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Suspensión de terapia de reemplazo renal continua e independencia de diálisis en falla renal aguda
Renal replacement therapy (RRT) is a crucial form of extracorporeal support in critical patients that develop acute kidney injury. This therapy allows to gain solute and water control when the kidneys are not capable of doing it. Nevertheless, RRT techniques are not without risks, complications and costs. Under this point of view, is fundamental to be conscious of the indications of timing and, most importantly, weaning of the RRT. The unnecesary extension of these techniques can lead to increase morbidity, hospital stay, health care costs and complications. Unfortunately, randomized controlled studies are scarce and this paucity of data has lead to different predictive models based on retrospective studies. Creatinine clearence, urinary output and other novel biomarkers has been used to identify the best moment to safely stop RRT. In this review, we summarize the available evidence about secure weaning of RRT and the potential of novel urinary and serum biomarkers that can be used to guide therapeutic decisions in the future.
Rev Hosp Clín Univ Chile 2020; 31: 242 - 51
Ignacio Gacitúa M.
La falla renal aguda es un grupo heterogéneo de condiciones que se caracterizan por disminución brusca de la velocidad de filtración glomerular u oliguria. El proceso muchas veces es multifactorial incluyendo la sepsis, drogas nefrotóxicas, estudios contrastados y postquirúrgicos(1). Este tipo de injuria ocurre en aproximadamente el 5 al 25% de los pacientes en la Unidad de Paciente Crítico (UPC) en la mayoría de las series, pero puede llegar hasta 70% dependiendo de la población estudiada(2-5). En Chile, se estima que puede llegar hasta el 28,9%(6). De todos esos pacientes, entre el 5 al 50% van a requerir terapia de reemplazo renal (TRR)(2,3,5) y entre el 70 al 80% se inicia terapia de reemplazo renal continua (TRRC)(7) por su estabilidad hemodinámica y control de solutos(8). Los pocos reportes en Chile estiman que la incidencia de falla renal aguda grave (aquélla que requiere TRR) es de 1,03 por cada 1000 egresos y de este grupo el 29% inicia TRRC(6,9).
Sin embargo, a pesar de que TRRC ha sido ampliamente usado durante las últimas décadas, aun hay preguntas sin resolver con respecto al inicio y suspensión de las terapias de reemplazo renal en IRA. En los últimos años, varios estudios randomizados se han ocupado de definir el mejor momento de inicio de TRR(10-12); sin embargo, existe una escasez de estudios que respondan la pregunta de cuándo es el mejor momento para suspender la TRRC.
El objetivo de esta revisión es proporcionar los principios que rigen el destete de la TRRC de los pacientes en UPC que cursan con IRA. El foco se centrará en la definición de una suspensión efectiva, factores que se relacionan con la recuperación de la función renal y desenlaces asociados al uso de TRRC, variables predictivas que se asocian a una suspensión exitosa y propuestas para nuevas investigaciones en este campo.
COMPRENDIENDO UNA SUSPENSIÓN DE TERAPIA DE REEMPLAZO RENAL EXITOSA
Las ventajas potenciales del cese adecuado de TRR incluyen reducir la estadía hospitalaria(13), reducir los costos(14) y evitar la exposición a complicaciones y efectos adversos asociados a la terapia(15,16). Extender la TRR más de lo necesario puede dilatar la recuperación renal y paradójicamente prolongar el tiempo que el paciente se mantiene dependiente de diálisis(17,18). La decisión de suspensión de TRR puede impactar de forma significativa los desenlaces clínicos.
En términos de weaning o suspensión efectiva, el soporte orgánico con mayor evidencia científica es la ventilación mecánica (VM). Para lograr un weaning exitoso de la VM, es necesario tener un control adecuado de las causas que originaron la falla respiratoria, que el paciente tenga fuerza muscular capaz de mantener la ventilación y que el pulmón esté lo suficientemente recuperado como para lograr un intercambio gaseoso adecuado a las demandas metabólicas del paciente(19). Muchos protocolos y guías clínicas sugieren distintas formas de realizar el destete exitoso de la VM(20- 22); sin embargo, en el campo de la TRR no hay consenso, guías clínicas ni evidencia robusta que orienten hacia la mejor forma de realizarlo.
Actualmente la suspensión de la TRRC se realiza, interpretando una serie de parámetros clínicos, de laboratorio y criterio. La guía Kidney Disease Improving Global Outcome sobre falla renal aguda, recomienda “suspender la TRR cuando ya no se requiera, ya sea porque se ha recuperado función renal al punto que es adecuada para las necesidades del paciente o porque la TRR no es consistente con los objetivos de cuidado”(23); sin embargo, no hay una recomendación específica de la forma más apropiada para suspender o limitar la TRR.
Intentando mejorar criterios operacionales, la Acute Dialysis Quality Initiative (ADQI) en su décimo séptima versión recomienda que “la TRR debe ser discontinuada, si la función renal se ha recuperado lo suficiente para reducir el desbalance entre demanda – capacidad renal (actual y esperada) a niveles aceptables o cuando los objetivos globales del tratamiento cambien”(24). Esta interesante recomendación considera los principios básicos del destete efectivo de la ventilación mecánica que se intentan aplicar al destete de la TRR. Éstos consideran que la causa que motiva la IRA está controlada o se ha resuelto y que el riñón tenga la capacidad para satisfacer las necesidades metabólicas y de fluidos.
Aun así, la ADQI termina recomendando que la suspensión de la TRR requiere más evidencia para determinar el mejor método y aproximación clínica para el destete efectivo y seguro.
RECUPERACIÓN RENAL EN PACIENTES CON TERAPIA DE REEMPLAZO RENAL
Predecir qué pacientes van a recuperar función renal no es fácil de definir. Existen factores de riesgo que se asocian a la no recuperación de la función renal al corto plazo (Tabla 1). Varios estudios han encontrado que la menor edad, menos falla orgánica, menos duración de TRRC, mayor clearence de creatinina o mayor débito urinario, bajos niveles de neutrophil gelatinasa – assciated lipocalina (NGAL) en los primeros días de la injuria renal se asocian a mayor recuperación de la función renal(5,25-33).
