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    </style></head><body dir="ltr" style="max-width:21.59cm;margin-top:2.54cm; margin-bottom:2.54cm; margin-left:3.175cm; margin-right:3.175cm; "><p class="P5">Revista Clínica de la Escuela de Medicina UCR-HSJD      V.9 N.5: 8-15 ISSN-2215 2741</p><p class="Title"><span class="T1"/></p><p class="Title"><span class="T1">Revisión y Actualización en Nefropatía Mesoamericana </span></p><p class="P1"> </p><p class="P2"><span class="T2">Ellen Sylvie Sánchez Más</span><span class="T3">1</span></p><p class="P2"><span class="T2">Diego Juan Sánchez Brito</span><span class="T3">2</span><span class="T2"> </span></p><p class="P2"><span class="T2">Daniela Sequeira Calderón</span><span class="T3">3</span><span class="T2"> </span></p><p class="P2"><span class="T2">Jose Alfredo Murillo Saviano</span><span class="T3">4</span></p><p class="P2"><span class="T2"> Daniel Sandoval Loría</span><span class="T4">5</span></p><p class="P3"> </p><p class="P4"><span class="T3">1</span><span class="T4"> </span><span class="T2">Médico General. Universidad de Costa Rica. Correo electrónico: ellen.sylvie3@gmail.com</span></p><p class="P4"><span class="T3">2</span><span class="T4"> </span><span class="T2">Médico Especialista en Nefrología. Universidad de Costa Rica - Universidad de La Habana. Correo electrónico: dsanchezbrito@gmail.com</span></p><p class="P4"><span class="T3">3</span><span class="T2"> Médico General. Universidad de Costa Rica. Correo electrónico: dsequeira.c@gmail.com</span></p><p class="P4"><span class="T3">4 </span><span class="T2">Médico General. Universidad de Costa Rica. Correo electrónico: josemuri07@gmail.com</span></p><p class="P4"><span class="T3">5 </span><span class="T2">Médico General. Universidad de Ciencias Médicas. Correo electrónico: dsandovall@gmail.com</span></p><p class="P3"> </p><p class="P18"> </p><p class="P19"> </p><!--Next 'div' was a 'text:section'.--><div class="Sect1" id="TextSection"><p class="P21"><span class="T8">Resumen</span></p><p class="P20"> </p><p class="P6"><span class="T9">La Nefropatía Mesoamericana se refiere a la enfermedad renal crónica (ERC) de etiología desconocida no relacionada a factores de riesgo tradicionales, endémica en Centroamérica. El principal factor asociado es el esfuerzo físico intenso bajo estrés térmico en hombres jóvenes dedicados principalmente a la agricultura. Hallazgos recientes han señalado un factor inflamatorio como parte de la etiopatogenia de la enfermedad. La población con alto riesgo de Nefropatía Mesoamericana también presenta un riesgo elevado de LRA que no será diagnosticada y que evolucionará a ERC. </span></p><p class="P6"><span class="T9"> </span></p><p class="P6"><span class="T10">Palabras clave</span></p><p class="P7"> </p><p class="P6"><span class="T9">Nefropatía mesoamericana; enfermedad renal crónica de origen desconocido; enfermedad renal crónica; lesión renal aguda; Centroamérica; estrés térmico; nefritis tubulointersticial aguda. </span></p><p class="P20"> </p><p class="P21"><span class="T16">Abstract</span></p><p class="P23"> </p><p class="P6"><a id="__DdeLink__1583_2217513918"/><span class="T14">Mesoamerican Nephropathy refers to Chronic Kidney Disease of unknown etiology not associated with traditional risk factors, endemic in Central America. The main associated factor is the strenuous physical activity under heat stress realized by the young men dedicated to agriculture. Recent investigations have highlighted an inflammatory factor as part of the disease ethiopathogenesis. The population with high risk for Mesoamerican Nephropathy also presents an elevated risk of Acute Kidney Injury that will not be diagnosed and that will progress into Chronic Kidney Disease.</span></p><p class="P10"/><p class="P21"><span class="T16">Key words</span></p><p class="P23"> </p><p class="P21"><span class="T15">Mesoamerican nephropathy; chronic kidney disease of unknown origin; chronic kidney disease; acute kidney injury; central america; heat stress, tubulointerstitial nephritis.</span></p><p class="P23"> </p><p class="P21"><span class="T20">Introducción</span></p><p class="P20"> </p><p class="P6"><span class="T9">La Nefropatía Mesoamericana (</span><span class="T11">Mesoamerican Nephropathy</span><span class="T9"> o MeN) se refiere a la enfermedad renal crónica (ERC) de etiología desconocida no relacionada a factores de riesgo tradicionales (por ejemplo Diabetes Mellitus o Hipertensión Arterial) endémica en Centroamérica </span><span class="T5">(1-9)</span><span class="T9">. Presenta una alta prevalencia y mortalidad especialmente en la costa pacífica de Guatemala, El Salvador, Nicaragua y Costa Rica</span><span class="T5">(1,4,8)</span><span class="T9">. También se ha descrito una epidemia de ERC de características similares en otras partes del mundo como Egipto</span><span class="T5">(5)</span><span class="T9">, Sri Lanka, India, Tailandia y México</span><span class="T5">(7)</span><span class="T9">.