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    </style></head><body dir="ltr" style="max-width:21.59cm;margin-top:2.499cm; margin-bottom:2.499cm; margin-left:3cm; margin-right:3cm; "><p class="P15"><a id="_GoBack"/><span class="T1">Toxicidad medicamentosa por linezolid en un paciente con infección por </span><span class="T2">Mycobacterium abscessus</span><span class="T1"> y fibrosis quística: reporte de un caso y revisión del tema</span></p><p class="P3"> </p><p class="P1"><span class="T3">Kendall Ramírez Sanabria</span><span class="T16">1</span></p><p class="P1"><span class="T3">Beatriz Rojas Madriz</span><span class="T16">2</span></p><p class="P1"><span class="T3">Julien Grouille</span><span class="T16">3</span></p><p class="P4"> </p><p class="P4"> </p><ol><li><p class="P16" style="margin-left:1.27cm;"><span class="ListLabel_20_1" style="display:block;float:left;min-width:0.635cm;">1</span><span class="T3">Médico general, Universidad de Costa Rica. Departamento de Fisiología Universidad de Costa Rica. </span><span class="odfLiEnd"/> </p></li></ol><p class="P17"><span class="T3">Correo: kendall.ramirezsanabria@ucr.ac.cr.</span></p><ol><li><p class="P16" style="margin-left:1.27cm;"><span class="ListLabel_20_1" style="display:block;float:left;min-width:0.635cm;">2</span><span class="T3">Médico general, Universidad de Costa Rica. Correo: beatriz.rojasmadriz@ucr.ac.cr.</span><span class="odfLiEnd"/> </p></li><li><p class="P16" style="margin-left:1.27cm;"><span class="ListLabel_20_1" style="display:block;float:left;min-width:0.635cm;">3</span><span class="T3">Médico especialista en Medicina Interna. Hospital Bretonneau, Tours, Francia.</span><span class="odfLiEnd"/> </p></li></ol><p class="P7"> </p><p class="P4"> </p><!--Next 'div' was a 'text:section'.--><div class="Sect1" id="TextSection"><p class="P14"><span class="T4">Resumen</span></p><p class="P5"> </p><p class="P13"><span class="T3">La fibrosis quística es una enfermedad que afecta de forma predominante el parénquima pulmonar, predisponiendo a los pacientes a colonización e infección crónica difícil de controlar. Uno de los principales agentes etiológicos en esta población son las micobacterias atípicas. Esto implica la utilización de largos ciclos de tratamiento antibiótico, lo cual aumenta el riesgo de desarrollo de efectos adversos. Específicamente, la toxicidad del linezolid se ha relacionado con su capacidad para causar alteración de la función mitocondrial. Se presenta el caso de un paciente masculino de 23 años con fibrosis quística, quien además cursa con 3 meses de una infección crónica por </span><span class="T5">Mycobacterium abscessus</span><span class="T3">. Recibió tratamiento con Linezolid durante 2 meses, posterior a lo cual se presentó al hospital con un cuadro de acidosis láctica, bicitopenia, neuropatía periférica y hepatitis de patrón colestásico. Se realizó el diagnóstico de toxicdad medicamentosa por linezolid. Se procedió a suspender el linezolid y se realizó hemodiálisis intermitente. El paciente evolucionó de manera satisfactoria.</span></p><p class="P5"> </p><p class="P13"><span class="T4">Palabras clave</span></p><p class="P5"> </p><p class="P13"><span class="T3">Fibrosis Quística; micobacterias atípicas; Linezolid. </span></p><p class="P5"> </p><p class="P8"> </p><p class="P8"> </p><p class="P8"> </p><p class="P8"> </p><p class="P8"> </p><p class="P8"> </p><p class="P8"> </p><p class="P8"> </p><p class="P8"> </p><p class="P14"><span class="T4">Abstract</span></p><p class="P5"> </p><p class="P13"><span class="T7">Cystic fibrosis is a disease that affects predominately the pulmonary parenchyma, predisposing patients to colonization and chronic infection difficult to control. One of the most important agents in this population is atypical mycobacteria. This implies the use of prolonged antibiotic treatment cycles, which leads to higher risk to develop adverse events. Specifically, linezolid presents a series of toxicity mechanisms that have been related to its capacity to cause alteration of the mitochondrial function. We present the case of a male patient of 23 years with cystic fibrosis, who had 3 months history of a chronic infection with </span><span class="T8">Mycobacterium abscessus</span><span class="T7">. He was treated with linezolid for two months, then he presented to the hospital with lactic acidosis, bicitopenia, peripheral neuropathy and hepatitis with a cholestasic pattern. The diagnosis of drug toxicity due to Linezolid was made. linezolid was discontinued and intermittent hemodialysis was performed. The patient had a satisfactory outcome.