLyKt3xm1qwN8dKBvZtg2bkvTfNWuJv3FGaCew2dTGY0AjZIKI+OwQa1hrVRgQoQjYkX/hRoYdfYCXOP9hEdOMGz8edxP9NcF3Lm3kkVOD6tueoYnNByPNCnA4OZdI/S3gs/wpt5K/09/HuEoT/LCk1hTPxlBydewyGcXGyYWU5zfNiSSnJBg/u9YCqHZFOe1nDPdqj8Nmi9f2R5yWjbTJPM1I9kAjeZole5cxcX/epS6T7FjuakURgbn75bIA/qxcrXimdVwYDJqaeWicw01CenasIvjfCFC8us/sIvsWcaE/4pNKMT3+x0e+V7pkN+9p58NdFGvgMW3/d93xe5d+UhILz4fxfoDo65fHSXTmGPJ4KYwgBjnV3H4P0jIwMjJOejdRBGSinzijfpizsSyowLZqVVOJpr3EwndzAKWOdmA9HIhmLbP1CoYCyBOO5nJmEJyYklhWskCHemG+09O7jSDUb4GiZuwovPH94pe8JG+yid0lJG8sNUXnA0YMkCLTAqPYXX+FF4ZeytFvtORsnxC3/ycorntzUu+cZ/cmR7ksIs1Aui5OAypc1pG7jwwDDJKxps8IWvdnDCrzXROsKLpnK2OmCvwLp34fByr2Wr7sDzLIif2ZPbzN/zPd+zJbeX9hqWf9IuvSOeCw9nhY9mcNlH8MVng5s0ueVzhlUvtBPef1IvhBlwqhc6zdJDV9ybMG+sU5iZI5h+wl1tt6nkLLp1eo0nobgD0Lp9jQ6hwJn+c4KaaR/BzsI6BVPBSN8Ix9suClUalkB0CPGs4XNlv1vL8R0N6ZxKN76nrGbY/03TbQAADYZJREFUyuepuBX2lB+dU3zFd3Az3fLm+CFZmAZbN3fjUkehXN2stTZKhuBLC51oneLvvRRX2ZYn/mRo1GwJwT6E+zJu2jvZZ2mmmTUZMpUF3OpGYVOmybr0juxwwEdnpjPxile+Xku29m2Qd86UTxvS6hA9cSjl05/+9JZH+Mkjvidf8Vb6xYW3l/6EmfHRDze9LI1gw5/wxU0bXOUQrDD1wgDJ8pmLhOqFzXbfBtEZdHhl0sqdvPI/l/2inQIhEViC15g6peFFRD9LDJTLGr4LYc0gEkZ40Sl8tcUzFc4af6sfXTy64ewCnIIW5okM59LxbYRHOUo7ZbskzaN8nQq/dz7jW5oZYfIhXykqZTdrcslJo+Cn8XKe2jl2St9bQNFEb9Ld85fme9VOFtkzn4WRqxvFGhEjSo2KQxw9nR3cqhfTn5yDXWU9wycPl7rh6xQ8Zmdwp97SiT0DNr3hNlM0ANQJ2nzXMcTvig/+KG6Gg9szYGbc6t/DWdOEU4O/By8sXsjADNngyFFrp8906PKrXjha6i6HjqF0wo3P/OxgjtK9R/gb6RROMUq4GZmeDShhOsXkyjy7W8ZGmYTIrIKbtHJnT9jcxSXw/Ht2hSMOvl9hKgS3nxFyDeaazh7dozC0Jn5+djxM3ML34oI7gpFOHVbpTDozjKLz2ytxdpqiOyWhE9AYeNzQcVIdIjPTnHzshRf/frZnmU93stTx6hyMMp1oMwDxwq7GZYU/Jccp/6mvaMy43JfQtmnssh5dsBQcbnY0+KUJXh4sk7lx7Zlx93/Up2DlIZ7YdSiFJ5eZ14k7w1c3PlbYyWvphhffwQgvDM9+OgCn6dQLqyAO1Mify68OGlgym/krDbbwlzYv3imsBUIgwhJQ8WYR1ll92c2o3EuZNuSMmtqEUzjBz0KbQi5+hnFP3DUu/6QZHXbh0x297Ghkz/CJXzx7hSnNCTPd0RF2BHsEA15lU1FnuvEhzkzNaMfTDcqCcZJKI2ADfR5D3CLf+Usuk+7kY8I+3F8oAbJLfmwm2fG7++LOy2/8xm9sz7lYi9dBMMqsZSb+6GyRg07+yj76hWeXfv5phyNNB0ksB5sZ0gkG7kyf275i74U5pm0/RQNqTwG9Cb+XVnTZpR8c3HOmNCbcDJs0k02w4oRpxNULBybsCZjN2SP1fL8v6zlcUr2YuPjzI69pZpoz/E26X12nMAslQaQcbAVBmdx4tUlt1mAPwmZuFSAa2dGZ9qm4Cbe6j/AqYPwp6FWJVjr8K63yeQnshIHHSDc3/yl6Ez9Y+HWw0TMD0BH03pNjhDoAP59dtY8S7ExvujeAnYpb+MP+nxKoHFcdCVJ8MmabnSonm9T/8A//sHXW9h9qkCa9aBzRLv5Se6Wto3IKyVKw5UM8pCeOpLvg6rFKdcTRUx/nspxCx8wu1WVxDB73zC28J689eoVNurknXm6zG52YFQyrFmZFZgMOy5i5mSlljvJQfPalcME/l/3incIlGasg2LkpjVmCZ7E9xGfq6dmITrKgC6aeuAIWzi3ulkIo/SO+J02wp8zkCRz4ow4luivNcNiTXn50hZffPZhoSNvPkUL7JM7QOwFhJtA3HywdrXItj/GY/2E/rwSUA1NZV44uVvoYkVm1FwU8zGdEW9lPfbg3h9HGg7erPO1cWOlL036ITWn3UuQDf+lo+QLvVx5v5TX5hM/PRJs72bGLD0adAGs5yAexLNt5qcBSl9NWfQlyI/oO3eiEW9zbYL91nUJCJXQFRYF0Dk2hrWW7+9BDUcHBm4UdnWttaZ6isyraKfrnaE3c6M60uSldlSk3vGiDCde01qalvRpHZs0KyM4GuXVqU3nwKmp3KpwMMT2OTmlFc4/HGfZwP58ElMlqZpiyNqM2cPItBJ+yNKqdZZd74q00L/WnI9l0xcVVG8hsaXte394HvcpMvYXLP/nB4/TDK41o7NkTbw9emLTISX2oXph1+dkzc0S2AySWwxwPdoDEx7zUC2ZPhoXN+D0eX2PYW9EpTMEpyL0CpoAaOV9dc/mD4rkQNZ+VRWcPd9J/ivsS2lNRS2viTXfxp+yUT/418E5DGek7K64i2sgzdTey6VY12wkPsjG9F2fK7tcmsjTjtTRWPooPdo1/+J9HAlNHuJlZFqVanMGAE0G+0GWJw0kwM8Dwgr/Vnvzs0Zjx0w32nH+PXmErbuGTLhjtguUqI31LWtyWsHRS6b8G3kDSu2Tqg58OzHKpDky9mCZ5H9WNYM/FB/ea7LeuU5jCU+AMO3ejDu+F/M7v/M42RXWbuELcww8nmFMFGcxK5xTOhN3Dn/HTHU15W/GE4ZvCa/w9mGWPRefguWajGaNDa53JxxQ9N3rRL83S4c+9wgT7sF+/BJQhY9TLWM/3zIrOwdtLvrGgYaRDypnuVN6V/4Y4/mZ8wWCrQ+xpJk3hwUaffU9TPvChXnhvyuavRl29MAM22u+RTnlXL6ZB4xxfaz4n/tvufus7hQpQIaZoCkW4s90e5OsZX5d/bI4y5wr9uQo2fi+hDzajcjHhU0ofMPFVMqMbx0A//OEPbzOkvVEN3OSTHe1o5s+e6Rf2sN8uCSjrqevcRsxOCLlB/DVf8zXbQQ0j5gl3lMt04hTsJTDoH+ndUdqnwvGDnp9vOvgMr9mQPRUn5Gz+1pDv8T554WaiuZduMHtxb3vYW98prAUwC5Lbz0jJXQdTaGeITQudnvE+i2liDe4eLWEpzJEizDRXGtf6V1pr2vyWiFwSsqnumfJmAyt/q/+SvFzL7wP+9UuATmVy03lLKB6qdGvaMqNXS9UJJ/qcGJr1Ir1MH6OXXTx/eldawbAn3Azfc4cfvWD2aGjw1e3f/M3f3GYBP//zP//uALDO4BS+uNKZ9Kc7fPZR+IR5W91vdadwTugKbv4oB0V3guDXfu3XthmEU0s2pt0utMbOhJOSCMst7h7miN6kj1/TW+ud3Da8XFoyO/AB+49//OP/gxX4YKP/PwAeAe97CaTf7PTEvoMOwsa0e0AuITpdY2+OPqWL7Kmj6Vth0ZtCLm6GBbcXN+GmG+zEs/SFH52B03LuRlge8z2H4OCDeZjLJfCe7xSmKFalctrGcwxmEc5IW2e0DGO0ZAkmhdWRPEWxZrrxk9KWxgwvPWvAnvtwKcZsBw9uRfrIj80vNKITfvZRePEP+yEBujd1s5mBd4jUCXtUlmB9C8J9AqfSVn1NioVPnSwsmGmnn0cwwuk7noKFL8w9CO8kqbPg7AmY+asXZs3MxJnuycPDvS+B93SnUJZT9j3lSCndmKZonnH2AqpH7Fz+6dhZm3HRvMaWbumEFy8znFu4DsmMAC/WRD/2sY9tFbKTVGiEX2cVbvSKL72H/ZDAlAA9SVdmeO7ifA7TkVY3ptURs1P7EJm1bk29i0aw0w7uFMyEl466aJBk6dRtYa/s9p4WWDTRq06EX1r5H/ZpCbwvOoUjEVAgv5QJnMbfkc4/+7M/226GeofFaQWvF9p/EM+Ed4p2ygiWKZ3Co8OmyKbDRmZexXTD0wusswJuREaHEM3CH/ZDAk+RQPVhpSHccWe3d51y+9znPred0/echg1cR54bNNHtObqHS7erA2hzr3WgugF24tfAu+ugXngY8xOf+MR2WTWacKNXWHhrXh7+8xJ433YKe4qZwmZTdCd8HGkznXZL001Mj1p1FZ8CT0VOuafopQVmKq+lIac/rIe6U+A5CRt/9jZ8p8FLq/GYwk+auU/FBfOwHxK4RAI1qCtseli8pUxLmr2Bxe8ItCUcz1Q0cKourPg12DX+4DoWam9DnfABK/XCcxJmKO5XqBd9fyEeoxVvhT/qRZK43n5fdwrEleKuokthC+d36/dTn/rUds6boroc5+lb19zFqww1/tmm3767QNE1/EY8/DoAF2PMQpz28LifPY0qB/yp6A/lryQe9nNIoIZ7pS28Xzo5YXUI9iCc+vmt3/qt7TKYemEPwpFQsOoGA9/SqHqi8VcPDIzcHPZuk4tlwg2IPChndu4LdI7LqhfVAbSqtzX+2Sv/D//1EnjfdgqnRJUir4qWIqoIGvd//Md/3Nb+XYW33m/5B65ZAMXvxrCbkkZQNup0IGwjHhWEsq/pxNtRePEP+yGBNy0B+u2XbnJnbABbYnIvyBKTgZAl12DVC79uEasX7g2ZdQvzHWLHxasX0WVHY3VPmIf7PhJ4dAo7ckzRpyICK3yiFAaWOzv3hC1OWG52/gn7cD8k8BolkL6vvB2Fp9/BT7ji9sLAF899BBPdh30/CcxO4Qsf97hfGm8dpZSRIuaemRCWks74wgub02340Vtxgy9+pvVwPyTwWiQw9TMdxlvuqcfC88e/ZaS5BBTuChf8tC+BmfAP930k8OgUFjmuijj90z3RCp927uBW/7nw4h/2QwIvKYGpt0du/M24yW/7ZTPsCHbCPNwvJ4HHtb+Xk/0j5YcEHhJ4SODVSeDRKby6Inkw9JDAQwIPCbycBB6dwsvJ/pHyQwIPCTwk8Ook8OgUXl2RPBh6SOAhgYcEXk4Cj07h5WT/SPkhgYcEHhJ4dRL4gtNHzqo+zEMCDwk8JPCQwPtXAl/0/zpw/P6VwSPnDwk8JPCQwEMC70jg/wNOqURyh4VLBQAAAABJRU5ErkJggg==)
Figura 3. Técnica para determinación del cross over sign (figura reproducida de referencias 23 y 24)
El signo cross over es un signo ecográfico descrito el año 2017. En un corte sagital del útero se dibuja una línea recta que conecta el orificio cervical interno con el fondo uterino a través de la línea endometrial. Se traza una línea perpendicular al endometrio a través del diámetro antero–posterior del saco gestacional. Las pacientes se categorizan de acuerdo a la relación entre la línea endometrial y el diámetro AP del saco gestacional en 2 grupos: COS–1, en el cual el saco gestacional está implantado en la cicatriz de cesárea y al menos 2/3 del diámetro AP del saco gestacional estaba por encima de la línea endometrial hacia la pared anterior uterina y COS–2, en el cual el saco gestacional estaba implantado en la cicatriz de cesárea, y < 2/3 del diámetro AP del saco gestacional estaba sobre la línea endometrial. El grupo COS–2 posteriormente se dividió en COS–2 (+), cuando existía una intersección entre la línea endometrial y el diámetro AP del saco gestacional y COS–2 (-) cuando esta intersección estaba ausente.
El riesgo de placenta percreta está significativamente aumentado en los embarazos con COS–1 (OR 6,67), en relación con COS–2. Al evaluar los 2 subtipos de COS–2, el riesgo de placenta percreta está significativamente aumentado en COS–1 en relación con COS–2 (+) (OR 5,83), y el riesgo es incluso mayor al comparar COS–1 vs. COS–2 (-) (OR 12). COS–1 está asociado de forma independiente a formas severas de placenta de inserción anómala, como placenta percreta o increta (OR 12,85), mientras que COS–2 (+) se asocia de forma independiente a placenta acreta (OR 4,37) [3]. Se requieren estudios prospectivos de mayor volumen para determinar la utilidad de estos hallazgos y si eventualmente podrían ser de utilidad para determinar en qué pacientes es posible plantear un manejo expectante versus aquellas que requieren tratamiento precoz por el alto riesgo de desarrollar anomalías de la inserción placentaria severas.