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TpYpBIjCQad22ctb8WdtrHSDQ2ejvxY9IX7a5DlxQde61/px87jOY74UgMuhYKkqj9mHabv+f3xcLBFPOdKN5aslxrtO+d9j2zi0nX5n+M76EOVLzQFiJL8Lj3M9yRxtHf9A4e1z39YXUfh93cjZF/PGo+RGyIzT6RSE/EyMJYnweJYtKTZWSpX+OXaD5EcTDfR/T5ZnvNt2lXa59/SWAOCFCkzwF0NpmIgPniKp99twkVj6bA6VqHogNa5hPh5VQv/PoNW2yCfBqlB9TsL7qH13IBTlRfTBMH4T/xKnY+Z8ymsBPPn7gmxz1bbwJRVeg2xhDpejyuyEayT81IoTzu1h5J22d3UbyIuqdJ7v8x1HcE42f5sLVnFJ0XS5Au4vmzd2KvnknmFdTeHIGpHf2YmmXH2mntBh71iFq7Ycdvy1pdcuEuo0CoA3VF4pdNU7G84M1I5pHd59ExLsXpwygCl8vkvivZMnZiZ8FOFBb/BicufI4eIdYnnd3FLnxhggwSiJHJZ3exzstEdsXL7mJgLLKYbN+sZCAR80CNGda/L3J2mNdxUM7CYoxDTtB+zPkbCVcSmYkOalmgDO3Gz1wSwyGQVHYXbT5HBLL2vTXP4cgiLyqcRYulTjB3zfVZveSK00D/jsZkn0ik35+h7C7JMrJcq/UOJ5gPib4XCa/5du3qBvAFCcw6AYr0WUfOBhMTiCHShUes7Y8oz1sBt8i37f0j/n6iAHq2E+2GredcFvmPf4Hjn96yyZOeoL6YRmp2mcWWdjPWRYcem2mpRLPRYRVDynlS8DoulD+DZa5ULN91FH/5+7vIN2ShkMMJYuZJ19oZRselt5GftQSeNb9GvUjHFy9/cTx75HLvonhrNtwi7/He93GlQ8uTPobuT08ox0z52jU7jH9FjvBPcFzOqS76dQx/Pv1LpGqLK3Fq3LaMdSUbk64uWuRc5q8hNysV7qxnsPfMPw150u36YPC8Ri0slmDjiS8hkhxGckiLHOzJ5EmfRgaJxIjO1CY/vgWp7cJHr8duHmhjp7ZjypMujg2i7fevY23aEizf5UXdP39nygeuf18e+xWO/b8vYrlL5P635NyPNzfs5q9o98J+PCXGPfsFeP/yF5zY4YHTpaWoNI7fdOVJT1aACqhi7r2n/naB4bcDNJGuzy+7uWsZwKj5kIh9EiJdt0H8FoCVUQwxG+86ExUbnmghE6N+rcvx5kMUB+16rY1Nomt+nHa19vmXBGaZAEX6LANncyRAAvOYgJZ9w7LQUlLUGTNuzOM+PCCm6SLdwvoBMZ9mkgAJkMCME6BIn3HEbIAESODBIaCmAXStws4Dp1ArNp3WnsGRl9fB7dqCQ0190XHyD07n5pWlFOnzajhoDAmQwDwkQJE+DweFJpEACcwdASl4E1fOvo1filAfEfKSloP84rdR09ylhk7NnW0/pZal7kb8T68X3v/ZiJ6o9J0/pZ6yLyRAAiQwOQIU6ZPjxlIkQAIkQAIkQAIkQAIkMGMEKNJnDC0rJgESIAESIAESIAESIIHJEaBInxw3liIBEiABEiABEiABEiCBGSNAkT5jaFkxCZAACZAACZAACZAACUyOAEX65LixFAmQAAmQAAmQAAmQAAnMGAGK9BlDy4pJgARIgARIgARIgARIYHIEKNInx42lSIAESIAESIAESIAESGDGCFCkzxhaVkwCJEACJEACJEACJEACkyNAkT45bixFAiRAAiRAAiRAAiRAAjNGgCJ9xtCyYhIgARIgARIgARIgARKYHAGK9MlxYykSIAESIAESIAESIAESmDECExLpTocL/EcGnAOcA5wDnAOcA5wDnAOcA5wDk5sDyap6inQuPLjw4hzgHOAc4BzgHOAc4BzgHJilOTCjIj3ZynkeCZAACZAACZAACZAACZAA9EVQsiwm5UlPtnKeRwIkQAIkQAIkQAIkQAIkQJHOOUACJEACJEACJEACJEAC846AFsOfrGH0pCdLiueRAAmQAAmQAAmQAAmQwCQJUKRPEhyLkQAJkAAJkAAJkAAJkMBMEaBInymyrJcESIAESIAESIAESIAEJkmAIn2S4FiMBEiABEiABEiABEiABGaKAEX6TJFlvSRAAiRAAiRAAiRAAiQwSQIU6ZMEx2IkQAIkQAIkQAIkQAIkMFMEKNJniizrJQESIAESIAESIAESIIFJEqBInyQ4FiMBEiABEiABEiABEiCBmSJAkT5TZFkvCZAACZAACZAACZAACUySAEX6JMGxGAmQAAmQAAmQAAmQAAnMFIG5F+lDV1D6sAuaIfrfDdW4cX+muj1f672PId+bSHWkYuOZbzD57vfBV5oNp+NpVN8YnaXOznabs90eAG2uLsi5OUvTiM3MbwKha/CmWa/XHuy82Bltt3xuDrz+YPQxm09Cfi88aV74QzYn8GMSIAESWEAENE2cbJd/luyJ4rykKteET1oOnirYiZ3avzfq0SlNpDXDudIPqH/jBex8/hT8dydbiaG+WXs5XSJ9EP4Tr2JnwW9Q33lvlqyfbdE82+0BuHsNVc/vxM6pzE0xGg/s/JylqcRm5i+BiQjviZyr9pgiff4OPS0jARKYfQJJ6WiDWTMn0qfTO3n/G1RvSIXz4TfhG5q8P9rQ71l6OV0ifZbMNTUz26J5ttszdXZqbx7Y+Tm1brP0T4DARIT3RM5V0VCk/wTmCLtAAiQwbQTmuUgPI9hej6NFG+FxpGLZ1tdw/NNbUJ6ESgh1X8XJ4k3wONKxtug4Gm7egQRNvGmPZLNR6usDMIae5t+hdPNSONO2obS6CT0h4WU3COPTTbh+4S1sefQtRdyHbqGx8hdYm/YQPGtewKE/fY2g7JhX2/637VjmWootZR+iLRiOHhTtKcGGU/D/fx+ibPMG3ZbuT9/Dnpx0ONPWobDiL2iXyxtsUcNdpOA3qPe+grVpKXBnPYniyk/QLdstmhtDT9NpFMv1bMSeygZ0yPVoDLRwF2FvE6pLt8HjWIotpb9Dc/eYYq9mY85+1Jzdh6eyPFi+6z00BVTK8dqXBtEmeKVlYEtZJbwvZppDbEJdaK5+A1sEv81voLq5yzx2ifgJp7Nt+9Y+GvFrxzaj/PQxFGUvgWfzW7jQNgjluUq8eQUg1IWmqteUcc/5BSovf6eMu8ZKX1COIdE4rj3wPs6WP4NlKatQWHkVAUmzLXp+xq7L2C++JoE5JhBXeIvrjA+Hti6F07EUufvfwkuparhL6BZ8FXnwOFxwpuXhkE+7jo+h23cYuWkp8uf7ywuxOFa4S3cddjpy8FLx00gXdXhewpmP/4LKXavgdqQgfdc5tI+Kb7fRhhR4th6GrzsAv3cTfl7ZAuW5onKdXbyrDt2SoX1HKpYXnVOv5SH0XCyC89mjOLt/M9yOItR1MwZnjmcfmyeBBUdgfov0kS9QuX4JnJ5CeD+ogbcgC07XC6gVIRymYydRmrME7pwjaOrvR9vFfXjKkwKnax2KDhxHXdsgRlrexeOuFKQXHMZZbyHSHUvweOUXGNFFego8WVnKTUT2wA+gpfJJuF0bUHyiBmdKN8HtWIUy321IUgdq8z1wpheh8n+VY4srBUvLfOhXFGBkEmmiLi0Ly8RNyCEWDAHVliXIKX4XtafLsFYvbxXpQ4oNjizs9NagVrbbg2dqOyBBMvTpCD6Q61mCtRVX0a8LQVWkG1n97jB2elLgXv8uWkakSJy1uEEV/BoHXl4HtyMNT5z5CuOI134Y/U1HZNvT80pxuFS9eepx8Mayp9SxexKVLUNAsvzitq+JXW0hEsEO40LNlY0t23OUcU0vh68/bJk7lnllavN3yri7tuBQUx8kbTxlka7xjzeOLjhdq7BzbzmK1iyB0/Usqtt74szPWHUZ+8XXJDDHBOKJdKkbDSVr8HjFJwiMD6L9wutY7hAifRA/Xi5D5q5T8AdGELx+GvmpJai/HYIU+Agl6dtw6NNujAe/woWSNXDaivQsFFZ9hkBoGG0ntsPpeREn/b0IjV9H1fo1KG/sB6ReNJRsUs4bH8D1qgIsLvorOj7dj8X64voO/N7N8r6fcFcddj+ch6NNvRgPtuNC8Wqs9H6OEagi3ZGCpUV/UJ0oc8yezZMACSw4AvNHpAvviPZPC1MJDaGz7RqutnZhHKO4ceZpXejebX4bGY6HVO9ICIH6cjzx4gHU3RgGosIJBtB8MAdOxxZUtgaBey2oXPkQnI++jea7YXWzpuKdqW75l+LtvduEikdT4N5Wg477gHS7HntSUpBxsAl3VbG2qKgeASmIztYWtHUOqV5iwxzSRJ0jC4VnvkC/7AFXbXEVoObmGCB1ob4ow2KLtnE0hGDnV/D/ny9xa1zC/RvV2OhwIbX0CoZg6ZOop+w5vPTrOty4ZxSwIzCzCqK1cgucjhxUNA9ERPrK42i9Z21jgu2LfmgiXeXnVOu913ocP3dMkB/itW/so3VzrHZsIw41/whJ+hHNFRvhdKxGeeO/ANt51QdY7JZu/x1luS/i1xfbcU8bT/lmn8w4avPTOHf77OdnzDlhXfkZ5hdfksBsE5BFuuFaLYtwdWNooB5FrudQ06E+pTMK+tAdDAyLp40SQr31KJE97IMIXHoV7twadKjT3DbcRfaka95sVUAX1KFH7n8n6gqy1c2rEkKDgxiW6xtD76XXFc/8jyJBgbqgl+8PT6KyVWl/kexRFxVJGPMfRWZmJVrDahuuQtTctF5fZhs62yMBElioBDRdnGz/Zy4m3bhxVN/wKSE00A7f2bdRvEP1hsre6C501r4At/xahLJY/rOKdM1zq4l/zdMqe+VHVZGuCki1Kk0Qa4D0v0KghTtRv0dkT0mBJ6cIFTVX0TkaI/ZdE3XyYkC9C2m2aQsS/a+4gdyNzu4S6scN31lUFD+DHNkbr4r0qD4ZGWgiVdQ5ZGGleetVj7xmo+pl0vqtLARE6IdN+1o/rExVkS51nsczLm1BEcmM4s4/j877SfITXbJrXxtDbVFg7H7UMa3P2uLHbl71IcpuY71GViF134M+fppwiTWOCUS6xjJmXRQIxiHg6zkmYBTeFlPCrZXIMnrBTeeKcMOz2Ju3Aosys5HlEh72XrRWboLHe013cExdpCvhas3V5XLoXlZWBtyyTb1oKF4tP4UMd9TgidT9aBwWHvUcU/vQFwOjSrjLjvOTT2Bg4cO3JEACJDBRApr2TLbczIl0/VFkxBQp8E/sF2Es2S/gSM2fULN3g+pJnwmRrgk4pX1NrC0qqMIn/mvwa/9aO+X4ZCnYjoaqcuxcky6L9fSSjxCwOj2Nok7T8Jq4TnkeVZ98HqnXfx2dwXGzSJd60SjiIV2rUHikBn+veRMrNU+6Vo8ukiPcIuEeUxTp8drXhKXevnFhMBotdlUWskiXRKx5EvzitR8lxO36L0SuJtKVhcl923k1AZEeVkOekhlH01OgGJ50bSxj1hVjr4Oxq3xNArNJwCS8zQ1HCWz93EE5NO7x9W+ituU2QvrnPVEiOaoOrQldPIu48DiedKkPTRXb8XjZebQExhCpL4Tui3uQWvRnfP3R61hc3IB+BKPajxLpurdeM4R/SYAESGD2CMxjkX7P4gHWwjSUuG5zCMd0hLuYRboWEuPOfR/t4xIw0oqa/UdR7evA6Gg3Wn31+HNzJ8ZDP6Du5YzYmWRiiXSo/ZDjk+8KFzNaaw7DW30FHaNa6I1iS9jkjZaghIxo3ulpDneJ4UkfnFD7P6But9gwJhYGo1FhI6ZwlyT5aQslxatv7b95UWD+ymjH1PAm3EX7mWfhlkN8bseZVxMJd0l+HO8nEulx54R15WfuKd+RwKwS0AV2dO5zqbsOhSl7Ihssx5pRsVh4zL9DQ/EWJWZcGKvXMSALZ1O4SfMhPGL0xmudS1ak9zegOE14yZXvTUSkQ3EcpD6Jnc+sRuHFTkgIy+E2pvat4S4U6doI8C8JkMAcEJjHIj2Mfl85ljqWYG3pSdSeeA05LhFSoGZrMW6G/MC4cTQsAsjhK1sFp54oRP8AACAASURBVGsTSk9fQEPbAEbbTiHXtHE0DbknvsSo7mW1iHSMoKP2FaQ7MpF/8AzOHnwW6Y6VeO1yF6R7X6JqwxJl4+gH76J4zRJoHmLTGMYU6RLGb57Hbs9DSN9xEGd/dxD5noew9DXhidc8vqpI7/ehLD0F7pwynFHbEQOmidbIZtgEG0dHv0TV1jRlA662cXTrKbSJbAgWG43hLoNx29fGxwX3mpewtzhX2ZypiXQE0XYiH25506u2cTQfVW1iT0By/KS47WtCXF0UmMBrx1IUxh8ckTfLOuWNo2Px59UENo4mO45RIj3G/LSvy9QxviGBuSWgC+xokS7y/9ftXoFc71UERnrhr3oR6XLM+vfwla5DflUL7gS/Q4P3OfXzICR942YPRgKf4eSurDgbR5OISRfXs8UFOHn9RwRvNsC7IzNSn/b0T79GiS1BCTaOUqTP7Xxj6ySwwAnMY5EuPC5aCsQlWL7r3/Hh6RIsdWRgz6UuObtJJK2gMQWjGFGRhusKvDtWwJ2Wh0r/YHIpGK2/8imnEBSxjUvgMabiQxjBtj+iPG8F3K5s5