</span></p><p class="P8"> </p><p class="P8"> </p><p class="P13"><span class="T4">Key words</span></p><p class="P5"> </p><p class="P13"><span class="T7">Cystic fibrosis; atypical mycobacterium; Linezolid.</span></p><p class="P10"> </p><p class="P10"> </p><p class="P10"> </p><p class="P10"> </p><p class="P10"/><p class="P10"> </p><p class="P10"> </p><p class="P9"> </p><p class="P6"> </p><p class="P14"><span class="T4">Caso clínico</span></p><p class="P5"> </p><p class="P13"><span class="T3">Se presenta el caso de un paciente masculino de 23 años con antecedente de fibrosis quística homocigota delta F508, colonización crónica de </span><span class="T5">Pseudomonas aeruginosa</span><span class="T3">, diabetes secundaria a insuficiencia pancreática y osteopenia. Como parte de su tratamiento crónico utilizaba pancrelipasa, colistimetato, vitamina A, vitamina E, budesonida/formoterol, tiotropio, salbutamol, lumacaftor/ivacaftor, esomeprazol y dornasa alfa.</span></p><p class="P5"> </p><p class="P13"><span class="T3">El paciente tenía una historia de 3 meses de evolución de una infección por </span><span class="T5">Mycobacterium abscessus</span><span class="T3"> en el contexto de fiebre crónica, la cual se trató inicialmente con tigeciclina intravenosa (IV), amikacina inhalada y linezolid 600 mg vía oral (VO) dos veces al día. Un mes después se cambió a linezolid 600 mg IV dos veces al día debido a mala adherencia al tratamiento por intolerancia gástrica.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Un mes después consultó al hospital por aumento en los vómitos (3-4 por día), dolor abdominal y visión borrosa. Se documentó una lactatemia en 12 mmol/L y una glicemia en 61 mg/dL, por lo que se decidió trasladar a la unidad de cuidados intensivos (UCI). Al momento del ingreso a la UCI presentaba una frecuencia cardiaca en 100 latidos/min, presión arterial en 109/68 mmHg, frecuencia respiratoria en 28 respiraciones/min, saturación 95% en aire ambiente, temperatura en 36.1°C. Al examen físico presentaba dolor a la palpación abdominal en hipocondrio derecho y región periumbilical, hepatomegalia, reflejos osteotendinosos abolidos en ambos miembros inferiores, e hipoestesia desde los ortejos de ambos miembros inferiores hasta el tobillo. </span></p><p class="P5"> </p><p class="P13"><span class="T3">En la analítica sanguínea se documentó una anemia normocítica - normocrómica (hemoglobina 8.4 mg/dL), trombocitopenia (135000 plaquetas/uL), colestasis (gama-glutamil transferasa [GGT] 540 UI/L, fosfatasa alcalina [FA] 1538 UI/L), transaminasas discretamente elevadas (AST 91 UI/L, ALT 83 UI/L), bilirrubinas normales (bilirrubina total 0.8, bilirrubina directa 0.5), tiempo de protrombina normal (61%) y disminución en la albuminemia (2.79 g/dL). En los gases arteriales se evidenció una acidosis metabólica (pH 7.23, PaCO</span><span class="T18">2</span><span class="T3"> 28 mmHg, HCO</span><span class="T18">3</span><span class="T3"> 11.5) y una hiperlactatemia (11.9 mmol/L). La concentración sérica de Linezolid era de 3.2 ug/mL. La función renal y los electrolitos estaban dentro de los límites normales.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Con base en el cuadro clínico y los exámenes de laboratorio, se realizó el diagnóstico de acidosis láctica, neuropatía periférica y hepatitis asociado a toxicidad medicamentosa por linezolid. Se procedió a suspender el linezolid y se inició hemodiálisis intermitente para aclarar el medicamento. El paciente solo requirió una sesión de hemodiálisis, ya que al control del día siguiente tenía un lactato arterial en 2.4 mmol/L y una concentración sérica de Linezolid en 2.5 ug/mL. Luego de 10 días, la hemoglobina aumentó a 10.8 mg/dL, las plaquetas a 217000/uL, la GGT disminuyó a 72 UI/L y la FA a 81 UI/L. La hipoestesia disminuyó, aunque aún estaba presente en los dedos de los pies.