</span><span class="T5"> </span></p><p class="P7"> </p><p class="P6"><span class="T9">Se observa principalmente en hombres jóvenes que desempeñan labores físicamente extenuantes bajo altas temperaturas y largas jornadas diarias, en particular los que se dedican a tareas agrícolas; como el cultivo y corte de la caña de azúcar</span><span class="T5">(1,4,5,6,8,9)</span><span class="T9">. </span></p><p class="P7"> </p><p class="P6"><span class="T9">La prevalencia de pacientes con ERC en las poblaciones agrícolas de estas zonas oscila entre 2-50%</span><span class="T5">(5)</span><span class="T9">. A la fecha han fallecido al menos 20.000 personas en la región centroamericana a causa de MeN. Los primeros casos fueron reportados en la década de 1970 </span><span class="T5">(10)</span><span class="T9">. </span></p><p class="P7"> </p><p class="P6"><span class="T9">En este trabajo se hará una descripción de los hallazgos en relación a la MeN, así como de las nuevas hipótesis que se formulan acerca de la posible etiología y potenciales nuevos tratamientos.</span></p><p class="P11"> </p><p class="P6"><span class="T10">Definición</span></p><p class="P7"> </p><p class="P6"><span class="T9">En el XVIII Congreso de la Sociedad Latinoamericana de Nefrología se intentó definir los criterios de Nefropatía Mesoamericana (cuadro 1)</span><span class="T5">(1)</span><span class="T9">. Sin embargo aún existen divergencias en cuanto a la definición de caso y falta de consenso en cuanto a los criterios diagnósticos</span><span class="T5">(3)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">En las recientes investigaciones, un estudio transversal y un estudio prospectivo de 2 años, se ha observado que los pacientes con función renal intacta y riesgo de sufrir MeN podían sufrir episodios tempranos de Lesión Renal Aguda (LRA)</span><span class="T5">(3,5,6)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T10">Cuadro 1:</span><span class="T9"> Criterios para la definición de la Nefropatía Mesoamericana (Adaptado de Arguedas J. </span><span class="T11">Nefropatía Mesoamericana. </span><span class="T9">AMPMD. 2015: (164)-01-12-TA.) </span></p><table border="0" cellspacing="0" cellpadding="0" class="Table1"><colgroup><col width="152"/><col width="152"/></colgroup><tr class="Table11"><td style="text-align:left;width:3.484cm; " class="Table1_A1"><p class="P12"><span class="T21">Criterio</span></p></td><td style="text-align:left;width:3.482cm; " class="Table1_A1"><p class="P12"><span class="T21">Parámetros</span></p></td></tr><tr class="Table11"><td style="text-align:left;width:3.484cm; " class="Table1_A2"><p class="P12"><span class="T21">Enfermedad Renal Crónica</span></p></td><td style="text-align:left;width:3.482cm; " class="Table1_A2"><p class="P12"><span class="T22">Índice de filtrado glomerular &lt;60 ml/minuto/1.73 m</span><span class="T25">2</span><span class="T22"> de superficie corporal durante más de 3 meses y/o alteraciones del sedimento urinario (proteinuria no nefrótica y/o microhematuria) persistentes durante más de 3 meses.</span></p></td></tr><tr class="Table11"><td style="text-align:left;width:3.484cm; " class="Table1_A3"><p class="P12"><span class="T21">Edad</span></p></td><td style="text-align:left;width:3.482cm; " class="Table1_B3"><p class="P12"><span class="T22">Entre 10 y 59 años</span></p></td></tr><tr class="Table11"><td style="text-align:left;width:3.484cm; " class="Table1_A2"><p class="P12"><span class="T21">Ecografía Renal</span></p></td><td style="text-align:left;width:3.482cm; " class="Table1_A2"><p class="P12"><span class="T22">Dos riñones </span><span class="T22">pequeños, simétricos, sin obstrucción ni quistes.</span></p></td></tr><tr class="Table11"><td style="text-align:left;width:3.484cm; " class="Table1_A5"><p class="P12"><span class="T21">Otros</span></p></td><td style="text-align:left;width:3.482cm; " class="Table1_B5"><p class="P12"><span class="T22">Ausencia de otras condiciones que pudieran explicar la enfermedad renal crónica.</span></p></td></tr></table><p class="P7"> </p><p class="P6"><span class="T9">Debido a que la mayor parte de los casos documentados de MeN se encuentran en estadíos finales de la enfermedad, aún persiste una brecha de conocimiento en cuanto a la progresión clínica desde la LRA inicial</span><span class="T5">(3)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Los criterios propuestos en un estudio para definir MeN agudo en un trasfondo de alto riesgo se citan en el cuadro 2</span><span class="T5">(2)</span><span class="T9">. Sin embargo estos criterios aún no han sido validados y se desconoce si los individuos en este estudio progresaron a la forma clásica crónica de MeN</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P8"> </p><p class="P6"><span class="T10">Epidemiología</span></p><p class="P6"><span class="T9">Los estudios de prevalencia sobre la Nefropatía Mesoamericana son poco frecuentes y los registros de pacientes en diálisis son de participación voluntaria, lo que hace que se omita un gran porcentaje de pacientes con ERC de etiología desconocida</span><span class="T5">(11)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T10">Cuadro 2:</span><span class="T9"> Criterios para la definición de MeN en fase aguda (Adaptado de </span><span class="T23">Elinder C Wernerson A. </span><span class="T24">Mesoamerican nephropath</span><span class="T12">y. </span><span class="T13">En: Palevsky P, Forman J, editors. UpToDate.