BafQKOW0tA4oSwCOHIoEp/pTjOmTjSL9PuIpPhzZ7+IYx+eRHF6CpQNq6I2Y1pJYz2aSNUErOCRIAVjDE/6UKL25RSM++XYz2U7DuD0kQIsMtwARSrD2CkYk+QXt31rHyN0I+E+q1FUXqrYl7c/koIx7rzSYlrV1JHGcY8az2TH0RKTbjs/lZhd85ww9ouvSWCOCcgiXdt/Yfgri1lj+sMlWPvGr9UUjHcw2l6LPdmpcLpWo+i3lSh9TGzi7pevYXoKRtdmvLE3XgrGJEQ6gmj/oATLXS64s1/Bb0+8jpVy/LnwrI+g7cQ2ODOOwj+mPaFKkIKRIn2OJxybJ4GFTWDuRfrC5s/ezwiBeAJ+RhpkpSRAAvOegFgs5ysZuua9rTSQBEiABKBnPUyWxfRvHE22ZZ5HAkkToEhPGhVPJIGfPIEwhgeGMNL9EcqyNyipZ3/yfWYHSYAEfgoE6En/KYwi+2AhMIrO5nrUXfShbYDZUSxw+JYEFhiBYTnVo/wrqIc+ic7CtcBosLskQAIPDgGK9AdnrGgpCZAACZAACZAACZDAAiFAkb5ABprdJAESIAESIAESIAESeHAIUKQ/OGNFS0mABEiABEiABEiABBYIAYr0BTLQ7CYJkAAJkAAJkAAJkMCDQ4Ai/cEZK1pKAiRAAnNLICpP+lLkVvjQHdLyjs+tefOm9dD3+GvJGvlXjr3+GD/8NGlDO1FXkI2dFzsnXUPsgjNVb+zWlE9D6LlYBCdz0ceDxGMLnABF+gKfAOw+CZAACSRNwPSLo2EEOxtRtWsVNp74EveSruSnf2K4rQqrU9+Cb3C6s0uNoe/Gl7jRNzbNECnSpxkoqyOBaSFAkT4tGFkJCZAACSwAAiaRLvorYaz5EB5ZVYW26dajDzDOkN8LT5oX/tCD0gmK9AdlpGjnwiJAkb6wxpu9JQESIIHJE4gh0ocb92OxLNIlhLp9OLR1qfwree7sV1HTNgglEGYM3b7DyE1LgTlfubFMCjxbD8PXHcNL3F2HnY4CHDu7D2tdHiXcI3QLvoo8eBwuONPycMh3C7ImlgbRVv0S0sXnrtUoqvoMfbIRFhv0MB1FoD537BT25yyBs+AcGmueQ2rpFQzJpCTIfcytQYdkV0cEqSzQRdvyvyLUdXeYQ1TkvojPR5Vwj02/wsGi1XA7UpC+6xzaR4WxVi5eNAZE74xi2niOCxHeahhJzHrt7DfWG+mL1l6ETR16YFOH3K8tKD1QhOUuF5yeItS0q6E+MceK4S5G0nxNArEIUKTHosLPSIAESIAEogmYRPoY+to+QmWBGu4i/YC63SuQ672KwPgQbl74FZY+9g78IxKkrjrsfjgPR5t6MR68huNbN6DMdxuS1IuGkk0orPoMgfEBXK8qwOKi+ugfHJIFoAvO9F/i3DdC+I+j6+IrWLzjPXweuINA0zHkPlyC+tsh3L9Zg20rD8B3ewyhQDOO734T9d3jig2pz+H4570YCVzF0a0rsedSFyRZ+HrgdKzAnt+3ISgBcrhKxlH4x4RgHkHbie1YfeI6wj82oCTjRZz0i3604OSO1WodZlRmT7pFAFtFesp2HPrkFkLj11G1fg3KG/sBE8t+tFTmI6PMh37JUJfpHCPvcUX8x6hXsrXfUK+pK+JzMxt5LGNxlPvlQW7FFXSHhmVmi8sbMYwwfrxchsxdp+APjCB4/TTyU8VYqYsUxqSbiPMNCRgJUKQbafA1CZAACZCAPQFZpGteYuGpXoXCyk+UjaOBehSl7EFdtxrjMeaHN2MzKluHELj0KhbtqkO37NEOoa+tBR1BER8jITQ4iGHV09176XUsjhUmogrA/Jobqrf8e9TuWINSX59iq/QdanJXy+9lgb3+JNrG5UrVvoyjs/Z5g3d8DB26t1wRou4d59ChbYAdbkR56tOovjEKyHXnKOIZ9zA4cFd5OhDqRH1JNjzea4pNBmoTEum6SDUIZQtLqe9r/EfHHXVBoW4ctZwDnfegZUOmoV5b+43nGDqiLmAibOJw1BcfYvwtXvLQHQwMq+PdW4+S1Bx4/QMWO43t8jUJkIAgQJHOeUACJEACJJAcAZMn3VzELEzFMU34fQW/NyemmJVrCHWhubocT2V5kJWVAbetSH8etZ3jSqPWxYIcWmIIg9m3GYuyC3HwzN/RGhDhM0HZBu2Gp/+VBbKwMwv5td+roTmiiV40FK9B4cVOSP0NKH74VdQHVJHZ3YTqvc9gWUoGlmWmxuyXmYXGQc3IootZqyc5cp65vNJl5f/xztGOdVjEr/a5aF+EyMSy33iOtT0jmzgc9X7FEOkYQ0/zWezNW4FFmdnIclGkGynzNQnYEdCuVXbHrZ//zPpBvPcTrTxeXTxGAiRAAiQwxwSmW6RLfWiq2I7Hy86jJTAGW3FqEoAAwi2ozFwH+/SGYwi0/g0nS7fBk/4GGm4PorVyU0xBHVlMGNMaap52HwL+o8jcUI0b9wGp/yoOrd+Gstr/RCCkCNaZ8KTbctAXPp0xWGlC216k29uvlTUyEHPN+vmwPUfTGBk96WH0Nx3B4+vfRG3LbYT0OURP+hx/m9n8A0BgojqaIv0BGFSaSAIkQAIzQkAXWDFyf9uGX1jDXSSM3mjE34RgE17qtP1oVOJdYghPtRcmASg+60L9y6sUT7d8ShjB7zvQK8JVpLsYGNQSQvajsXwDdl783hJyA0jBTtzoFV52qxBV2lTi0veh+vjTyPT6MYYw+i+/Do8cZy3OmTmRDivL0e9w5W8tCIQMtlrPSRju8n0c+w31Kt1X/2/9PGzP0TRGRpEunkpsUcOFRCTMNXjT6Ek3YeYbErAhQJFuA4YfkwAJkAAJWAjoAiuGSLfdyGjcONqDkcBnOLlrHXZf/AHS0BWULi7Ayes/InizAd4dmXDahruIjChqvLu6cTQ15yB83XcRvFmP8pxNqGj+F368XIpH5A2l6sbRHU/C67+jbl7djH3/uIXx4LeoL9+CzINNuGsj0iHHpS+BJ22lGvt+H0O+N/HIjtO4fmcAHZePIt+TEtM7b/aEi4XCKmSItkK38EnFdixyGLK7xIpJN7Ic6YW/6kVk7K5D10Q2jkbV+3/j2G8V49q4R3+ubAKOwdFWpPfBV7oO+VUtuBP8Dg3e55DuoEjXCPMvCcQjQJEejw6PkQAJkAAJRAjEE+mmtIHGlICiuE3aPgTR/kGJnLLPnf0KfnvidaxMjXjW9YZNAlD91JjWz7Uae2q+lDOzIHQLjbIQFBtclyL30CdqthijDalYXnQObfLm1WghqrQgPMCZcLoMm2FHv0atnC4xFctffgcnStdByWCiWyq/MIt0CaPt51DoSZFTQu458CtsTiTSTSyNqSmNtiZIwRgl0jsBW/uN9Rr7EutzG46mMTJ60kX/a7EnO1VJifnbSpQ+thrljQFL7LyxXb4mARIQBCjSOQ9IgARIgARIgARIgARIYJ4RoEifZwNCc0iABEiABEiABEiABEiAIp1zgARIgARIgARIgARIgATmGQGK9Hk2IDSHBEiABEiABEiABEiABCjSOQdIgARIgARIgARIgARIYJ4RoEifZwNCc0iABEiABEiABEiABEiAIp1zgARIgARIgARIgARIgATmGQGK9Hk2IDSHBEiABEiABEiABEiABCjSOQdIgARIgASSIyD/mJH4kSDjPw92XuyMXz70Pf5asgZu+ZcmY/xaafzS03g0CL83J+avhNo3Mpky9rUlfcT040BJl4p9otSF+qLVeKamHeOxz1A/Nf4IUdwTeZAESGAWCGjX2mSb+lmyJ4rzJlr5ROrmuSRAAiRAArNMIO4vjtrbEm6rwurUt+AbDNufNCtHJiO4J1NmGjozbSJdwnj7+9j+zDncHJcSGCYh1PctvrjRh1CCM3mYBEhg5glMVEdTpM/8mLAFEiABEpifBCYp0kN+LzxpXvjnXPlNRnBPpsw0DN+0ifRpsIVVkAAJzAkBivQ5wc5GSYAESOABJBBPpMuicgtKDxRhucsFp6cINe1ByAJdD48pQl13CKFuHw5tXQqnIwWerYfh6x4D0Im6gmw8d+wU9ucsgbOgDj1ynTl4qfhppIs6PC/hzMd/QeWuVXA7UpC+6xzaR4V3WLKpE0DoFnwVefDIbZWh/MUsNdxlMmWMY6aGhjx7FGf3b4bbkahvmdj8b+XYk50KpyMLhTVfYVSubgzdvsPITUuB07EUuRU+dIckwFakW+32ojEgVj8x+MFYdyqWF51DW1A8zRDnxrLHEu6is3PBmZaHtxt7ofjijfUabDbi4WsSIIEpE6BInzJCVkACJEACC4RAQpHuQW7FFXSHhtF2YjsWlzdiWOhkoydd+gF1u1chv7IZgZEeNHnzkFpUj4AkhKMHTscK7Pl9G4JCDcpCNQuFVZ8hoNbp9LyIk/5ehMavo2r9GpQ39gO2dYYQuFyGpesPo/H2CILtH6Ik+yFFpEu9aCjZpNQ9PoDrVQVYLNsRp4xpmFVB60jB0qI/oF2IX1s7lL4t2noEn3SPYrztJB5P3Y/GYQnSjw0oyVD6NB5swckdq7HnUhckO5Eut7ECud6rCIz3o6UyHxllPvTH4Cd11WH3w3k42tSL8WA7LhSvxkrv5xiRRboH0faMo+dikbJAwji6Lr6C1K3H0BQYQbDlPeQ+Wg5ff9jeZhMfviEBEpgqAYr0qRJkeRIgARJYKARkkW7cNJoDr1/dCGoSlWaPrFGkS53nkf/wm/AN3ZepSR01eEJ+/39lke7ecQ4dwpMs/otTp+Y5FptW7ev8L9S/nI0nar5TPcDG0BUJocFBDMtNjaH30utYLIfkdMUpo5il/F/to6sQNTcVn7i9HaJv2ZENtqZ+3cPgwF3FvlAn6kuylUWE6RxDu4F6FKXskZ9IiE+lvq/xHx13IKnCO8IvjMClV7FoVx265T5KGPMfRWZmJVrDitdd3/CrtzVqEOmCwyoUCr5KQ2j7jw5l8QQbmw1m8iUJkMDUCVCkT50hayABEiCBhUEgoSddCfkA7EW6OfxFE/yiXAfqCrKQX/u9KqiTF+m2df6XH5WZ6yILCRhFunDxd6G5uhxPZXmQlZUBtxDpYy3xy+gjrfZxx3l0qmsKWzvkvtmJdBG+0oTqvc9gWUoGlmWmxhXpxgWPbor8QghvIz9LX8U5uhgXrGPZYxDp8cZaDi+KYbPZIL4jARKYIgGK9CkCZHESIAESWDAE4gk3XQCK+Gh7kR5urURWzE2kFu+ugBqnTqMn3bbOKHsNwlXqQ1PFdjxedh4tgbFISM7oNXjTDE8IrMJeH2xzH8XHtnao8eLRnusQpP6rOLR+G8pq/xOBkME+U9/1RiN2Rm3CtfIz1KUV1+ucmki3tVlrh39JgASmhQBF+rRgZCUkQAIksAAIRIleQ591ARhfpMMSrgFpCN/fuI2QVciKquPUaRTptnWKOO1dKyMhGxhE88HViqe6vwHFaUpcuGgq4qGOU8bQXetCRD6UbN/0fo2h//Lr8Kix+zAuCPRzLGrc2sbod7jytxYEQlaRPs3hLgjixpWP0RIYsbfZxIdvSIAEpkqAIn2qBFmeBEiABBYKgekQ6fLGx2ys3fcxuseH0HFpP9ZmvI3muz+YQzAEU5NQtXquDaLUts57hs2PdxDwn0KhJ0UR6UNXULq4ACev/4jgzQZ4d2TCKXv4jRsmLWVM42y1RwSIi02xSfRN79c9DPnexCM7TuP6nQF0XD6KfM0+/RyLSDduHB3phb/qRWTsrkOXvHHUEMIizIm7cdRwrt6WIdzFtHFU5fDoL1DXNWZvs4kP35AACUyVAEX6VAmyPAmQAAksFAKySNfiyA1/9XSJiWPSzekSXXBnv4qatkF146NBOAqmuniM9s6bPOmmFIzGOoWLXEvB6II75zXs1VMwBtH+QYmcLtKd/Qp+e+J1rFQzrtiXMQ50DJFua4dhQWHt1+jXqC1aDbcjFctffgcnStcpWXFMfTe2a03BaE5hqYfUyEWMqRKtKRgNrPW2jCLdzE6kYDzku6X8yJGdzUYz+ZoESGDKBCjSp4yQFZAACZAACZAACZAACZDA9BKgSJ9enqyNBEiABEiABEiABEiABKZMgCJ9yghZAQmQAAmQAAmQAAmQAAlMLwGK9OnlydpIgARIgARIgARIgARIYMoEKNKnjJAVkAAJkAAJkAAJkAAJkMD0EqBIn16erI0ESIAESIAESIAESIAEpkyAIn3KCFkBCZAACZAACZAACZAACUwvAYr06eXJ2kiABEjgJ07AmHs7Bek7jqGxe2xu+qzn97b84A+MOcwNOcptzzf+4mjyXYn8SmnyZXgmCZAACSRLgCI9WVI8jwRIgAQWPIEw7viP4fH0F3HS34vx4HdoOPgkUuVfvJwDOLaiW0Ko71t8caMPIRhEeqgPN774Fn0hKcrYyQjuyZSJapgfkAAJkIANAYp0GzD8mARIgARIwEJA6kBt/krsvvgDNJkr/diAkoe3oaptxHLyLLy1FenGtg0i3fix5fVkBPdkylia5VsSIAESsCVAkW6LhgdIgARIgARMBPobUJzyPGo7xw0fD6Lt8kfwyyEvxp+sd8Gd/Spq2gYhaeEnq59H8Y5MOB0pSN91Ch//vRKF2alwOrJQWPMVRuVajeE0xp+yV0NYnj2Ks/s3w+0oQp3/PHY6tqD0QBGWu2K0V1CHHqMn3STqDe2k5WF/eSEWp3nhF5EzoVvwVeTB43DBmZaHQ75bUAJq4pSB4ZhjKXIrfOiWPfZhBNt+h0JPCpyOVCx/+TT8fdbwHANOviQBEiABlQBFOqcCCZAACZBAUgTCbVVYrQnZWCWkH1C3ewVyvVcRGB/CzQu/wtLH3oF/ZBw9F4vg9ChhMqHx66hav0QW6v7AGMbbTuLx1P1oHJYgddVh98N5ONokwmnacaF4NVZ6P8eIJvQdKVha9Ae0B8OALLrT8ZS3ET3jg2j//S+wdMNJtN1LHJMuBT5CSfo2HPq0G+PBr3ChZA2cct/C+PFyGTJ3nYI/MILg9dPITy1B/e0Q7MtAsTv1ORz/vBcjgas4unUl9lzqgnT/W9Rsy8U+XxdCoV58XvlL/LdLnfqTiFgY+RkJkAAJCAIU6ZwHJEACJEACSRFIGN4RqEdRyh7Udaue4jE/vBmbUdk6qIh02bMtmrKEoOge7jEELr2KRbvq0C3H00gY8x9FZmYlWsOq8HYVouam4nNXRHpRpL3hRpSnbrK0Z2jL0o47twYdatyOqW+hOxgYDgPiGUBvPUpSc+D1D8q2xS4zjs7a55FaegVDMskxdNQ8p7wPX0fVqqdR1TacFGOeRAIkQAIaAYp0jQT/kgAJkAAJxCWQyJNuErpyTZpA7khSpA/A782Bx3tNDS+B6i0XQnxUqWPHeXRqAfG66NbCR0R7K1F06QdDe5oNnYa6BtFaucnUjtn2MfQ0n8XevBVYlJmNLJcQ6b1xygRlu7Ubqv5XXpSMofsfB7E2ZRV2HqhGfevtSN/i0uZBEiCBhU5Au5Yky+FnyZ4ozpto5ROpm+eSAAmQAAnMMgG7mPSGj9EaGINZ6ArbNIE8jSJd98YbBbxRpGdj50Vje5oNRpEevRiI2B5Gf9MRPL7+TdS23EYodA3eNCHSe6IWEJEyw1EC3jwyEkKBVtRXlWFL2iq8drmL4S5mQHxHAiQQg8BEdTRFegyI/IgESIAEFgQB2+wuW1DZGgRmI9wlSqQbNrLK4TUb4fX3J/Ckj6L74h5zWE3zITwix6T3oqF4C8ob+5Uh1UX6QJwyYUuYDiAFO3GjV+SPD2N44I7qPZcw3Lgfi419WBATh50kARKYDAGK9MlQYxkSIAESWJAErHnSv0V9+Wak5p/DzXEJSLRxVBenBu+24GgIW0m4cVSvQyu3BGvL69ERHJA3qmasfxct2kZV+VxDWzHb6cFI4DOc3JWlbhztg690HfKrWnBH5IH3Pod0h/CkBw2bWq1l1I2jD2/Gvn/cwnhQcNmCzINNGBYpKhcrG0qVjaMFWOb1Y45+/mlBzlp2mgQeVAIU6Q/qyNFuEiABEpgTAsZUg9ZfHE2QglEX2AbhLPpgEM8wpTKMkYJRr0MrtwWl5TuR7phCCkbXZryxV0vBKGG0vRZ7RGpI12oU/bYSpY+tVj3rhr6byohOGI6JVItF59AmMtCIzz89hnw5BWMKPFu9aAxo4TlzMoBslARI4AEhQJH+gAwUzSQBEiABEiABEiABElg4BCjSF85Ys6ckQAIkQAIkQAIkQAIPCAGK9AdkoGgmCZAACZAACZAACZDAwiFAkb5wxpo9JQESIAESIAESIAESeEAIUKQ/IANFM0mABEiABEiABEiABBYOAYr0hTPW7CkJkAAJkAAJkAAJkMADQoAi/QEZKJpJAiRAAiRAAiRAAiSwcAhQpC+csWZPSYAESIAESIAESIAEHhACFOkPyEDRTBIgARIgARIgARIggYVDgCJ94Yw1e0oCJEACJEACJEACJPCAEKBIf0AGimaSAAmQAAmQAAmQAAksHAIU6QtnrNlTEiABEiABEiABEiCBB4QARfoDMlA0kwRIgARIgARIgARIYOEQoEhfOGPNnpIACZDAFAncx53G3yBj63toCYanWBeLkwAJkAAJxCNAkR6PDo+RAAmQAAlECEhdqN+zE5UtQ5HP+IoESIAESGBGCFCkzwhWVkoCJEACJEACJEACJEACkycwT0T6GHqaTqM4Jx1O1wo8Vf5HtM3qo9T7GPK9iVRHKjae+Qb3rTyHrqD0YRecG6pxI+qg9WTj+wT1Gk8VryfdTh98pdlwOp5G9Y1Ra60z9F5CqPsKvDtWwO3IRqmvb4bamUy1E+RuamIuWJoMSPBmKn1LUDUPk0AiAqFr8KblwOsPJjozctxYprsOOx1FqOsORY7P9Ctj+zPd1qTrD6HnYhGcBXXoiaojCL83Bx7vNSRPbaJl4rUfZdDkP3ggxmLy3WNJEphuAvNApIfR33QEa10uuLO24LnN2XA7UpC++zw6xqXp7q9NfRLu+k/h+YIX8MalHxDV6qTF8wQF1aTbmQNhKd2Gr2wVnI505OT9ElX+QRu2c/HxBLmbTJwZllJnPd4o2InnT1zDXVN7E30zlb5NtC2eTwIWApMRWcYyoT7c+OJb9IWirrKWhqbxrbH9aax2equSEOr7Fl/c6IshxCcquIVlEy1DkT6948naSGB6CMy9SBcxjkUZcKYUofaHUSDUgbqibDhdL6C289709HKqtUxaPE9QUE26nZkRlnGx3f8G1RtS4Xz4TfiGJvR4IW6103NwgtxNjc4My/s3qrHR4UJq6RVMLZp3Kn0zdZRvSGDiBCYjeCdTZuKW2ZeY6/btLUvyyEQFt6h2omUo0pMcDJ5GArNKYO5Fuib2Ul5BXdc4gDCC3T/g1sCo6tEWYRWf4HjRRniE13bX/8Cf2gchjX+F6ty0iEjUxX4J6m+HgNAtNFb+AmvTHoJnzQs49KevEZSdNxERdsb/OS6UbUNG6cfotIS7SMHr8jFP2jaUnTqMl4zhLtIg2i/9O/bI4TnZyC0+gcbuMXXgwgi2fYiyzRnwbP41TnlfsA+jARC3HYyh+9P3lHbS1qGw4i9ojxkGFOmTEu4SRrC9HkdlZqlYtvU1HP/0VgwPjTDZro2IGFx74H2cLX8Gy1JWobDyKgKS1p4LygTSwl0S17XxdBOuX3gLWx59C77Oj5UwovWHUPvBfjyVtQSenNdxruUb+H+/T3m/9QDqbw6rbO3qF4fjc5eC36De+wrWpqXAnfUkiis/QbfmzZMG0SZsSsvAlrJKeF/MtA8dijv2Yq5excniTfJcXVt0HA0370DSFl8OlZe8sLltDlHSvgfaose2nci4xAzNUknxDwnMCAGj4JVDV7ag9EARlrtccHqKUNMuwmDE98CHQ1uXwulYitz9b+GlVDVExhTuMoZu32HkpqUo5x36BAH5Gm0snwLP1sPwqddXKfglqndlydcdd/YrOOkPRD/5jNe+uN4Z26zwRa4DRmDimlD9EtLFd9a1GkVVn6FPti1W+TF01DxnWIBLGG7cj8W5NeiQYp0vATKHAhw7uw9rXR7svNhhDncJ3YKvIg8eh+h/GcpfzFLDXezZiHte7DLGjkG+NyrnueBMy8Mhn7g3WEV6LLsn0c+kxyIVy4vO6WGuyY2zpV98SwI/QQJzL9IxjLYTeXA7XHBnF+Lg2f+NL7vvRi68I1+gcv0SuNe8hhMfnERpzhI408vh6x9Ea+UWOB1bUNkaBO42oeLRFLjzz6NTGkJL5ZNwuzag+EQNzpRugtuxCmW+25CgCUwPlmV55It9qlWkS31oqtgCtyMTT5UeQGmeEG1aTLqEkZZ38bgrBekFR1D7wRHs9GjtAlL/BwwgYwAAIABJREFUVRwSNnqeRunhUjzlETcgm1j3pNpZgpzid1F7ugxrXSlYWuZDf9STYq1Paky6yszpKYT3gxp4C7JsnkxofYnVhiYGxU1qFXbuLUfRmiVwup5FdXsP2i7uU/rmWoeiA8dR1zaocolXVwo8WVnwCJZCjGoiXYQ35ZXicOnTyk3R9F7rczxbE3FX54MjCzu9Naj1FiLd4cEztR2QoIVbWW2IFd+v2RB77GHirsxVd84RNN36EhffUPrmXlOEg0f/jLaRQByRHo4zx7RxsZlTP8GLFLs0jwhEiXQPciuuoDskruPbsbi8EcNSNxpK1uDxik8QGB9E+4XXsdwRLdKlrjrsfjgPR5t6MR68huNbNyjXaOkH1O1ehfzKZgRGetDkzUNqUT0CkhCJhfj5Ph8CoTEEPj+B3f/tr+i2Xg/jtC+3mfocjn/ei5HAVRzduhJ7LnVF7jcq6vs3a7Bt5QH4bo8hFGjG8d1vor57HHblw21VWJ1xFP4xYcyIzGL1iesIiT7Gak8W6S4403+Jc98MCilrEOkhBC6XYen6w2i8PYJg+4coyX5IEelSLxpKNqGw6jMExgdwvaoAi2U2ccqYps84ui6+gsU73sPngTsINB1D7sPCsTVqaB8T7mf4xwaUZLyIk34xli04uWO1wjXRWOjj344Lxaux0vs5RpDkOJv6xTck8NMkMA9EuvAmf4v6IwVYJrwxsrcxC4XVXyIoSbjb/DYyHGnYVvMt7iOEwKUSLHLkoKK5Xz2miK2wHE6gnqcJ9m016LgPSLfrsSclBRkHm3BXF+kpSN/1Plr6hffeInzU8s6Vx9F6T1LLR0R6KHgLbf7P0Ppfo4DJAxpWbXoIP69swT3dXhtBFbedATQfzIHTVYCam2PiqqmEBT36NprvWu9KFpEeGkJn2zVcbe3COEZx48zTcMbc3BmvjbC6mVbri6UeU79FuEsydQlv20uobvmX4tXXPMyPvQP/iBTZOGt9L2/YjVf//QTcQwh2fgX///kSt8YlmENP1Hq1xZ7GOeYmXAkTGvv6cjzx4gHU3Ri2tCkuJpYxM/EMx2knFH+T80/zOsVezRcCUSJd2wRqEJmBehS5nkNNh/p0MWaZMQQuvYpFu+pUkR1CX1sLOoJhSJ3nka89URJ++Y4aPCG/D8oOncdPXIe4atv+Z9t+Pzprnzd4vK2e4UiNsuhefxJtpn1R4/blhxtRnqou7KXvUJObg/LGXvvzZZHuQX7NDfUJp4EfulD/cjaeqPlOXTwYQ1ckhAYHMSzfAsbQe+l1LE7zwh+KVybSL0jfo3bHmshGf9nW1Sj19RhE+kT72Q/gHgYHVOdaqBP1JdnKosJ2LAYt4y9hzH8UmZmVaA2LRU4eEo6zoVt8SQI/VQLzQqQrcO9jtO8Gmi6+jXzZ+yyEeI8qMDXxrv1VRG9YF9+N+F4W74pXXRNhWuf0v7LY08SRqH9AHVezSA9Z44c1MalndxnHwI0rOHuwBPlr0pWFhXwTuWsRxOZ6rZHbmp16nLKxnZAa8y0vWrR+i7+xPLxan7RjEkID7fCdfRvFO3IUz3Uska4Jw5ht3LWIwQQiPam6tIWSit3YXwEn3vu4PAYScw/144bvLCqKn0GO/HhdjQ/X7NZFgZWl9atvN/aj6Kx9wTbTTdRYxxXpAoZdOxTp1hHh+1kkEFNwi5wjEZH5X62VyJKFo2pXzDIDthlLQn6ves0yXveUxUCo+2Psy0nH8oIDqK5vRUALWTMgCNu23yO3qd8PtOterIwqInRk32YsEk93z/wdrQGx4FDEcuzyvWgoXoPCi52Q+htQ/PCrqA8M2rcni/TnUdupLTci/HrCLajMXGfIoGMU6QJ1F5qry/FUlgdZWRlwC9ZjCcpofOSxMHIVr63hNhPtp/hRKxGG04TqvSIsMgPLMlNlkT6WYCxMGWtkJsmPs9Yl/iWBnzIB7XqTbB9/luyJ4rykKpdGMdDdgbYvO9WYcc1bLoR4K76Xhc9S7DzxMfz+a/q/LzuDkKQO1OZ74Fy5D1Vvb4Yz/TdovHNf9sQ843JhUUEVPjGU8beKNmKJMLOYji/SQwh8eghrXalYvut/oOZvZ7H3sYfU2PhpFOlhtW8pz6Pqk8/1fvv919EZFZdu7pMU+Cf25yyBO/sFHKn5E2r2bojtSdf4xWxjfGIifUJ1qbMonii3iva4PIbji3SpF437N8PtWoXCIzX4e82bWKlt4pyQSI839tMp0sfizDGK9Ilcg3juNBOIKbjNIr1TiOwpiPQokW3tQug2WutPonRzBpa+9pEaxx45SRb5MdvvRWvlJjW2O3K+/asxBFr/hpOl2+BJfwMNt0WIpV15zSvvQ0B4hGWHzrD9+QZBqrRvEOlGxvJBg0iXQyS34/Gy82gJjEHv66g1NaahjLGDUQsA7aChfcSxWw5FEfH3xn6q4Ybrt6Gs9j8RCEXaHrWdC8qCyU6ky1YlGGfNcv4lgZ8ygaR0tAHA9Iv0O40oT0+B0/MrOeYPuIv2M8/C7cjAnku3MNZ6HD93pOGJM19hHBJGWv+A/d6z8HWIzYTiwlgAd8pK5KxagkVybJ548taCypUPwZ37PtrF48qRVtTsP4pqXwdGrR5MuXNmkX7fGoYi4gpT1HAXTSxqnle1LSXLiTXcRYn/W2QXkx6vnftBJeZejgEXSfuG0FpzGN7qK+gYjRfuMmTx6Kr1xPKkI14bWriLFqqTwJM+obrUGTURkR6XhzXcxcw93HkeYtGmPLGQcE+eU9p7a7iLiIcVG960pxKG2a8tRJIa+xACEwl3Mc6jwe+UxWfMdijSDSPCl7NNwCggTUIzIvK6u+tQmLInkgt9rBkVi60x6dZwFwmjNxrxt5bbCIkQCWN5aQjf37gth4VIw4MY1LzncoiJFm4TASHZtm8NsRChlp240att+o/UAekuBga17GL9aCzfgJ0Xv7eEaJjLK3Hp+1B9/Glkev0YQ9j+fBM70W6EX4/UibpdKxWvvGzSIJoPrlYWF8JLn7YfjUq8S0Skh+KUMXQLcijNKkPdYQS/70BvyNB+PLvFFn05/t7cz/7Lr8Mj9iPIbUVEeijpsTCGuwDJjLOpW3xDAj9RAnMv0qFt6lPypBfkKeEZ8oa7/jAw/i1qd2fB6XkWFb87g4odmXDKXg3hvYkILvHITtkIKEZqBB21ryDdkYn8g2dw9uCzSHesxGuXxQYhs9dZGVeLSNdzgC9BzstlKN4sRJsm0tX84K5NKD1dgxPFG+RNr1oqQqnfhzKx6BAbKvf+Elvk0ApN6FpmUbx27ksYv3keuz0PIX3HQZz93UHkex6K6TkyxzcPo99XjqWOJVhbehK1J15Djhzrr2VgMdoQrw0LE2tse5QHeiJ1qTZMSKTHq194cuy5h9Vj7pwynPngXRSLDbCaJ11sHJV5ueBe8xL2Fueqj9pjifT4Y2+7cbQ/rNsn21D7MdqCQXUxKuZYOfYWrIrMo8EeJQd9zDlGkW6cwXw9ywSSEOk98sbPFcj1XkVgpBf+qheRHnfjaA9GAp/h5K512H3xB0hy+Wys3fcxuseH0HFpP9ZmvI3m4R40lOQoG0rljaPvIT9L26xp4BCnfWWz6mbs+8ctjIu9UOVbkCnvVTKURxg/Xi7FI/LmSnXj6I4n4fXfUTZUPmxTXl40LIEnbaUe823bXjyRDsXJkLr1GJrE5k7/KRR6UhSRLq6Ziwtw8vqPCN5sgFfcD+WnBnHKGLum1Z1zEL7uuwjerEd5ziZUNPcZYtLVjaNJ91O5Vzyy4zSu3xlAx+Wjcsiq7CVPOBbaxmHDxlF5c2wS42zqF9+QwE+TwDwQ6VqM3T7sFPHd4hdH955Fs57S0BDr5kqHntZOGw/NG61t/NM+1+P2RFq/X6Dy8ndRKRgjv85pFaRqakQ57eAK5B98D0eeW6r+4qiwR00JKcInjp3DmeKVcKaoqR/lVIB/RHneCizKeg4Vp99GQYqNSBfLDJHqMWY7oiNj6Gk+i715K+BO24g9lQ3yxiqti5G/loWHnn5yCZbv+nd8eLoES+UnE9FZDOzbsDJJ5EmPZ6+1LtXyCYn0ePWLYyIFox33SOpGd/aLOPbhSRSnp0SevMgpGEUKSA+W7TiA00cKsCiWJ12Ou4w39upcFY/HHda5KlKavYN8kWZyw3H470qQAldxfNcqLMp6BuVn38fBHC3vfDjOHLtnCUNSWfIPCcwGgWREuint3hKsfePXyaVg1NMhiu+RlsJRZP16FTVtIgOKcu09KoSpcJqk5eHtxt6ozCzmFJCW9k0pGM1p/0z4xDXU+5yabWopcvX0kMbUhNbyIi49E06X4SmCXXtxRbq4J2rpFF1w57yGvXoKxiDaPyiRU16KFJS/PfE6VqaqnnXbMqaemeoW6SX31IgkDUZPujh/gv0c/Rq1RavhdqRi+cvv4ETpOiXTT7y5YNtGsuNs6RffksBPkMD8EOk/QbDsEgmQAAmQAAmQAAmQAAlMlgBF+mTJsRwJkAAJkAAJkAAJkAAJzBABivQZAstqSYAESIAESIAESIAESGCyBCjSJ0uO5UiABEiABEiABEiABEhghghQpM8QWFZLAiRAAiRAAiRAAiRAApMlQJE+WXIsRwIkQAIkQAIkQAIkQAIzRIAifYbAsloSIAESIAESIAESIAESmCwBivTJkmM5EiABElhoBIx50qe172Po9J3Bb32duB+33k7UFWRj58XO6LP03OOjhh/miXP+ZPpiV0ZvW/zI3tz9F/J74ZF/3ChOv6PMkzDe/j6eeLQU9V0xfn016nztA2tude1z/iUBEpguAhTp00WS9ZAACZDAT52AnUidcr8NPyUft6444jPUhxtffIs+00/cj6Hvxpe40RdDfE6mL3Zl5p1Ij9PvKL4DaD74jPqL3FEH43wgIdT3Lb640Ye5XZrEMZGHSOABJ0CR/oAPIM0nARIggVkjYCdSp2zANIh03YYkPbyT6YtdmXkn0nUYfEECJPAAE6BIf4AHj6aTAAmQwKwS0EXqgBJSsulXOCj/HHwK0nedQ/uoBJh+Cj4Fnq2H4etWPdnSINqqX0K6wwXxk/RFVZ+hT1IEunYzcjqKUNcdQqjbh0Nbl8LpMNYhPOmZ2Pxv5diTnSrXofysPQBdKNuFu4ifm9fqXIrc/W/hpdQceP1BwPQT9UuRW+FDd8jaF2sZA3m57S0oPVCE5S4XnJ4i1LSLegGEbsFXkQeP6HNaHg75bimeZ7lMDl4qflrh4XkJZz7+Cyp3rYLbYcfTBXf2q6hpG4SwzmR3Wh72lxdicVS4i4WZIwuFNV9h1NY2dZGz+nkU78iU+afvOoWP/16JQsFcL29ZDFn6+XZjr2qjkbtxLOUO8H8kQAJxCGjXxTinmA79zPQuwZuJVp6gOh4mARIgARKYSwJWkZ6yHYc+uYXQ+HVUrV+D8sZ+QPoBdbtXIb+yGYGRHjR585BaVI+ABNy/WYNtKw/Ad3sMoUAzju9+E/Xd4wAsnnSpFw0lm1BY9RkC4wO4XlWAxXIdQnB6sCjvGJq67yLY/gcUpT+NqrbhxCJd6kZDyRo8XvEJAuODaL/wOpY7FJEu/diAkowXcdLfi/FgC07uWI09l7ogxSljGgZZcHuQW3EF3aFhtJ3YjsXljRjGOLouvoLFO97D54E7CDQdQ+7DJai/HVLtzVL6qJZxehQbonmuQK73KgLjQ7h54VdY+tg78I9IkAIfoSR9Gw592o3x4Fe4ULIGzpgi3YNFW4/gk+5RjLedxOOp+9E4HMKPl8uQuesU/IERBK+fRn6qsE1d5JhsWQIh1P2BMUP5cUPsv9LP1K3H0CTqankPuY+Ww9cfBmzH0kSQb0iABGIQmKiOpkiPAZEfkQAJkMCCIGAV6QV16JE7HokVlzrPI//hN+EbUraASh01eEJ9H26rwur1J9E2rviBI8wsIl144wcHMSyfNobeS6/H8BCL0v1oLF+FrMoWhBN50gP1KHI9h5oO1auv90V4vO9hcOCu4vkNdaK+JBse7zWE4paJWB/x4ovobIOHWfoetTvWoNTXp5wsfYea3NXKe91eSxn5zAhPCBtS9shPF+RDY354MzajsnUIgUuvwp1bgw4VZ+yNo4a6RAXGdkN3MDAcVp5+9NajRH6yoD4liTG2cvt6eeMTiy7Uv7wKhRc7FYZSH9r+owNB2S67sZRr4/9IgATiEKBIjwOHh0iABEiABAwEdGFrL+RkoShCO0z/lBAWOfRj32Ysyi7EwTN/R2tA29BpFelC63ahubocT2V5kJWVAXeUh1jYpQhi98v1CMQUjxGBGm6tRJZch9ofvS9CpIuQjCZU730Gy1IysCwzVRbpY3HLGLjobVsEt9yGlYVHyU5jV0auNmJ3RHhr7WnHvkZr5SZlMaF1KWZ2F+18NSOOqd0x9DSfxd68FViUmY0sl3iyYD+2cjN6eYNIN7HU7DT8jTmWhuN8SQIkEJOAdh2NeTDGh/Skx4DCj0iABEhgQRDQxZi9kIsSw1FgxhBo/RtOlm6DJ/0NNIjQj6hwlz40VWzH42Xn0RIYQ0SoWgSn0WsdSzwicn6kDtUgvS9BSP1XcWj9NpTV/icCociCYVQXvdFlTN3S27aI9HALKjPXqXHvphJmj7axH/JpcezW+/QV/N6cKYj0MfQ3HcHj699EbctthHQe9mMrm6b3NUmRLtmNpYUH35IACUQRoEiPQsIPSIAESIAEYhJIRshZwzOkIXx/47ayWVK6i4HBe2rVIlRlg5rzPCKMhcxFfwOK00TctBLHERHYQrxmIb/2e3VT4h34vRuR6fVjLJZ41AVtJ6TuOhSawkaaUbFYeI4H0X/5dXjkGHLRuMEW2zLqplANkt62RaTDEgaCMILfd6BXbEq1LSMqjYh0+3CXQXRf3INFu+rQrYaVjDUfwiNRTxwMdYmq9XZvoaF4i7KPQHyezNiayhtEelQ/g7hx5WN5gWU/lqIy/kcCJBCPAEV6PDo8RgIkQAIkECGQjJCTN45mY+2+j9E9PoSOS/uxNuNtNN8VGxVL8Yi8iVLdOLrjSXj9dwAMy6Ebi8uuYFAIzqErKF1cgJPXf0TwZgO8IsuILj49cOfsR/3NAQRv/hHFj25HZcuQQXwaxaNBoMp2qRswR3rhr3oR6fLG0SEM+d7EIztO4/qdAXRcPop8T4riobYtk6xIVzdU5hyET2x0vVmP8pxNqGgeMNhrFfYCt43d1o2jXXXY/XAejjb1YCTwGU7uyjJw0n70yVCXqFoX6T3wla5DflUL7gS/Q4P3OZXHJDzp6gZZZePoHQT8p1D46C9Q1zUeZywj04qvSIAEYhOgSI/NhZ+SAAmQAAlYCSQj0k0pGC0pA0O30CiLQRGnvRS5hz6Rs76ImPDR9nMo9KTA6XoV9YFBtH9QIqczdGe/gt+eeB0r5YwkP6gpGN9Qz12NyaVgXIK1b/w6koJx9GvUyqkkU7H85XdwonSdmp3FmD7QUsbIRhe+MQS3MTWhK5a9McoYRXo8nsbUka7NeGOvXQpGTbAbRfo4Rttr9VSWRb+tROljq1HeGDBkbRGdtBP5xsWQ8MTbpJpE0GYslackRox8TQIkYCZAkW7mwXckQAIkQAIkQAIkQAIkMOcEKNLnfAhoAAmQAAmQAAmQAAmQAAmYCVCkm3nwHQmQAAmQAAmQAAmQAAnMOQGK9DkfAhpAAiRAAiRAAiRAAiRAAmYCFOlmHnxHAiRAAiRAAiRAAiRAAnNOgCJ9zoeABpAACZAACZAACZAACZCAmQBFupkH35EACZAACZAACZAACZDAnBOgSJ/zIaABJEACJEAC/397d+MT1bnnAfz+F5PMZCYaEyJLJsQYQhBtLIbxNUrkukXFVBRrK9rthd64g7dX6qaAV6ebK/ZWjDJNJW6x98q9G9msbHeMJQbuddoFI17BSuOsDAgtKMObDJzv5jkvM88MDAVWHIrfJg1n4Jznec7nHJPvPPM7z1CAAhSgAAUiBRjSIz34igIUoAAFKEABClCAAnEXYEiP+yXgAChAAQpQgAIUoAAFKBApwJAe6cFXFKAABShAAQpQgAIUiLsAQ3rcLwEHQAEKUIACFKAABShAgUgBhvRID76iAAUoQAEKUIACFKBA3AUY0uN+CTgAClCAAhSgAAUoQAEKRAowpEd68BUFKEABClCAAhSgAAXiLsCQHvdLwAFQgAIUoAAFKEABClAgUmCBhPRRdDVeRKEjGWbLGuws+RNaA+ORI53XVxN45vkACaYEbKm6j4novp7dgHOZBebNbrRP+mP0zvLrn2hX3lVsz7mfXnic6TCbdsHdPqSfiwXGxTWbkrG+4Peoa3sKRe5T6URdQYq2n60IdU+C8l+5TQEKUIACFKAABSgQJwEjx820+1/MdEex38waH0df42mst1hgTcvC3m3psJpsSD5wBR1jEZFyNl3Pcl8FQ94LeCvvII5dexQZZEVLcw7P8QzpNtgzc7AvLw87M5O1a5FcAk+f9OZnoAElyTb9OjlQ1tQ/SzfuTgEKUIACFKAABSgwHwIzy9Hhnl98SDdmc20FqHk0AgQ7UFuQDrPlIGp8z8M9x3PrZxnSpU8Fgp2od2bAbErB4Wud+psQBc9bzuJ1kx07jxdjp2UpXq9oxgIRj+fVZt8UoAAFKEABClAg7gLxD+kT9+HenACz7QhqO8cAjCPgf4TH/SOhMBn038TZgi2wm5Lh2P87/FmUbYzdgzs7CeZlH8DzbAIIhX29bCP4GA0V72J90lLYMw+i/M9/R0CdmA+XhlR5b+PL4h1IcX4FX1S5ixK4q/7NnrQDxRdO4R253EV5irZrv8dhtTwnHdmF59DgH9Uv5jgCrX9E8bYU2Lf9BhdcB2OX0QCYth+Mwv/1p1o/SRuQX/bvaJuyDCh8TuFyFymkYwTtVbtgjijnGUVHdR6spixU/O0mKtYuhTX3Cnwv68OLuN/6HAAFKEABClCAAhRYuALxD+kYROu5HFhNFljT81F66b9wxz8ULjkZ/hYVGxNhzXwf5744D6cjEWa1bOMpWiqyYBYhsyUADDWibKVND5rP0Fzxj7BaNqPwXDWqnFthNWWg2PMECoxAa8eqNLta6pEQHdKVXjSWZcFqSsVO50dw5qRqJSFqTbqC4eZPsMliQ3LeadR8cRr77Ea/gNJ3C+VijPZdcJ5yYqddlJPIgVm6GWbUTyIchZ+g5mIx1ltsWFHsQd+kIG2ck1yTbvSpINjfDHfeCphN61DS8IM2gIg3NY+02nTWpUsXh5sUoAAFKEABClAgfgILIKSL2eQHqDudh1UW42HHNOS77yCgKBhqOokUUxJ2VD/ABILouVaEJSZRP92n/82OPTUdGG93Y4uxnxHYd1SjQ0yyP6nDYZsNKaWNGAqFdBuS93+G5j4xex9VO64fb157Fi3PFf1448FRBcHAY7R6/4qW/x0BjE8C1Bn9cX1MRumIMV4jMEdd6Gn76UdTqQNmSx6qH46GPylYeRJNQ9EpfaqQblgaP8X5XkbbiH6sXo+uzZ4/h6/mIKyqK+vSo64SX1KAAhSgAAUoQIGXLrAgQrp21hMY6W1H49WTyFVnn0UQ79LLNIygafzUQu94KHw34Hs1vGuz6hNqYDf2lX6qM+FGoJUflIwM6UH9+ATnDTwTg5tUkz6G/vYbuFRahFzjoUw1pA/p402H09M7OfxHXV5jnFP2E9TLgEzS+NVtMVs+EtWScU7yTLr+4OjeLO3Nj70Y9T3G6i1GPboF1swClLpOo/TQBlhNxpuLqOb5kgIUoAAFKEABClDgpQrEP6QrI+j3d6D1jk+vGZdnn1vwvTrDuwL7zn0Fr/eb0P93fAEoSgdqcu0wr/0QlSe3wZz8L2gYmIDiu4I9FguW5FXipnSMt0X0IQdaI+zOJqQH0fN1OdZbErB6/+9Q/R+XcPy1pXpt/AsM6eP6udneQuXN26Hz9nrvwjepLl0+J2MJRn32XvGjvmgNzKFyH3F/GTPn0W8ALKxLf6n//NgZBShAAQpQgAIUmFog/iHdWAbQ/mvU+UXpyRDaqt6EVV2J5DFG1RVIkvDLqnsYg4Lhln/DCdcleDoGAegPP9rWwpGRiCUFdegR1RzPm7UHIbM/Q5tYxnG4BdUnPobb04GRULmLPCMdGdInostQOmtxwKaXuxjh2XhgVe9Le4A1utxlDJ1Xj2BJrJr06fqZCGg195Y34W4bEtP5aKk+BZf7BjqMkpXQNZ0mpMMoGbIhueg/NR+jHl1eQcd4w8O69JAqNyhAAQpQgAIUoEC8BOIf0qE/5CkeHE3LQl6OA3ax7TiNRrGm99gD1BxIg9n+Jso+r0LZ7lSYk4+hXv3inXDZhtmk1aZrFdfD6Kg5gmRTKnJLq3Cp9E0km9bi/eti+UE50E49kz6hPIGnWCxZmAjHoWIUbhMPXRohXf+bZSucF6txrnCz+tCrscqM0udBsVh73LIBBcffQ1bSdA+OTtPPhIKxh1dwwL4UybtLcenzUuTal2LF+3rQjrhj5HOKmkkX+z2/g8rNiTAbgd94cxBR367XwLMuPUKWLyhAAQpQgAIUoEA8BBZASAcQ7EST+0PsE/Xd4htHj19CU2hJQwVBfyPcx/dglUV8c+ZZ1D8cCK/+YgROY5UXQ1FtswQ70xJhd7yLiuvfTVqCMVzbHTWTbiyNWLIHq2xrkFv6KU7vXaF/46gYj74kpCUD+Wcuo6pwLcyhGWixBOOfUJKzBkvS9qLs4knk2WI8ODptP+JERtHVdAnHc9bAmrQFhyvq0TGp1EXs9xMhPVTekohNFd+gX/10whL+5EE1M8qMWJdu3EL8SQEKUIACFKAABeIlsDBCerzOnv1SgAIUoAAFKEABClBgAQowpC/Ai8IhUYACFKAABShAAQq82gIM6a/29efZU4ACFKAABShAAQosQAGG9AV4UTgkClCAAhSgAAUoQIFDiSI7AAALD0lEQVRXW4Ah/dW+/jx7ClCAAhSgAAUoQIEFKMCQvgAvCodEAQpQgAIUoAAFKPBqCzCkv9rXn2dPAQpQgAIUoAAFKLAABRjSF+BF4ZAoQAEKUIACFKAABV5tgZcS0o1O+NOifXOp+PZS/k8D3gO8B3gP8B7gPcB7gPcA74GfuAdm+lblFzPdUezHIMowznuA9wDvAd4DvAd4D/Ae4D3Ae2Du98BMs/esQvpMG+V+FKAABShAAQpQgAIUoMDcBRjS527HIylAAQpQgAIUoAAFKDAvAgzp88LKRilAAQpQgAIUoAAFKDB3AYb0udvxSApQgAIUoAAFKEABCsyLAEP6vLCyUQpQgAIUoAAFKEABCsxdgCF97nY8kgIUoAAFKEABClCAAvMiwJA+L6xslAIUoAAFKEABClCAAnMXYEifux2PpAAFKEABClCAAhSgwLwIMKTPCysbpQAFKEABClCAAhSgwNwF5hjSg+i6WoR9V32hnoNeF+xJLniDAXhdDunbSROwev8naPCPhvYVGxPtbmwxWZDgvIFnEX+J8cJfi32mAtT6gzF2mOOvlW40lOfArn6F61o4PT3TNCTOuwDmvFp0TbPX7P80X+3OfiTaET7U5qVHXN+5tjSr44LfwJXkgMsbmNVh3JkCFKAABShAAQosNoHZh3TlO1TvyIBj3QrY12ViVe4V+BQgOqTbXd9AjdPBJ2h2v4uUjZ+geVjR/YLwXz2M5ZkOvL7yJJqGjN9PwxvsRfu3D9AbnMG+0zQT/afx1kqsW/Yr1HaOQgk8wj3fYPQu0msFwd4H+La9Vzs36S//v835aneuo2JIn6scj6MABShAAQpQgAIvQmD2IV30OtSIspU2mKWAHTOki/1Hm1C2fAcqW4f1MffC48xErvszlEb8/kWc0uzaCI97dsct7r0Z0hf39eXZUYACFKAABSiw0AXmENIVPG+twjuuOnzlOobzrdrMczjsauUuoZl0IRAd0ke9cKVsQ0VLO+oOpeOX1d9Bmx/XS2WmKieRy13U7Sw4PyrAaosFZnsBqttEicQ4Aq2fI99ug9mUgNWHLsLbGwTkYxEuLfGJEh21zMUSLs9RS3YABB/DU6aXwSTl4GRDNxTpWLXcJWqfcs9jbYY95vhm0q6CoN+D8u0rYDbZYN9+Cp6oUiH1plL7yMOZSx9ivcWulaZMOR79fLf+GqUF62A12ZC8/zLaRoR4rL6mCelT9iFGJOwv43B6AsymRDje/hX2padg39WOqBIhuW25/xXIPvFbvJNglLuMwu85hewkcS1XILvMA/8L/hRlof/j5PgoQAEKUIACFHh1BeYQ0qfGmjqkizKOVtRXvIUVUrmLWo9uO4r6vgBaz+3AksJ69KnNjqC95hjyXQ36a6kvOWir23Zkl92APziI1nNvYHlJAwYnHqB6RzY+9HQiGOzG7Yr38E/XfFDkY6OCdnjccsnOGDqvHkHC9jNo7BlGoPlTZK8sgadvVAqc2j7Ld3+K2z0D6Gk8g+xlRah7YrwpmGJ8mEG7Sjfqi7Yiv/Kv6Bnrx93KPCwvqENPdJWPek4WmJPfw+X7T6HobU8ez4g2ZtsbKL/5GMGxu6jcmImShj4gZl9ykJauAcbx4/VipO6/AK9wuXsRuQn6OaufrmxFedOPUIIPUbPfePMVflOk1fFLbSt+1BdlYlPZTfSMPUXbl0ex2qSFdOXHehSlvI3z3m6MBZpxfvc6HL7Wqb+Zk8fEbQpQgAIUoAAFKLD4BOYtpJulGWqr47eobRNBUvyn1aNbN7vRPqFgsOEEliecQMNgdAqNwpaDtrwth+7xu6jM2IVKfXY/1EKs/cVoQg+8ytudqDuUgfyrPm3MSi9a/9aBgCIFTuV71OzOhNPTq3UjavWz12mvY/Y3g3bF7PbTp9A4RtF97SiWG7P7oROC/umAHbnV7drsfczxdElvLEQDUkiO2Ze8j9ypABtA/+C4NgvfXYcifeZ7vKUCacvL0TQqrqPmpL35kszUpqS2e+pQYNmL6g79oeKIB0ef42n/kOYf9KGuKB0Rn85EDYsvKUABClCAAhSgwGISmLeQrgWqAFoqsrAkYiZY1KOnazPfIur5riDXJNerx+CVg6+8LYd0jML/36VYb8vAvo/cqGt5IpWfGCvDRIbGKUP6SKxVRqRj1UAplcmob0r0spNY44sIofJ5Su2KXwc70eQuwc40O9LSUmCNGdLfQo1vTGso5nimKzeJ1ZcUpOVhqtuj6Gq6hOM5a7AkNR1pFm3mW30AN/Rmawy+mrf0T0iizk16k6AGe/ncInxEKUwj3Mf3YJUtBatSExjSJ10L/oICFKAABShAgcUqMM8hXV9q0aaXRAhFtR5d1BnLATdRqkuPQS0HX3k7IqSLYxUEe1pQV1mMrKQMvH+9c/blLjMJ6ePNqEjdMPVygbHGFxFC5fOUgqzSi8ayN7Cp+Aqae0YjZvrlIyLr7EVJeKzxSG2rDUgBPGZf0j4RnY6jr/E0Nm38ADXNTxCUz2fsHtzZG1D45X30PbmFj7c7UHTdL65GzJl8+Q2S2o3UntJ3C+Ubd6C45n/Qoy/ryZn0iIvBFxSgAAUoQAEKLGKBeQ/pmLgP9+b0UD2xtj66VOKAAXhdm6W69BjacvCVtyNC4DgG+wf05RH1UhrxEGrM/eUSF3k7qiwFAbTf+ArNPYNS4IzeZxyB7zvQLR5ujNlf9DFTtNtXj8KkcPnPpCBr8ET0IX4Z3bYxntghGTH7ihXSu1FfmKXVs4supVCNkVa4czdg29Z0WJO2orDyFrrUBz1j9y+eFci3HQ6vfa8+YCxm5p+i7/pR2MVzBur5TvEwsuHAnxSgAAUoQAEKUGARCsx/SMcI2qt26SUv42r4WpJRiVZR1qz+J9elD8/iwdHJ5St+8bDh8r04e7tbf3A0D6tcXowONqAkwYGypj4E/TdQvt0e+kIiOQSHt+UHPAfQ472A/JXvorZzWArp+j6OUnj8Qwg8rEOJYyvKmvqnCekzaPfZDTiX5+H83R8ReFgP1+5UmOWSEINtUkiPNZ5eacziYCmAx+xL2sfoT/0pSpU2ILeyGQOB71Dv2otk9UFPLVQvea0EtbfvwhcIXVz1kw31uQN1uc4R+G+eRrZNLwtSHqH2wBpku26hZ7gb3sq39fae4ZnnA/zD7ou4O9CPjusfI9duY7lLxLXgCwpQgAIUoAAFFrPASwjpesmL5SBqfF1oKMlAqgjOsqoIi8uyUNHSpX1b6YyWYJwc0rtETfrXZ9RApy1f6EJDj/hKpQDaqguQbLLAml6A0n/O+omQLmaJI5dg1JZXjJoVlvexrMPh6jsIiOcmIwL0NMck5WByuwG0fVGkLi1pTT+CP5w7irWhWm8JLaIP/fdTjieqfzmkC5cp+3oU4xtHFYy01WjLLFrWoeAPFXC+tk6dWVcGGlH+2tJwGZMlA/kVN7VlE0fuoXp/mrYsZkEJnFtT9W8zlZdgTMT6Y78JL8E48nfUqEtGiqU0/xXnnBtCzzFICtykAAUoQAEKUIACi1LghYX0RanDk5qhwDM0V+RgrfMv6BCz6EoAPm8NnOlrw6vfzLAl7kYBClCAAhSgAAUoADCk8y54AQI/oKHEgdXOP6K1d1QK6Q6UNPzwAtpnExSgAAUoQAEKUODVEmBIf7Wu97ydrRK4jzpXEbLTxDeOJmDV9vdQfrVVK/+Zt17ZMAUoQAEKUIACFFicAgzpi/O68qwoQAEKUIACFKAABX7GAgzpP+OLx6FTgAIUoAAFKEABCixOgf8DkppZ6w/lOxkAAAAASUVORK5CYII=)
Sin embargo, definir qué pacientes en TRR tienen más probabilidades de recuperar función renal está menos estudiado. Allegreti et al definió que los pacientes con mayor edad, especialmente los de mayor de 60 años, con diabetes mellitus, con comorbilidades como falla cardiaca o hepática, presencia de enfermedad renal crónica y un elevado índice de Charlson tienen menos probabilidad de liberarse de la TRR(34). En un estudio similar, Woodward et al reclutó a 481 pacientes críticos que cursaron con falla renal aguda y que requirieron TRRC. En el análisis ajustado, documentó que los pacientes con sobrecarga de fluidos >10% tras la reanimación inicial, se asociaron a casi 6 veces mayor probabilidad de eventos adversos renales (outcome combinado de mortalidad, dependencia de TRR o incapacidad para recuperar el 50% de la función renal basal) (35).