</span></p><p class="P5"> </p><p class="P14"><span class="T4">Discusión</span></p><p class="P5"> </p><p class="P13"><span class="T4">Fibrosis quística</span></p><p class="P13"><span class="T3">La Fibrosis Quística (FQ) es una enfermedad sistémica caracterizada por insuficiencia pancreática que lleva a malabsorción de nutrientes y malnutrición, diabetes mellitus, enfermedad hepática con cirrosis y enfermedad pulmonar obstructiva y progresiva. La FQ es causada por mutaciones genéticas localizadas en el cromosoma 7q31.2, del cual se conocen más de 1900 mutaciones. Estas mutaciones resultan en anormalidades de la síntesis, la función o la estructura de los canales de cloruro CFTR. La mutación más común es la delta F508, de la cual es portador el paciente. En el 50% de los afectados hay dos copias del delta F508, como en este caso, y en el 70% de los afectados hay al menos una copia</span><span class="T16">(1)</span><span class="T3">.   </span></p><p class="P5"> </p><p class="P13"><span class="T3">La FQ resulta en inspiración de las secreciones mucosas a la vía aérea, que lleva a obstrucción crónica, infección e inflamación, desencadenando la destrucción del parénquima pulmonar y la formación de bronquiectasias</span><span class="T16">(1)</span><span class="T3">. Las infecciones respiratorias son la principal causa de morbilidad y mortalidad en los pacientes con FQ. Históricamente un pequeño número de patógenos son los que se han asociado con infecciones pulmonares en estos pacientes: </span><span class="T5">Pseudomonas aeruginosa</span><span class="T3">, el complejo </span><span class="T5">Burkholderia cepacia</span><span class="T3">, el </span><span class="T5">Staphylococcus aureus</span><span class="T3"> y el </span><span class="T5">Haemophilus influenzae</span><span class="T3">. La infección más común es dada por </span><span class="T5">Pseudomonas aeruginosa</span><span class="T3">, en un estudio en el </span><span class="T3">Reino Unido en 2013 se reportó una frecuencia de 51.1% en los pacientes con FQ. Sin embargo el espectro de patógenos se ha ido ampliando, incluyendo micobacterias atípicas, bacterias gramnegativas, hongos y algunos virus</span><span class="T16">(2,3)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T4">Infección por micobacterias atípicas en FQ</span></p><p class="P13"><span class="T9">En general, la prevalencia de las micobacterias en FQ está aumentando. En el Reino Unido se reportó una prevalencia de 7.8% y en Estados Unidos 12%. </span><span class="T3">En Europa las micobacterias atípicas más frecuentes son las de la especie </span><span class="T5">Mycobacterium abscessus</span><span class="T3"> a diferencia de los Estados Unidos, donde predominan las infecciones por </span><span class="T5">Mycobacterium avium</span><span class="T3">. La edad parece ser otro factor que incide en la especie de micobacteria adquirida, siendo </span><span class="T5">M. abscessus </span><span class="T3">más frecuente en pacientes en adultez temprana</span><span class="T16">(4)</span><span class="T3">, como en nuestro paciente. </span></p><p class="P5"> </p><p class="P13"><span class="T3">Se han analizado factores individuales y el riesgo que contribuyen para la adquisición de una infección por micobacterias, sin embargo los estudios muestran resultados divergentes. El único factor de riesgo individual que se ha relacionado con una mayor incidencia de micobacterias es la natación en interiores. Respecto al riesgo ambiental se ha visto que un mayor contenido atmosférico de vapor de agua, se relaciona con mayor probabilidad de infección por micobacterias</span><span class="T16">(4)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Para diagnosticar enfermedad por micobacterias en FQ se necesita de gran pericia, pues un cultivo positivo no implica que el paciente esté enfermo. Las guías del </span><span class="T5">American Thoracic Society</span><span class="T3"> y la </span><span class="T5">Infectious Disease Society of America</span><span class="T3"> (IDSA) proponen 3 criterios diagnósticos que incluyen al menos 2 cultivos positivos, evidencia clínica, espirométrica o radiográfica compatible con infección y la exclusión de otras comorbilidades comunes en la FQ</span><span class="T16">(4,5)</span><span class="T3">. </span></p><p class="P8"> </p><p class="P13"><span class="T4">Tratamiento de la infección por </span><span class="T6">Mycobacterium