</span><span class="T9"> 2018)</span></p><table border="0" cellspacing="0" cellpadding="0" class="Table2"><colgroup><col width="152"/><col width="152"/></colgroup><tr class="Table21"><td style="text-align:left;width:3.484cm; " class="Table2_A1"><p class="P12"><span class="T21">Criterio</span></p></td><td style="text-align:left;width:3.482cm; " class="Table2_A1"><p class="P12"><span class="T21">Parámetro</span></p></td></tr><tr class="Table21"><td style="text-align:left;width:3.484cm; " class="Table2_A2"><p class="P12"><span class="T21">Creatinina sérica</span></p></td><td style="text-align:left;width:3.482cm; " class="Table2_A2"><p class="P12"><span class="T22">Mayor a 1.3 mg/dL para hombres y &gt;1.1 mg/dL para mujeres o Aumento ≥0.3 mg/dL de la base documentada.</span></p></td></tr><tr class="Table21"><td style="text-align:left;width:3.484cm; " class="Table2_A3"><p class="P12"><span class="T21">Examen general de orina</span></p></td><td style="text-align:left;width:3.482cm; " class="Table2_B3"><p class="P12"><span class="T22">Leucocituria</span></p></td></tr><tr class="Table21"><td style="text-align:left;width:3.484cm; " class="Table2_A2"><p class="P12"><span class="T21">Síntomas y hemograma</span></p></td><td style="text-align:left;width:3.482cm; " class="Table2_A2"><p class="P12"><span class="T22">Incluyendo 2 o más de los siguientes: fiebre, náuseas y vómito, dolor lumbar, debilidad muscular, cefalea, leucocitosis y neutrofilia</span></p></td></tr></table><p class="P7"> </p><p class="P6"><span class="T11">El Salvador</span></p><p class="P6"><span class="T9">En un estudio transversal (n=775) en una población con alta tasa de ERC se documentó una prevalencia de ERC (definido como TFG &lt;60ml/minuto/1.73 m</span><span class="T5">2</span><span class="T9"> por más de 3 meses) de 17% en hombres y 4% en mujeres; siendo un 54% del total de casos ERC de etiología desconocida (no asociada a hipertensión arterial o diabetes)</span><span class="T5">(12)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T11">Nicaragua</span></p><p class="P6"><span class="T9">En un estudio transversal (n=1026) en la población total se documentó una prevalencia de TFG &lt;60ml/minuto/1.73 m</span><span class="T5">2</span><span class="T9"> en el 18% de los hombres dedicados a minería y agricultura; además se evidenció ausencia una asociación fuerte con factores de riesgo tradicionales para ERC</span><span class="T5">(13)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">La mortalidad asociada a ERC (de cualquier etiología) en zonas de la costa del pacífico nicaragüense se ha reportado en 35/100 000 habitantes; mientras que en otras zonas del país es mucho menor aunque con tendencia al aumento (de 4 a 10/100 000 habitantes en el periodo entre 1992 y 2002)</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P9"> </p><p class="P6"><span class="T11">Guatemala</span></p><p class="P6"><span class="T9">En un estudio transversal (n=329) se documentó una prevalencia de MeN del 17% en pacientes con ERC en tratamiento con hemodiálisis; siendo el 80% de los casos identificados del sexo masculino</span><span class="T5">(14)</span><span class="T9">.</span></p><p class="P9"> </p><p class="P6"><span class="T11">Costa Rica</span></p><p class="P6"><span class="T9">Entre 1970 y el 2012 han fallecido 6295 personas por ERC de cualquier causa (incluido de etiología desconocida) de los cuales un 61% corresponde a hombres; 19% del total de los pacientes eran habitantes de Guanacaste</span><span class="T5">(8)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">En la figura 1 se grafica la tasa de mortalidad asociada a ERC en Guanacaste y el resto de Costa Rica en periodos de 5 años desde 1970-2012</span><span class="T5">(8)</span><span class="T9">. Se puede observar como en Guanacaste la tasa de mortalidad en hombres ha aumentado casi 9 veces en los últimos 40 años: de 4.4 a 38.5 por cada 100 000; y más de 4 veces en mujeres, de 2.3 a 10.7 por cada 100 000. En el resto de Costa Rica la tasa de mortalidad se duplicó para ambos sexos</span><span class="T5">(8)</span><span class="T9">.</span></p><p class="P7"> </p><!--Next 'div' was a 'text:p'.--><div class="P6"><!--Next '