Con respecto al manejo expectante en los casos donde no se visualizó actividad cardíaca embrionaria o fetal, se produjo un aborto espontáneo sin complicaciones en el 69% y se requirió intervención médica o quirúrgica durante o después del aborto en el 30% de los casos. La rotura uterina durante el primer trimestre del embarazo se produjo en el 13% de los casos, pero no se requirió histerectomía en ninguno de ellos, por lo que en estos casos el manejo expectante sería una alternativa a considerar bajo estricta vigilancia médica. Se requiere evaluación seriada de los niveles de bHCG cuantitativa hasta su negativización [2++].
La evaluación imagenológica prenatal puede alertar sobre resultados adversos. En casos de aumento de la vasculatura miometrial residual a la evaluación con Doppler color es posible que se requiera un tratamiento más agresivo, como el manejo quirúrgico asociado a la embolización de arterias uterinas; sin embargo, si este hallazgo no está presente, no es posible descartar por completo las complicaciones a corto plazo [2++].
¿Cuáles son las opciones terapéuticas para el embarazo ectópico cervical?
• El manejo médico con metotrexato debe ser considerado de primera línea en las pacientes con diagnóstico de embarazo ectópico cervical. (Grado de recomendación D)
• Los métodos quirúrgicos de tratamiento se asocian a alta tasa de falla y deben reservarse para aquellas pacientes que tienen hemorragia severa e inestabilidad hemodinámica. (Grado de recomendación D)
• La histeroscopía asociada a embolización de arterias uterinas con o sin uso de metotrexato sistémico, se plantea como una alternativa prometedora de manejo en el embarazo ectópico cervical en pacientes con deseo de fertilidad futura. (Grado de recomendación D)
El embarazo ectópico cervical es una forma infrecuente de embarazo ectópico. El cérvix es un área altamente vascularizada, por lo que eventualmente podría ocurrir la implantación del saco gestacional en esta región; sin embargo, es una zona extremadamente vulnerable a sufrir una hemorragia severa, debido a la capacidad subóptima de mecanismos hemostáticos mecánicos y a la incapacidad de responder frente a agentes uterotónicos. Es por esto que el embarazo ectópico cervical podría potencialmente transformarse en una situación de riesgo vital.