abscessus </span><span class="T4">en FQ</span></p><p class="P13"><span class="T3">El tratamiento de la enfermedad por </span><span class="T5">M. abscessus</span><span class="T3"> en FQ típicamente se ha dividido en 2 fases, una inicial intensiva y una de continuación. La fase inicial se da por 3 a 12 semanas e implica el uso de antibiótico intravenoso, el cual puede ser cefotaxime, imipenem, amikacina o tigeciclina; este último fue utilizado en la fase inicial del paciente descrito. Posteriormente se continúa el tratamiento con antibióticos orales o inhalados; dicha terapia será crónica y requiere de ajustes periódicos basados en la respuesta clínica, radiográfica o microbiológica. Los antibióticos utilizados en la fase de continuación en este caso fueron amikacina inhalada y linezolid oral</span><span class="T16">(4)</span><span class="T3">. </span></p><p class="P5"> </p><p class="P13"><span class="T3">La </span><span class="T10">IDSA recomienda utilizar tratamiento antibiótico combinado debido a la alta tasa de resistencia. Además, propone considerar el linezolid en pacientes que han recibido multiterapia antibiótica previamente, ya que se ha visto que 80% los aislamientos de </span><span class="T11">M. abscessus</span><span class="T10"> tiene una concentración mínima inhibitoria (MIC) baja. La dosis recomendada es 600 mg VO dos veces al día</span><span class="T17">(6)</span><span class="T10">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Se recomienda un monitoreo intensivo de los efectos adversos de los antibióticos utilizados. Se ha hecho énfasis en vigilar la función renal, función hepática, supresión hematológica, audición, visión y prolongación del QT. En el linezolid en específico, no se recomienda monitoreo periódico de los niveles séricos, sin embargo si hay sospecha de toxicidad, se puede considerar realizarlos</span><span class="T16">(4)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T4">Farmacología del linezolid</span></p><p class="P13"><span class="T3">El linezolid es un antibiótico de la familia de las oxazolidinonas, que posee excelente actividad bacteriostática contra bacterias gramnegativas. Fue aprobado por la FDA para el tratamiento de neumonías causadas por </span><span class="T5">S. aureus</span><span class="T3"> meticilino resistente o </span><span class="T5">S. pneumoniae</span><span class="T3"> multiresistente, infecciones de piel y tejidos blandos causadas por </span><span class="T5">S. aureus</span><span class="T3"> meticilino resistente o </span><span class="T5">S. pyogenes</span><span class="T3">, y bacteremias causadas por </span><span class="T5">Enterococcus faecium</span><span class="T3">. Además se utiliza </span><span class="T5">off-label</span><span class="T3"> para el tratamiento de micobacterias resistentes</span><span class="T16">(7)</span><span class="T3">. </span></p><p class="P5"> </p><p class="P13"><span class="T3">Su mecanismo de acción consiste en la inhibición de la síntesis de proteínas bacterianas. La molécula se une al dominio V del ARNr 23S de la subunidad 50S de los ribosomas bacterianos, lo cual impide que se ensamble el complejo de iniciación</span><span class="T16">(7)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">El linezolid tiene eliminación hepática y renal. El 70% se metaboliza en el hígado mediante un proceso oxidativo y no enzimático, del cual se obtienen dos metabolitos sin actividad antibacteriana y el restante 30% se elimina en el riñón como el fármaco original. La vida media de eliminación plasmática es de 3.1 - 4.9 horas, y el aclaramiento tiene un rango de 6.4 - 14.8 L/h. Tiene un peso molecular bajo (337 D), un porcentaje de unión a proteínas de 31%, y un volumen de distribución de 0.5 – 0.7 L/kg, el cual es aproximado al agua corporal total</span><span class="T16">(8)</span><span class="T3">.