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"/></span></div><div style="clear:both; line-height:0; width:0; height:0; margin:0; padding:0;"> </div><p class="P21"><span class="T20">Figura 1.</span> Tasa de Mortalidad asociada a ERC cada 100 000 hombres y mujeres ajustada por edad para Guanacaste y el resto de Costa Rica por periodos de 5 años, 1970-2012 </p><p class="P21"><span class="T15">(Adaptado de Wesseling C van Wendel J Crowe J Rittner R Sanati N Hogstedt C </span><span class="T17">et al.</span><span class="T15"> </span><span class="T17">Mesoamerican nephropathy: geographical distribution and time trends of chronic kidney disease mortality between 1970 and 2012 in Costa Rica. </span>Occup Environ Med. 2015(0):1-8.)</p><p class="P21"> </p><p class="P6"><span class="T9">Un exceso de mortalidad es identificado solamente en la provincia de Guanacaste para ambos sexos. Existe un aumento constante y severo en la tasa de mortalidad estandarizada para los hombres desde 1970, mientras que para las mujeres en la misma región es moderado. Se ha presentado un cambio en la mortalidad en hombres que afecta a grupos de edad menores en los últimos 15 años, en particular en los cantones de menor altitud, calientes y secos, con extensiva producción de caña de azúcar</span><span class="T5">(8)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">El cantón con la mayor tasa de mortalidad asociada a ERC actual y con el mayor aumento de mortalidad asociada a ERC es Cañas (aumentó 13 veces respecto a 1970)</span><span class="T5"> (8)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9"> Otras regiones del país que han demostrado aumento en la tasa de mortalidad son Puntarenas (extremo suroeste de Costa Rica) y Noreste de Alajuela</span><span class="T5">(8)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">En general la epidemia en Guanacaste no ha llegado al nivel de severidad en Nicaragua o El Salvador, donde en el 2009 se reportó una mortalidad de 60 por cada 100 000 hombres y 25 por cada 100 000 mujeres</span><span class="T5">(8)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Habitualmente la prevalencia de ERC en otras zonas del mundo es alrededor del 10%, mucho menor a la de las regiones centroamericanas mencionadas</span><span class="T5">(15)</span><span class="T9">. Esto da una idea de la gran carga asistencial y económica que implica para los países la alta prevalencia de MeN.</span></p><p class="P8"> </p><p class="P6"><span class="T10">Factores Asociados</span></p><p class="P7"> </p><p class="P6"><span class="T9">Se han conducido numerosos estudios con el fin de determinar cuáles son los factores de riesgo para MeN. Los resultados han sido variables de acuerdo con la zona geográfica y población en donde se realice. El factor que se ve asociado de manera consistente con MeN es esfuerzo físico intenso bajo estrés térmico</span><span class="T5">(1,2,4,6,7,15)</span><span class="T9"> en especial los agricultores encargados del corte de la caña de azúcar</span><span class="T5">(6)</span><span class="T9">; lo que implica un componente ocupacional importante</span><span class="T5">(4)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Estrés térmico se refiere al estado en el cual el organismo es incapaz de eliminar el exceso de calor, de forma que perjudica el funcionamiento mental y físico de la persona. En los trabajadores la disipación de la energía térmica de un día caluroso puede verse complicado por la pobre hidratación, falta de periodos de descanso, pobres condiciones de climatización laboral y uso de ropa o equipos que aumenten el calor y disminuyan la evaporación del sudor</span><span class="T5">(16)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Otros factores de riesgo que han sido asociados son: localización geográfica en las llanuras de la costa pacífica, deshidratación recurrente</span><span class="T5">(7)</span><span class="T9">, edad mayor a 60 años, sexo masculino, menor nivel socioeconómico y menor masa muscular</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Notablemente en un estudio prospectivo longitudinal de 2 años (n=350) en una población con alto riesgo de MeN (donde fueron excluidos hipertensos y diabéticos) se identificaron 4 principales asociaciones con la rápida disminución de la TFG (pérdida promedio de 14-18 ml/minuto/1.73 m</span><span class="T5">2</span><span class="T9">/año): trabajo agrícola con exposición al sol, ausencia de áreas de sombra, rol de cortador de caña y fiebre autorreportada en los últimos 6 meses</span><span class="T5">(5)</span><span class="T9">. En un estudio transversal seguido de un estudio prospectivo de 6 meses-1 año se asoció también el rol de cortador de caña a la rápida disminución de la TFG. Dicho rol es el de mayor esfuerzo físico y riesgo ocupacional en la industria de la caña de azúcar</span><span class="T5">(6)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Los siguientes factores de riesgo han sido propuestos, pero con poca evidencia a su favor: consumo de agua con altas concentraciones de metales pesados como arsénico, consumo de bebidas azucaradas como fuente de rehidratación, uso excesivo de AINES y exposición a pesticidas</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">La evidencia a favor de la exposición a pesticidas como factor de riesgo primario es débil. Se ha observado que la MeN no es prevalente en áreas de mayor altitud en donde los agricultores utilizan los mismos agroquímicos</span><span class="T5">(7)</span><span class="T9">. Además en un estudio de control de casos en Nicaragua (n=997) en hombres agricultores sin exposición a pesticidas, se documentó una alta prevalencia de una TFG baja</span><span class="T5">(2)</span><span class="T9">. </span></p><p class="P7"> </p><p class="P6"><span class="T9">Aunque la importancia de estas implicaciones es aún poco clara, podría dar algunas pistas para investigaciones futuras sobre MeN.