SUSPENSIÓN DE TERAPIA DE REEMPLAZO RENAL Y MEDICINA DE PRECISIÓN
Es claro que todos los temas cruciales (y controvertidos) en TRRC como inicio, dosis y modalidad dependen del juicio clínico y deben ser adaptados de acuerdo a las necesidades y requerimientos de cada paciente. Esto es uno de los conceptos de TRR de precisión(24).
El proceso de weaning o suspensión de la TRR se inicia desde el momento en que se conecta el paciente a la terapia. En aquellos pacientes que tienen mejoría clínica, la suspensión de la TRR actualmente se realiza por parámetros clínicos (clearence de creatinina y/o débito urinario) que deben ser valorados juiciosamente dado que la misma terapia expone al paciente a riesgo adicional de morbilidad, mortalidad, mayor estadía en UPC y hospitalaria(36). Además, aumenta los días de catéteres venosos centrales, aumentando el riesgo de infección del tracto sanguíneo, favorece las complicaciones hemorrágicas secundarias a la anticoagulación del circuito, trombosis del filtro de diálisis, alteraciones hidroelectrolíticas (hipofosfatemia, hipocalcemia, hipomagnesemia, alcalosis metabólica) y eventualmente a inestabilidad hemodinámica secundario a ultrafiltración excesiva(37,38).
Sin embargo, la suspensión prematura de la TRR expone al paciente a diversas complicaciones. Existe riesgo de sobrecarga de volumen, uremia y trastornos hidroelectrolíticos y ácido-base(39). Incluso, los pacientes que no logran el destete exitoso de la TRR tienen mayor estadía en UPC y mayor mortalidad(29). En el estudio BEST Kidney, aquéllos que tuvieron retiro exitoso de la TRR (definido como sin TRR por más de 7 días) tuvieron más sobrevida que aquellos que reiniciaron TRR antes (28,5% vs 42,7% p mayor a 0,0001)(7).
Por último, la TRRC se asocia a consumo significativo de recursos, tanto humanos como económicos(40). Los costos asociados a TRRC se estiman entre US$3.801 a US$3.850 por semana de terapia en distintos centros alrededor del mundo(41-44). En Chile, el pago por prestación valorada de FONASA asignado por terapia de reemplazo renal continua es de $2.518.710(45).
Por lo tanto, encontrar el momento adecuado de suspensión es un objetivo primordial en el uso adecuado de la TRR.
¿CÓMO PREDECIR QUÉ PACIENTES VAN A TENER UNA SUSPENSIÓN EXITOSA?
El primer estudio conducido para suspender la TRR fue en Taiwan en una UPC quirúrgica. Wu et al. definió como retiro exitoso de la TRR como aquel paciente que no requiere reconexión a la terapia después de 30 días desde la suspensión. Es un estudio retrospectivo en donde se analizaron 94 pacientes que recibieron TRR (TRR intermitente y TRR continua). El 68,1% tuvo un retiro exitoso de la terapia de reemplazo renal, usando como predictores variables clínicas como edad, débito urinario, score SOFA y duración de TRR. El área bajo la curva del modelo predictivo fue de 0,88; sin embargo, no se utilizaron biomarcadores para definir la suspensión de la TRR(46).
En el estudio BEST Kidney, estudio prospectivo, multicéntrico e internacional, el 52,6% de los pacientes con falla renal aguda tratados con TRR sobrevivieron. De aquellos, el 59% (313 pacientes) de los que se les suspendió la TRR estuvieron independientes de terapia por al menos 7 días(7). En un análisis post hoc, aquéllos que tuvieron una suspensión exitosa de la TRR fueron aquellos con mayor débito urinario en 24 hrs., con una área bajo la curva de 0.81. Los autores concluyeron que los pacientes con más de 400ml/24 hrs de debito urinario sin diuréticos o mayor a 2.300 cc/24hrs con diuréticos, tenían más del 80% de chance para discontinuar de forma exitosa la TRR(5).
Un estudio retrospectivo que incluyó 85 pacientes en TRRC, en donde en 53 de los cuales se logró suspender la terapia por más de 7 días, el clearence de creatinina de 2 hrs mayor a 23 ml/min medido 12 hrs antes de la suspensión de la TRR tuvo sensibilidad, especificidad y valor predictivo positivo de 75,5%, 84,4% y 88,8% para detectar a los pacientes que se mantuvieron sin terapia dialítica, respectivamente(47).
Viallet et al estudiaron a 54 pacientes con función renal normal preingreso a la Unidad de Pacientes Críticos y que sobrevivieron a la falla renal aguda severa. Un retiro exitoso fue definido como independencia de la TRR por 15 días tras la suspensión. Lo más interesante fue que demostró que la excreción urinaria de creatinina de 24 hrs mayor a 5,2 mmol, a pesar del tratamiento diurético, fue un marcador predictivo para retiro exitoso de TRR en el 84% de los casos(48). En otro estudio similar en pacientes tratados con TRR intermitente, la excreción urinaria de urea en 24 hrs fue más predictivo que la excreción urinaria de creatinina con un área bajo la curva de 0.96(49).
Muchos biomarcadores urinarios incluyendo NGAL, KIM-1, CysC, TIMP-2, IGFBP7 que se correlacionan con injuria celular renal o disfunción tubular pueden, potencialmente, predecir la recuperación de la función renal y otros desenlaces en falla renal aguda. Pocos estudios se han publicado sobre la utilidad de estos biomarcadores para predecir la recuperación de la función renal en pacientes con falla renal aguda en TRR en la UPC. Algunos reportes retrospectivos han demostrado que niveles más bajos de estos biomarcadores tienen mayor probabilidad de recuperar la función renal(50-53); sin embargo, estos estudios se han enfocado en diferenciar la falla renal aguda persistente de la transitoria y en la recuperación de la función renal, pero no en retiro exitoso de la TRR.
Zhang et al realizó un estudio retrospectivo en donde analizó a 251 pacientes críticos con falla renal aguda que requirieron TRRC. En el momento de la suspensión de la TRR, se midió cystatina C y demostró que niveles mayores de cystatina C predicen el menor éxito en el retiro de la TRRC. El área bajo la curva de cystatina C sérica para predecir recuperación renal fue de 0,87 (95% CI: 0.82-0,92) con una sensibilidad y especificidad de 80,5% y 83,5% respectivamente. Se definió como éxito la independencia de la TRR por más de 7 días desde la suspensión(54). Kim et al. recientemente analizaron 110 pacientes en TRRC por falla renal aguda en la unidad de pacientes críticos y midieron cystatina C y NGAL con el objetivo de valorar su poder predicivo para suspender la terapia dialítica. En el día de la suspensión de terapia, menores niveles de cystatina C (área bajo la curva de 0,74 95%CI 0,6-0,85) y mayor débito urinario (área bajo la curva 0,67 95%CI: 0,54-0,79) fueron factores predictivos independientes para el retiro exitoso de la TRR; sin embargo, NGAL no lo fue. Como criterio de éxito se definió independencia de TRR por al menos 14 días desde la suspensión(55).
Un resumen de la evidencia disponible se presenta en la Tabla 2.
![](data:image/png;base64,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)
¿CÓMO SUSPENDER LA TERAPIA DE REEMPLAZO RENAL?
En términos generales, parece obvio que existen dos patrones de suspensión de TRR, una efectiva y otra inefectiva de acuerdo a si la necesidad de TRR persiste; sin embargo, este concepto es más complejo dado que no hay unificación de criterios para discontinuar la TRR.
Con el objetivo de establecer una nomenclatura común en términos de recuperación renal, la ADQI ha definido como suspensión efectiva, una independencia sostenida de la TRR que sea más de 14 días(25). Además, recomiendan que se debe tener una evaluación clínica seriada en donde se determinará la necesidad del acceso vascular, ajuste de dosis de medicamentos según función renal y evitando drogas nefrotóxicas, en la medida de lo posible, para evitar recaídas.
Bajo la evidencia actual, se recomienda tener un plan de suspensión del soporte renal que se acuerde entre el nefrólogo y el intensivista de acuerdo a los objetivos terapéuticos según el estado del paciente. Por el momento, la conducta actual para discontinuar la TRR debería considerar: a) la causa que llevó a la falla renal esté controlada o en regresión; b) débito urinario mayor a 400ml/24hrs sin diuréticos o mayor a 2000ml/ día, si está con diuréticos; c) Clearence de creatinina de 2 hrs mayor a 23 ml/min; d) si se ha resuelto la sobrecarga de volumen e) juicio clínico(39,56). Si estos objetivos no han sido logrados, es poco probable que la suspensión sea exitosa. Probablemente, el factor pronóstico más importante es el débito urinario, ya que mientras exista oliguria es imposible que se pueda aclarar la carga de solutos y de volumen. El equipo de Nefrología Aguda del Hospital Clínico Universidad de Chile presenta un algoritmo de suspensión que se resume en la Figura 1. Nótese el esquema circular que demuestra el proceso permanente de evaluación y confirmación de variables objetivas para determinar si el paciente cumple las condiciones para suspender la TRR.
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)
CONCLUSIONES
Considerando la escasa literatura publicada sobre este tópico, es evidente que no existe consenso sobre la forma de suspender la TRR. Creemos que es vital establecer criterios objetivos para guiar las decisiones clínicas. El debito urinario, clearence de creatinina y el juicio clínico son consideraciones a tomar en cuenta. La propuesta del equipo de Nefrología Aguda del Hospital Clínico Universidad de Chile se basa en la mejor evidencia disponible hasta el momento.