</span></p><p class="P5"/><p class="P13"><span class="T3">No se recomienda ajustar la dosis en pacientes con insuficiencia hepática, ya que en estudios de farmacocinética se ha visto que la disminución del aclaramiento no es significativa. Sin embargo, estos estudios se realizaron en pacientes con Child-Pugh A y B, por lo que aún no existe una recomendación para pacientes con insuficiencia hepática severa. Tampoco se requiere ajuste de dosis en insuficiencia renal</span><span class="T16">(9)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P8"> </p><p class="P13"><span class="T4">Toxicidad del linezolid: mecanismo molecular y manifestaciones clínicas </span></p><p class="P13"><span class="T3">Los efectos adversos del linezolid se han relacionado con su capacidad para interferir con la función mitocondrial, ya que su sitio de unión en el ribosoma bacteriano 23S es altamente homólogo con la subunidad 16S del ARN mitocondrial humano</span><span class="T16">(10) </span><span class="T3">(figura 1). Esto, según la teoría endosimbiótica, se debe a que las mitocondrias evolucionaron de proteobacterias que fueron absorbidas por las células eucariotas para obtener energía con el consumo de oxígeno</span><span class="T16">(11)</span><span class="T3">. La inhibición de la síntesis de proteínas mitocondrial lleva a disrupción de la cadena de transporte de electrones y defectos en la fosforilación oxidativa, lo que resulta en disfunción específica de los tejidos según sea la dependencia de estos a la energía mitocondrial</span><span class="T16">(10)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Milosevic </span><span class="T5">et al</span><span class="T3">. expusieron </span><span class="T5">in vitro</span><span class="T3"> líneas celulares humanas promielocíticas y monocíticas al linezolid, y luego midieron la expresión de la proteína CYTox1 (una proteína de la cadena respiratoria codificada por ADN mitocondrial) y la proteína Tom 20 (una proteína de la membrana celular externa mitocondrial codificada por ADN nuclear). Obtuvieron como resultado una disminución en la expresión y función de CYTox1 en las células expuestas a linezolid, pero no de Tom 20, lo cual es acorde a estudios previos en los cuales se ha observado que el linezolid provoca disminución en la expresión de los complejos de la cadena respiratoria I, III, IV (codificados por ADN mitocondrial), pero no del complejo II (codificado por ADN nuclear). En este estudio caracterizaron que la inhibición en la expresión de proteínas mitocondriales es dependiente de la concentración de linezolid, dependiente del tiempo de exposición y reversible al eliminar la exposición al fármaco</span><span class="T16">(12)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Los efectos adversos más comunes del linezolid son la acidosis láctica, mielosupresión, neuropatía óptica y neuropatía periférica</span><span class="T16">(13)</span><span class="T3">. En estudios </span><span class="T5">in vivo</span><span class="T3">, se ha establecido la disfunción mitocondrial como el mecanismo causal de estos efectos</span><span class="T16">(10)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Otro efecto adverso recientemente reportado es la hepatotoxicidad, la cual tiende a presentarse clínicamente como una hepatitis de patrón mixto de predominio colestásico. El mecanismo fisiopatológico aún no se comprende bien, sin embargo en biopsias hepáticas de pacientes con hepatotoxicidad por Linezolid se ha observado esteatosis microvescicular, por lo que se tiene la hipótesis que la disfunción mitocondrial provoca un fallo en la beta oxidación de ácidos grasos</span><span class="T16">(14)</span><span class="T3">.</span></p></div><!--Next 'div' was a 'text:section'.--><div class="Sect2" id="Section1"><p class="P8"> </p><!--Next 'div' was a 'text:p'.--><div class="P14"><!--Next '
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        --><span style="height:9.068cm;width:13.772cm; padding:0; " class="fr1" id="Imagen_3"><img style="height:9.068cm;width:13.772cm;" alt="" 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"/></span></div><div style="clear:both; line-height:0; width:0; height:0; margin:0; padding:0;"> </div><p class="P13"><span class="T12">Figura 1.</span><span class="T13"> El linezolid se une a la subunidad 23S de los ribosomas bacterianos, lo que inhibe la formación del complejo 70S y por tanto, la síntesis de proteínas. Debido a la estructura altamente homóloga de la subunidad 16S de los ribosomas mitocondriales humanos con los bacterianos, este es un sitio posible de unión del linezolid. Como consecuencia, se inhibe la síntesis de proteínas del complejo de la cadena respiratoria, lo cual produce los efectos adversos.