</span></p><p class="P8"> </p><p class="P8"> </p><p class="P6"><span class="T10">Fisiopatología</span></p><p class="P8"> </p><p class="P6"><span class="T9">Los factores de riesgo más prevalentes: estrés térmico, ejercicio físico extenuante y ciclos de deshidratación repetida, pueden inducir una Lesión Renal Aguda y esta última condición por sí misma es un factor de riesgo independiente para desarrollar ERC</span><span class="T5">(7)</span><span class="T9">. En varios estudios se ha documentado aumento de la creatinina sérica posterior a la faena diaria</span><span class="T5">(7) </span><span class="T9">y finalización de la época de cosecha</span><span class="T5">(5,6)</span><span class="T9">. Además se ha detectado una fluctuación anual en la función renal en todos los agricultores de aproximadamente 2.5 ml/minuto/1.73 m</span><span class="T5">2 </span><span class="T9">posterior a la época seca (época de cosecha) respecto a los 6 meses previos</span><span class="T5">(5)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Los hallazgos descritos sugieren como posible mecanismo fisiopatológico la recurrencia de LRA subclínica de tipo isquémica que lleve al desarrollo de una ERC</span><span class="T5">(7)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Como se puede inferir de la figura 2 y según Madero et al.</span><span class="T5">(7)</span><span class="T9"> el estrés térmico y la deshidratación inducen hipovolemia, hipertonicidad e inflamación sistémica estimulando la secreción de vasopresina y activación del Sistema Renina Angiotesina Aldosterona (SRAA). La hipertonicidad activa de forma anormal la vía poliol fructoquinasa en la corteza renal, llevando a la depleción de ATP y la activación de la vía de degradación de purinas, resultando en la síntesis de ácido úrico intracelular. Además, el aumento en la producción endógena de fructoquinasa estimula la secreción de vasopresina por mecanismos osmóticos y no osmóticos. La activación del SRAA induce hipokalemia, que junto con el ejercicio físico induce rabdomiolisis subclínica lo cual incentiva la inflamación sistémica, niveles de lactato y ácido úrico secundario al daño de las fibras musculares. La combinación de hiperuricemia y disminución del pH urinario favorece la cristalización del ácido úrico en los túbulos renales. La sinergia que existe entre estos mecanismos tiene efectos deletéreos al inducir el estrés oxidativo, inflamación, vasoconstricción endotelial disfuncional, daño túbulointersticial y glomerular. Otros factores como consumo de fructuosa (bebidas azucaradas), ingesta excesiva de AINES y exposición a nefrotoxinas podrían agravar la enfermedad. La recurrencia de estos eventos puede llevar al desarrollo de ERC en el largo plazo</span><span class="T5">(7)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">En estudios en animales se ha observado que factores como altas temperaturas, alta humedad y actividad física (con secundaria deshidratación y aumento de la concentración tubular de nefrotoxinas como pesticidas, metales pesados y AINES</span><span class="T5">(7)</span><span class="T9">), pueden tener un impacto directo en la toxicología ya sea al aumentar la absorción de las sustancias o alterando la respuesta fisiológica hacia los insultos tóxicos al organismo</span><span class="T5">(15)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Uno de los estudios más recientes publicado por Fischer et al.</span><span class="T5">(3)</span><span class="T9"> hace una contribución novel en relación a el origen de MeN. Basado en los hallazgos compatibles con Nefritis Tubulointersticial documentados en las biopsias renales de 11 pacientes con supuesto MeN agudo, se puede concluir que un agente inflamatorio es la más probable etiología de MeN, aunque solo con los resultados obtenidos no se puede distinguir entre un agente tóxico (reacción mediada por toxinas o reacción de hipersensibilidad), o un agente infeccioso</span><span class="T5">(3)</span><span class="T9">. Haas</span><span class="T5">(10)</span><span class="T9"> plantea la posibilidad de que, debido a los parecidos histopatológicos con la </span><span class="T9">Nefritis Túbulointersticial Crónica mediada por Células T reportada en los casos de Rechazo de Injerto Renal, el mecanismo fisiopatológico subyacente de MeN involucre una injuria persistente mediada por células T que progresa de un estado activo (reproduciendo los hallazgos en el rechazo de injerto renal) o nefritis intersticial mediada por drogas, a un estado activo crónico caracterizado por fibrosis intersticial y atrofia tubular que evoluciona posteriormente a un estado relativamente inactivo como las descripciones histopatológicas clásicas de MeN</span><span class="T5">(10)</span><span class="T9">. </span></p><p class="P8"> </p><p class="P21"><span class="T20">Figura 2.