Actualmente estamos trabajando en un estudio clínico para determinar el rol de biomarcadores séricos y urinarios en la suspensión de la TRRC en pacientes con falla renal aguda en la Unidad de Pacientes Críticos. Es de esperar que los hallazgos de este estudio puedan potencialmente mejorar los outcomes mediante la limitación de la duración de la TRR, favorecer la recuperación renal y disminuir los tiempos de hospitalización.
REFERENCIAS
1. Pakula A, Skinner R. Acute kidney injury in the critically ill patient. J Intens Care Med 2015;31:319–24.
2. Andrikos E, Tseke P, Balafa O, Andrikos E, Tseke P, Balafa O et al. Epidemiology of acute renal failure in ICUs: A multi-center prospective study. Blood Purif 2009;28:239-44.
3. Bagshaw S, Bellomo R, Devarajan P, Bagshaw SM, Bellomo R, Devarajan P et al. Review article: Acute kidney injury in critical illness. Can J Anestj/J Can Anesth 2010;57:985-98.
4. Thakar C, Christianson A, Freyberg R, Thakar CV, Almenoff P, Render ML. Incidence and outcomes of acute kidney injury in the intensive care units: A veterans administration study. Crit Care Med 2009;37:2552-8.
5. Uchino S, Bellomo R, Morimatsu H, Morgera S, Schetz M, Tan I et al. Discontinuation of continuous renal replacement therapy: A post hoc analysis of a prospective multicenter observational study. Crit Care Med 2009;37:2576- 82.
6. Boltansky A, Bassa C, Sophia Melania S, Sepúlveda A, Maldonado I, Postigo J et al. Incidencia de la injuria renal aguda en unidad de paciente crítico y su mortalidad a 30 días y un año. Rev Med Chile 2015;143:1114-20.
7. Uchino S, Kellum J, Bellomo R, Doig GS, Morimatsu H, Morgera S et al. Acute renal failure in critically Ill Patients. A multinational, multicenter study. JAMA 2005;294:813-8.
8. Davenport A. The clinical application of CRRT—current status: continuous renal replacement therapies in patients with acute neurological injury. Seminars in Dialysis 2009;22:165-8.
9. Vukusich C, Alvear A, Villanueva F, Gonzalez P, Olivari C, Alvarado N et al. Epidemiología de la insuficiencia renal aguda grave: un estudio prospectivo multicéntrico en la Región Metropolitana. Rev Med Chile 2004;132:1355-61.
10. Gaudry S, Hajage D, Schortgen F, Martin- Lefevre L, Pons B, Boulet E et al. Initiation strategies for renalreplacement therapy in the intensive care unit. N Engl J Med 2016;375:122-33.
11. Zarbock A, Kellum JA, Schmidt C, Van Aken H, Wempe C, Pavenstadt H et al. Effect of early vs delayed initiation of renal replacement therapy on mortality in critically ill patients with acute kidney injury: the ELAIN randomized clinical trial. JAMA 2016;315:2190–9.
12. Barbar SD, Clere-Jehl R, Bourredjem A, Hernu R, Montini F, Bruyère R et al. Timing of renal-replacement therapy in patients with acute kidney injury and sepsis. N Engl J Med 2018;379:1431-42.
13. Bagshaw SM, Laupland KB, Doig CJ, Mortis G, Fick GH, Mucenski M et al. Prognosis for long‐term survival and renal recovery in critically ill patients with severe acute renal failure: a population‐based study. Crit Care 2005;9:R700‐9.
14. Hamel MB, Phillips RS, Davis RB, Desbiens N, Connors Jr AF, Teno JM et al. Outcomes and cost‐effectiveness of initiating dialysis and continuing aggressive care in seriously ill hospitalized adults. SUPPORT Investigators: Study to Understand Prognoses and Preferences for Outcomes and Risks of Treatments. Ann Intern Med 1997;127:195‐202.
15. Korkeila M, Ruokonen E, Takala J. Costs of care, long‐term prognosis and quality of life in patients requiring renal replacement therapy during intensive care. Intens Care Med 2000;26:1824‐31.
16. Morgera S, Kraft AK, Siebert G, Luft FC, Neumayer HH. Long‐term outcomes in acute renal failure patients treated with continuous renal replacement therapies. Am J Kidney Dis 2002;40:275‐9.
17. Mc Causland FR, Asafu‐Adjei J, Betensky RA, Palevsky PM, Waikar SS. Comparison of urine output among patients treated with more intensive versus less intensive RRT: results from the Acute Renal Failure Trial Network Study. Clin J Am Soc Nephrol 2016;11:1335‐42.
18. Vijayan A, Delos Santos R, Li T, Goss CW, Palevsky PM. Effects of frequent dialysis on renal recovery: results from the Acute Renal Failure Trial Network Study. Kidney Int Rep 2018;3:456‐63.
19. Mc Conville J, Kress J. Weaning patients from the ventilator. N Engl J Med 2012;367:2233-9.
20. Nitta K, Okamoto, Imamura H, Mochizuki K, Takayama H, Kamijo H et al. A comprehensive protocol for ventilator weaning and extubation: a prospective observational study. J Int Care 2019;7:50.
21. Boles JM, Bion J, Connors A, Herridge M, Marsh B, Melot C et al. Weaning from mechanical ventilation. Eur Respiratory J 2007;29:1033-56.
22. Munshi L, Ferguson ND. Weaning from mechanical ventilation: what should be done when a patient’s spontaneous breathing trial fails? JAMA 2018;320:1865–7.
23. KDIGO Clinical Practice Guidelines for Acute Kidney Injury. Kidney International Supplements 2012;2:5.
24. Ostermann M, Joannidis M, Pani A, Floris M, de Rosa S, Kellum JA et al. Patient selection and timing of continuous renal replacement therapy. Blood Purif 2016;42: 224-37.
25. Lin YF, Ko WJ, Chu TS, Chen YS, Wu VC, Chen YM et al. The 90-day mortality and the subsequent renal recovery in critically ill surgi250 Revista Hospital Clínico Universidad de Chile cal patients requiring acute renal replacement therapy. Am J Surg 2009;198:325–32.
26. De Geus HR, Bakker J, Lesaffre EM, le Noble JL. Neutrophil gelatinase-associated lipocalin at ICU admission predicts for acute kidney injury in adult patients. Am J Respir Crit Care Med 2011;183:907–14.
27. Dewitte A, Joannes-Boyau O, Sidobre C, Fleureau C, Bats ML, Derache P et al. Kinetic eGFR and novel AKI biomarkers to predict renal recovery. Clin J Am S Nephrol 2015;10:1900–10.
28. Srisawat N, Murugan R, Lee M, Kong L, Carter M, Angus DC et al. Genetic, inflammatory markers of sepsis study I: plasma neutrophil gelatinase-associated lipocalin predicts recovery from acute kidney injury following community-acquired pneumonia. Kidney Int 2011;80:545–2.
29. Wu VC, Ko WJ, Chang HW, Chen YW, Lin YF, Shiao CC et al. Risk factors of early redialysis after weaning from postoperative acute renal replacement therapy. Intensive Care Med 2008;34:101–8.
30. Forni LG, Darmon M, Ostermann M, Oudemans- van Straaten HM, Pettila V, Prowle JR et al. Renal recovery after acute kidney injury. Intensive Care Med 2017;43:855–66.
31. Frohlich S, Donnelly A, Solymos O, Conlon N. Use of 2-hour creatinine clearance to guide cessation of continuous renal replacement therapy. J Crit Care 2012;27:744 e741–5
32. Heise D, Gries D, Moerer O, Bleckmann A, Quintel M. Predicting restoration of kidney function during CRRT-free intervals. J Cardiothorac Surg 2012;7:6.
33. Stads S, Kant KM, de Jong MFC, de Ruijter W, Cobbaert CM, Betjes MGH et al. Predictors of short-term successful discontinuation of continuous renal replacement therapy: results from a prospective multicentre study. BMC Nephrol 2019;20:129.
34. Allegretti AS, Steele DJ, David-Kasdan JA, Bajwa E, Niles JL, Bhan I. Continuous renal replacement therapy outcomes in acute kidney injury and end-stage renal disease: a cohort study. Crit Care 2013;17:R109.
35. Woodward C, Lambert J, Ortiz-Soriano V, Li Y, Ruiz-Conejo M, Bissell BD et al. Fluid overload associates with major adverse kidney events in critically ill patients with acute kidney injury requiring continuous renal replacement therapy. Crit Care Med 2019 47:e753-e760.
36. Elseviers MM, Lins RL, Van der Niepen P, Hoste E, Malbrain ML, Damas P et al. Renal replacement therapy is an independent risk factor for mortality in critically ill patients with acute kidney injury. Crit Care 2010;14:R221.
37. inkel KW, Podoll AS. Complications of continuous renal replacement therapy. Seminars in Dialysis 2009;22:155-9.
38. Tandukar S, Palevsky P. Continuous renal replacement therapy. Who, when, why and how. Chest 2019;155:3;626-38.
39. Klouche K, Gibney N, Forni L. Can this patient be safely weaned from RRT? Intensive Care Med 0 2018;44:639-42.
40. James M, Tonelli M. Financial aspects of renal replacement therapy in acute kidney injury. Seminars in Dialysis 2011;24:215-9.
41. Mehta Rl, McDonald B, Gabbai FB, Pahl M, Pascual MTA, Farkas A et al. A randomized clinical trial of continuous versus intermittent dialysis for acute renal failure. Kidney Int 2001;60:1154–63.
42. Vitale C, Bagnis C, Marangella M, Belloni G, Lupo M, Spina G et al. Cost analysis of blood purification in intensive care units: continuous versus intermittent hemodialysis. J Nephrol 2003;16:572–9.
43. Farese S, Jakob SM, Kalicki R, Frey FJ, Uehlinger DE: Treatment of acute renal failure in the intensive care unit: lower costs by intermittent dialysis than continuous venovenous hemodiafiltration. Artif Organs 2009;33:634–40.
44. Manns BJ, Doig CJ, Lee H, Dean S, Tonelli M, Johnson D et al. Cost of acute renal failure requiring dialysis in the intensive care unit: clinical and resource implications of renal recovery. Crit Care Med 2003 31:449–55.
45. Pago prestaciones valoradas NO GES 2019. Disponible en: https://bit.ly/3lqA9jt
46. Wu V, Ko WJ, Chang H. Risk factors of early redialysis after weaning from post operative acute renal replacement therapy. Intensive Care Med 2008.:34:101–8.
47. Fröhlich S, Donnelly A, Solymos O, Conlon N. Use of 2-hour creatinine clearance to guide cessation of continuous renal replacement therapy. J Critical Care 2012;27: 744.e1-744. e5.
48. Viallet N, Brunot V, Kuster N, Daubin D, Besnard N, Platon L et al. Daily urinary creatinine predicts the weaning of renal replacement therapy in ICU acute kidney injury patients. Ann Intensive Care 2016;6:71.
49. Aniort J, Ait Hssain A, Pereira B, Coupez E, Pioche PA, Leroy C et al. Daily urinary urea excretion to guide intermittent hemodialysis weaning in critically ill patients. Crit Care 2016;20:43.
50. Yang T, Sun S, Zhao Y, Liu Q, Han M, Lin L et al. Biomarkers upon discontinuation of renal replacement therapy predict 60-day survival and renal recovery in critically ill patients with acute kidney injury. Hemodial Int 2018;22:56-65.
51. Srisawat N, Wen X, Lee M, Kong L, Elder M, Carter M et al. Urinary biomarkers and renal recovery in critically ill patients with renal support. Clin J Am Soc Nephro 2011;6:1815-23.
52. Forni LG, Darmon M, Ostermann M, Oudemans-van Straaten HM, Pettilä V, Prowle JR et al. Renal recovery after acute kidney injury. Intensive Care Med 2017;43:855–66.
53. Han SS, Bae E, Song SH, Kim DK, Kim YS, Han JS et al. NT-proBNP is predictive of the weaning from continuous renal replacement therapy. Tohoku J Exp Med 2016; 239:1–8.
54. Zhang Z, Xu X, Ni H, Jin N. Serum cystatin C is associated with renal function recovery in critically Ill patients undergoing continuous renal replacement therapy. Nephron Clin Pract 2012;122:86–92.
55. Kim CS, Bae HE, Ma SK, Kim SW. A prospective observational study on the predictive value of serum cystatine C for succesfull weaning from continuous renal replacement therapy. Kidney Blood Press Res 2018;43:872-881.
56. Romero-Gonzalez G, Lorenzin A, Neri M, Fiorenza F, Molano-Triviño A, Brendolan A et al. Discontinuation of continuos renal replacement therapy and dialysis dependence. Contrib Nephro 2018;194:118–25.
Correspondencia:
Dr. Ignacio Gacitúa Meneses
Sección Nefrología, Departamento de Medicina, HCUCH
[email protected]
56229788423