</span></p><p class="P13"><span class="T14">Fuente:</span><span class="T15"> Los autores.</span></p></div><!--Next 'div' was a 'text:section'.--><div class="Sect1" id="Section2"><p class="P13"><span class="T4">Factores de riesgo para el desarrollo de toxicidad por linezolid</span></p><p class="P13"><span class="T10">La IDSA realizó un reporte de más de 460 casos en los que se administraron ciclos extendidos de linezolid (más de 28 días recibiendo el antibiótico) y en los cuales se observó una incidencia de acidosis láctica del 5%</span><span class="T17">(11,15)</span><span class="T10">. Debido a este reporte, la FDA restringió el uso de linezolid por un máximo de 28 días.</span></p><p class="P11"> </p><p class="P13"><span class="T10">Una incidencia similar fue observada por Im </span><span class="T11">et al</span><span class="T10">.</span><span class="T11"> </span><span class="T10">en un estudio retrospectivo en el que compararon a los pacientes recibiendo linezolid o teicoplanina. Se documentó acidosis láctica en 6.8% de los pacientes recibiendo linezolid y 0% en los que usaron teicoplanina. Además, se registró que el número de casos de aumento en la brecha aniónica de los pacientes que usaron linezolid durante más de 6 semanas fue mayor de forma significativa respecto al grupo que usó linezolid durante menos de 6 semanas</span><span class="T17">(15)</span><span class="T10">. </span></p><p class="P11"> </p><p class="P13"><span class="T10">Se cree que puede haber cierta predisposición genética para el desarrollo de la toxicidad. Los polimorfismos del ARNr 16S mitocondrial pueden incrementar el riesgo de toxicidad, pero la relación no queda del todo clara al ser estos polimorfismos muy frecuentes en la población humana, y la frecuencia de la acidosis láctica por linezolid baja. El haplogrupo (grupo con genotipo de ADNmit relacionado) J1, presente en 8-9% de la población europea, puede aumentar el riesgo de desarrollar acidosis láctica con linezolid</span><span class="T17">(11)</span><span class="T10">.  De forma contraria, se ha observado que el haplogrupo H confiere disminución del riesgo</span><span class="T17">(10)</span><span class="T10">.</span></p><p class="P11"> </p><p class="P13"><span class="T10">La edad, una función renal deteriorada y la terapia prolongada en combinación con otras drogas como el omeprazol, amiodarona y amlodipina podrían aumentar el riesgo de sobreexposición al linezolid</span><span class="T17">(11,16)</span><span class="T10">. Un estudio retrospectivo encontró una edad promedio de 63±17 años y una duración de la terapia de 35±27 días para el desarrollo de acidosis láctica. Además, la acidosis se desarrolló más temprano en aquellos en quienes presentaban deterioro de la función renal</span><span class="T17">(11)</span><span class="T10">. En un estudio de Mori</span><span class="T11"> et al.</span><span class="T10"> que comparó la incidencia de acidosis láctica en un grupo sometido a tratamiento con linezolid con un grupo control recibiendo vancomicina, se relacionó la insuficiencia renal con la incidencia de acidosis láctica de manera significativa</span><span class="T17">(17)</span><span class="T10">. </span></p><p class="P11"> </p><p class="P13"><span class="T10">Para la toxicidad hematológica los factores de riesgo descritos son similares (larga duración del tratamiento, enfermedad renal, enfermedad </span><span class="T10">hepática). González-Del Castillo</span><span class="T11"> et al. </span><span class="T10">realizaron un modelo predictor para el desarrollo de enfermedad hematológica. El modelo final incluyó la presencia de enfermedad cerebrovascular (2 puntos), enfermedad hepática moderada o grave (2 puntos), insuficiencia renal (2 puntos) y recuento basal de plaquetas inferior a 90,000 / mm3 (8 puntos)</span><span class="T17">(18)</span><span class="T10">.