</span><a id="_GoBack"/><span class="T20"> </span>Probables mecanismos fisiopatológicos involucrados en el desarrollo de MeN (Adaptado de Madero M García-Arroyo E Sánchez-Lozada A. <span class="T30">Pathophysiologic insight into MesoAmerican nephropathy. </span>Curr Opin Nephrol Hypertens. 2017; 26(4):296-302.)</p><p class="P8"> </p><p class="P6"><span class="T10">Patología</span></p><p class="P8"> </p><p class="P6"><span class="T9">Los siguientes hallazgos se explican con la sección de fisiopatología de la enfermedad.</span></p><p class="P8"> </p><p class="P6"><span class="T11">Descripción clásica de MeN</span></p><p class="P6"><span class="T9">Gloméruloesclerosis de varios grados, hipertrofia glomerular y signos de isquemia glomerular crónica, junto con leve a moderado daño túbulointersticial</span><span class="T5">(9)</span><span class="T9">.</span></p><p class="P9"> </p><p class="P6"><span class="T11">MeN agudo</span></p><p class="P6"><span class="T9">Inflamación intersticial con infiltrado de células inmunes, principalmente linfocitos T y monocitos, concentrado en la unión corticomedular e implicando Nefritis Tubular Intersticial</span><span class="T5">(3)</span><span class="T9"> como se puede observar en la figura 3</span><span class="T5">(3)</span><span class="T9">.</span></p><p class="P8"> </p><p class="P6"><span class="T10">Posibles predictores de disminución en la TFG</span></p><!--Next 'div' was a 'text:p'.--><div class="P7"><!--Next '
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"/></div></div><div style="clear:both; line-height:0; width:0; height:0; margin:0; padding:0;"> </div><p class="P6"><span class="T9">Un estudio encontró una correlación significante entre los niveles de sodio plasmático (hiponatremia) y una mayor tasa de progresión de la enfermedad renal en pacientes con MeN</span><span class="T5">(9)</span><span class="T9">. También se ha propuesto la copeptina (subrogado de la secreción de vasopresina) el cual está independientemente asociado con el aumento del riesgo de sufrir ERC así como progresión de la enfermedad</span><span class="T5">(7)</span><span class="T9">. </span></p><p class="P7"> </p><p class="P6"><span class="T9">Otros marcadores propuestos son NGAL (</span><span class="T13">Neutrophil gelatinase-associated lipocalin) el cual ha mostrado pobre predicción por sí solo en pacientes con LRA. Tampoco se encontró asociación entre disminución de la TFG en estos pacientes y proteinuria o relación proteína/creatinina</span><span class="T6">(5)</span><span class="T13">.</span></p><p class="P6"><span class="T9"> </span></p><p class="P6"><span class="T10">Clínica</span></p><p class="P8"> </p><p class="P6"><span class="T9">La mayoría de los pacientes son hombres jóvenes, trabajadores agrícolas, no obesos, carecen de antecedentes personales patológicos y presentan una historia de actividad física demandante en climas cálidos</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Los síntomas descritos tienden a ser variados e inespecíficos, se presentan generalmente de forma semanal, e incluyen: debilidad muscular, artralgia, fasciculaciones musculares, cefalea, fiebre, nauseas, sensación de mareo, </span><span class="T9">sudoración de manos y pies, disuria, nocturia y lumbalgia</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Usualmente los pacientes se encuentran normotensos o con hipertensión leve sin edema</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Los exámenes de laboratorio revelan un aumento de la creatinina sérica con una disminución de la TFG. Generalmente no presentan hematuria y la proteinuria es leve o ausente. Las concentraciones plasmáticas de sodio, magnesio y potasio frecuentemente son bajas</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">El ultrasonido renal es consistente con las características citadas en el cuadro 1</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">La enfermedad renal crónica tiende a progresar a Insuficiencia Renal Crónica Terminal, aunque el periodo en el que esto sucede aún no está bien definido</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P8"> </p><p class="P6"><span class="T11">Manifestación Aguda</span></p><p class="P6"><span class="T9">La LRA clínicamente significativa pero no diagnosticada es un evento común entre los agricultores en estudio</span><span class="T5">(6)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">En un estudio transversal (n=326) en hombres agricultores de caña de azúcar en Nicaragua se halló que el 10% de los trabajadores desarrollaron una LRA al final de la época de cosecha (todos presentaban una TFG normal previa y no factores de riesgo tradicionales). Como grupo hubo una mejoría de la función renal general a los 6 y 12 meses de seguimiento; sin embargo más de un tercio de los trabajadores que presentaron una LRA mantuvieron una disminución &gt;30% por debajo de 60 ml/minuto/1.73 m</span><span class="T5">2</span><span class="T9"> al final del periodo