La evidencia del manejo del embarazo cervical se basa en reportes de series de casos. Al ser una entidad muy infrecuente, no existen estudios randomizados que avalen un tratamiento específico en particular; sin embargo, en la literatura existe preferencia por el tratamiento médico conservador versus el tratamiento quirúrgico [2-].
La clave del manejo conservador del embarazo cervical es el diagnóstico precoz. Los factores pronósticos que se asocian a un mejor resultado en el tratamiento conservador son [2-]:
1. Edad gestacional menor a 12 semanas
2. Ausencia de latidos cardiofetales
3. Niveles de bHCG cuantitativa menor a 10.000
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)
Figura 4. Flujograma de manejo del embarazo ectópico en cicatriz de cesárea
![](data:image/png;base64,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)
Figura 5. Flujograma de manejo del embarazo ectópico cervical que se encuentran la ligadura y la embolización de arterias uterinas(26).
Una revisión sistemática de 62 casos de embarazo cervical tratados con metotrexato sistémico 0,5–1 mg/kg/dosis, mostró una eficacia de 91%(25); sin embargo, no hay un protocolo estándar de dosis a utilizar (dosis única vs. múltiples dosis). La edad gestacional sobre 9 semanas, niveles de bHCG cuantitativa sobre 10.000, longitud cráneo-nalga mayor a 10 mm y la presencia de latidos cardiofetales se asocian a mayor riesgo de falla del tratamiento primario con metotrexato sistémico. La combinación con una inyección intraamniótica de metotrexato aumentaría la tasa de éxito del tratamiento [2-]. Además se han descrito múltiples métodos de control de hemorragia asociados al tratamiento del embarazo ectópico cervical, dentro de los que se encuentran la ligadura y la embolización de arterias uterinas(26).
Tradicionalmente el embarazo cervical se manejaba con dilatación y legrado, asociado a técnicas adicionales para el control de la hemorragia como ligadura de arterias uterinas, cerclaje uterino o taponamiento con balón; sin embargo, este tratamiento tiene una alta tasa de hemorragia severa con necesidad de histerectomía, por lo que este método debe reservarse para pacientes en quienes el tratamiento médico es inapropiado o tiene alta probabilidad de fracasar [3]. La histerectomía debe reservarse para pacientes con inestabilidad hemodinámica y hemorragia severa [3].
Existe una pequeña serie de 5 casos(26) de embarazos ectópicos cervicales manejados con histeroscopía más embolización de las arterias uterinas, con buenos resultados. Ninguna paciente necesitó transfusión sanguínea ni tratamientos adicionales. Hubo negativización de bHCG cuantitativa a los 15 días del procedimiento. La duración promedio de la hospitalización fue 4 días. También hay reportes de casos(27-29) de pacientes tratadas con histeroscopía como tratamiento secundario, posterior a la falla del tratamiento sistémico con metotrexato con buenos resultados sin necesidad de histerectomía y escaso sangrado genital. En uno(29) se reporta un embarazo por inseminación intrauterina posterior al tratamiento, el cual llegó a término. Dada la evidencia, es posible plantear que la histeroscopía podría ser un método seguro para el manejo del embarazo cervical en especial en pacientes con deseo de fertilidad; sin embargo, hacen falta más estudios para certificar su utilidad [3]. En las Figuras 4 y 5 se describe el flujograma de manejo a aplicar en nuestra Institución.
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Correspondencia:
Dr. Mauro Parra-Cordero
Unidad de Medicina Materno Fetal, Departamento de Obstetricia y Ginecología, HCUCHiversidad de Chile
[email protected]
562 2978 8880 – 562 2978 8881