de seguimiento, sugiriendo el desarrollo de ERC</span><span class="T5">(6)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Otro estudio prospectivo de 2 años realizado en una población sin factores de riesgo tradicionales en Nicaragua (n=350) documentó una disminución rápida de la TFG en el 9.5% de los hombres al cabo de 2 años (presentaban una TFG normal de base previo al inicio del estudio)</span><span class="T5">(5)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T9">Lo que se puede concluir a partir de estos datos es que hay un riesgo aumentado (aproximadamente del 10%) de sufrir LRA inaparente</span><span class="T5"> </span><span class="T9">durante la cosecha</span><span class="T5">(5,6)</span><span class="T9"> y que hasta un tercio de estos pacientes podrían evolucionar a ERC</span><span class="T5">(6)</span><span class="T9">.</span></p><p class="P7"> </p><p class="P6"><span class="T10">Diagnóstico</span></p><p class="P8"> </p><p class="P6"><span class="T9">El diagnóstico de MeN se debe sospechar en pacientes en riesgo, con una disminución de la TFG sin proteinuria o hematuria y sin otras causas de ERC</span><span class="T5">(2)</span><span class="T9">. </span></p><p class="P7"> </p><p class="P6"><span class="T9">Se confirma con una TFG baja que persiste por 3 o más meses. Los resultados del EGO, ultrasonido y proteínas en la orina es similar al de otras formas de nefritis tubulointersticial</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P11"> </p><p class="P6"><span class="T9">Es importante siempre descartar otras causas de ERC, y en los individuos cuyos criterios clínicos cumplan con MeN se debe considerar la realización de una biopsia renal para confirmar el diagnóstico y diferenciarlo de otras nefropatías endémicas</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P8"> </p><p class="P6"><span class="T10">Tratamiento</span></p><p class="P8"> </p><p class="P6"><span class="T9">El tratamiento consiste en terapia de soporte, dirigida a prevenir la progresión y al manejo de los signos y síntomas de la ERC</span><span class="T5">(2)</span><span class="T9">.</span></p><p class="P8"> </p><p class="P6"><span class="T9">Sin embargo, los nuevos hallazgos histopatológicos en pacientes con presunta MeN aguda y sus paralelos con el rechazo de injerto renal mediado por células T, sugieren un mecanismo de lesión inmune</span><span class="T5">(3,10)</span><span class="T9">. En el caso de que se pruebe la existencia de similitudes fisiopatológicas entre estas entidades, es probable que las nuevas terapias para la última sean de ayuda en el tratamiento de la primera</span><span class="T5">(10)</span><span class="T9">.</span></p><p class="P8"> </p><p class="P6"><span class="T10">Guías de Manejo</span></p><p class="P24"> </p><p class="P21"><span class="T32">Se recomienda revisar el Reporte del Segundo Taller Investigativo Internacional sobre Nefropatía Mesoamericana</span><span class="T7">(11)</span><span class="T32"> y la Guía para Práctica Clínica KDIGO 2017 para Enfermedad Renal Crónica</span><span class="T7">(17)</span><span class="T32">.</span></p><p class="P20"> </p><p class="P6"><span class="T10">Conclusiones</span></p><p class="P8"> </p><p class="P6"><span class="T9">La Nefropatía Mesoamericana es un problema de salud pública con alta prevalencia y mortalidad en la región pacífica centroamericana. A nivel nacional, es de especial importancia en la provincia de Guanacaste. Dado su aparente origen multifactorial y ocupacional se deben invertir mayores recursos en la investigación sobre posibles factores etiológicos que nos guíen hacia la detección y tratamiento temprano de la enfermedad; así como el aumento en la vigilancia e institución de políticas de salud ocupacional en las zonas de alto riesgo dedicadas a la agricultura. La instauración de un programa de tamizaje de función renal para las poblaciones de alto riesgo es razonable dada la alta tasa de lesión renal aguda no diagnosticada. De la misma forma, el reforzamiento de un Registro Nacional de Enfermedad Renal Crónica es una propuesta que nos acerca a conocer el origen de MeN.</span></p><p class="P21"> </p><p class="P21"><span class="T20">Bibliografía</span></p><p class="P21"> </p><ol><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">1.</span>Arguedas J. <span class="T30">Nefropatía Mesoamericana. </span>AMPMD. <span class="T15">2015; (164):01-15-TA. </span><span class="odfLiEnd"/> </p></li><li><p class="P22" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">2.</span><span class="T26">Elinder C Wernerson A. </span><span class="T27">Mesoamerican nephropath</span><span class="T18">y. </span><span class="T33">En: Palevsky P, Forman J, editors. </span><span class="T19">UpToDate. 2018. doi: https://www-uptodate-com/contents/mesoamerican-nephropathy?search=mesoamerican%20nephropathy&amp;source=search_result&amp;selectedTitle=1~1&amp;usage_type=default&amp;display_rank=1</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">3.</span><span class="T15">Fischer R Vangala C Truong L </span><span class="T17">et al</span><span class="T15">. </span><span class="T17">Early detection of acute tubulointerstitial nephritis in the genesis of Mesoamerican nephropathy. </span><span class="T15">Kidney Int. 2018; </span><span class="T28">3(3):681-69.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">4.</span>García-Trabanino R Cerdas M Madero M. <span class="T30">et al</span>. <span class="T30">Nefropatía mesoamericana: revisión breve basada en el segundo taller del Consorcio para el estudio de la Epidemia de Nefropatía en Centroamérica y México (CENCAM). </span>Nefrol Latinoam. 2017; 14(1):39-45.<span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">5.</span>Gonzalez-Quiroz M Smpokou E Silverwood R <span class="T30">et al</span>. <span class="T17">Decline in Kidney Function among Apparently Healthy Young Adults at Risk of Mesoamerican Nephropathy. </span><span class="T15">J Am Soc Nephrol. 2018; (29): 2200-2212.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">6.</span>Kuperman J Ramírez-Rubio O Amador J <span class="T30">et al</span>. <span class="T17">Acute Kidney Injury in Sugarcane workers at risk for Mesoamerican Nephropathy. </span><span class="T15">Am J Kid Dis. 2018; </span><span class="T28">72(4):475-482</span><span class="T15">.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">7.</span><span class="T15">Madero M García-Arroyo E Sánchez-Lozada A. </span><span class="T17">Pathophysiologic insight into MesoAmerican nephropathy. </span><span class="T15">Curr Opin Nephrol Hypertens. 2017; 26(4):296-302.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">8.</span><span class="T15">Wesseling C van Wendel J Crowe J </span><span class="T17">et al</span><span class="T15">. </span><span class="T17">Mesoamerican nephropathy: geographical distribution and time trends of chronic kidney disease mortality between 1970 and 2012 in Costa Rica. </span><span class="T15">Occup Environ Med. 2015; (0):1-8.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">9.</span>Wijkstrom J Gonzalez-Quirós M Hernández M <span class="T30">et al</span>. <span class="T17">Renal Morphology, Clinical Findings, and Progression Rate in Mesoamerican Nephropathy. </span><span class="T15">Am J Kid Dis. 2016; </span><span class="T26">69(5):626-636.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">10.</span><span class="T26">Haas M. </span><span class="T27">Mesoamerican nephropathy: pathology in search of etiology. </span><span class="T26">Kidney Int. 2018; 93: 535-544.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">11.</span><span class="T15">Weegman D Crowe J Hogstedt C Jakobsson K Wesseling C. </span><span class="T17">Mesoamerican nephropathy: report from the second international research workshop on men.</span><span class="T15"> Primera Edición. Heredia. IRET-UNA. 2016.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">12.</span>Orantes C. Herrera R. Almaguer M. et al.<span class="T30"> </span><span class="T17">Chronic Kidney Disease and Associated Risk Factors in the Bajo Lempa Region of El Salvador: Nefrolempa Study, 2009. </span><span class="T15">MEDICC Review. 2011; 13(4):14-22.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">13.</span><span class="T15">Torres C Aragon A Gonzalez M Lopez I Jakobsson K Elinder C. </span><span class="T17">Decreased Kidney Function of Unknkown Cause in Nicaragua: A community-Based Survey. </span><span class="T15">Am J Kidney Dis. 2010; 55(3):485-496.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">14.</span><span class="T34">Fernández-Rojas M. </span><span class="T31">Prevalencia de Nefropatía Mesoamericana en pacientes con hemodiálisis. </span><span class="T34">Guatemala: Universidad Rafael Landívar; 2018. doi: http://recursosbiblio.url.edu.gt/tesiseortiz/2018/09/18/Fernandez-Maria.pdf</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">15.</span>Flores J. <span class="T30">Enfermedad Renal Crónica: Epidemiología y Factores de riesgo. </span>Rev. Med. Clin. Condes. 2010; 21(4):502-507.<span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">16.</span><span class="T15">Crowe J Wesseling C Roman-Solano B et al. </span><span class="T17">Heat exposure in Sugarcane Harvesters in Costa Rica. </span><span class="T19">Am J Ind Med. 2013; (56): 1157-1164.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span style="display:block;float:left;min-width:0.635cm;">17.</span><span class="T15">International Society of Nephrologists. </span><span class="T17">KDIGO 2017 Clinical Practice Guideline Update for the Diagnosis, Evaluation, Prevention, and Treatment of Chronic Kideny Disease-Mineral and Bone Disorder (CKD-MBD). </span><span class="T15">Kidney Int. 2017; 7(1).</span><span class="odfLiEnd"/> </p></li></ol><p class="P17"> </p><p class="P17"> </p><p class="P21"><span class="T20">Declaración de conflicto de intereses</span></p><p class="P21"> </p><p class="P21">Los autores de esta revisión declaran que no existe conflictos de intereses al momento de la publicación de la misma.</p><p class="P21"> </p><p class="Standard"> </p></div></body></html>