</span></p><p class="P8"> </p><p class="P13"><span class="T4">Prevención y manejo de la toxicidad por linezolid</span></p><p class="P13"><span class="T3">Recientemente se ha hecho énfasis en buscar un régimen terapéutico de linezolid que reduzca la toxicidad y que a la vez mantenga la eficacia terapéutica. En estudios de farmacocinética se ha visto que la toxicidad depende de la concentración mínima (C</span><span class="T18">min</span><span class="T3">), el efecto bacteriostático depende del área bajo la curva (AUC por sus siglas en inglés) sobre la MIC, y el desarrollo de resistencia depende de la concentración máxima (C</span><span class="T18">max</span><span class="T3">) sobre  la MIC. Tomando en cuenta estas características, se ha propuesto utilizar dosis más altas (900-1200 mg) a intervalos más intermitentes, con lo cual se mantiene un perfil similar de AUC/MIC, mientras se reduce la C</span><span class="T18">min</span><span class="T16">(19)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Chang </span><span class="T5">et al</span><span class="T3">. reportó una serie con 12 pacientes a los cuales trató con linezolid 800 mg cada día por 4 meses, seguido de un esquema de 1200 mg tres veces cada semana. 4 pacientes (33%) desarrollaron anemia durante la fase de dosis diaria, de los cuales los 4 normalizaron la hemoglobina en la fase intermitente. 4 pacientes (33%) desarrollaron neuropatía periférica, de los cuales 2 mejoraron durante la fase intermitente y 2 se mantuvieron igual</span><span class="T16">(20)</span><span class="T3">.</span></p><p class="P5"> </p><p class="P13"><span class="T3">En estudios con líneas celulares </span><span class="T5">in vitro</span><span class="T16">(12)</span><span class="T3">, </span><span class="T5">in vivo</span><span class="T16">(10)</span><span class="T3"> y en estudios clínicos</span><span class="T16">(7)</span><span class="T3">, se ha observado que al eliminar el estímulo tóxico del linezolid revierten los efectos adversos. Por esto, en todo paciente que desarrolle toxicidad por linezolid, la estrategia de manejo más importante consiste en suspender el medicamento.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Debido a que el desarrollo de acidosis láctica se debe a la toxicidad mitocondrial, en varios casos clínicos se ha reportado el uso de cofactores de la cadena respiratoria como tiamina, riboflavina, L-carnitina o coezima Q10</span><span class="T16">(21)</span><span class="T3">. Sin embargo, no existen estudios sistemáticos sobre la eficacia terapéutica, por lo que no se recomienda esta medida.</span></p><p class="P5"> </p><p class="P13"><span class="T3">Debido a las características moleculares y farmacocinéticas del linezolid, se ha reportado que es posible eliminar el fármaco mediante terapia de reemplazo renal</span><span class="T16">(8)</span><span class="T3">. En un estudio prospectivo de Fiaccadori </span><span class="T5">et al</span><span class="T3">. se comparó distintas modalidades de terapia de reemplazo renal para aclarar el linezolid. La diálisis sostenida de baja eficiencia fue la que alcanzó mayor porcentaje de eliminación (33.9%), seguida de la hemodiálisis intermitente (32.3%) y por último la hemofiltración veno-venosa continua (17.5%)</span><span class="T16">(22)</span><span class="T3">. En nuestro paciente se utilizó la hemodiálisis intermitente, con lo cual se logró pasar de una concentración sérica de linezolid supraterapéutica a una terapéutica con una única sesión.</span></p><p class="P5"> </p><p class="P14"><span class="T4">Conclusiones</span></p><p class="P5"> </p><p class="P13"><span class="T3">El linezolid tiene un papel importante en el tratamiento de infecciones por </span><span class="T5">Mycobacterium abscessus</span><span class="T3">, sin embargo su uso está limitado por el desarrollo de efectos adversos. La duración del tratamiento es el principal factor de riesgo para el desarrollo de toxicidad, por lo que en esquemas que se prolongan más de 28 días se debe monitorizar al paciente de manera cercana. Suspender el linezolid es la medida más importante si se presentan efectos adversos, sin embargo también se puede considerar realizar terapia de reemplazo renal para eliminar el fármaco.</span></p><p class="P5"> </p><p class="P14"><span class="T4">Conflicto de  intereses</span></p><p class="P5"> </p><p class="P13"><span class="T3">Los autores declaran que no existe conflicto de intereses.</span></p><p class="P8"> </p><p class="P14"><span class="T4">Bibliografía</span></p><p class="P8"> </p><ol><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">1.</span><span class="T10">Paranjape S Mogayzel P. </span><span class="T11">Cystic Fibrosis</span><span class="T10">. </span><span class="T7">Pediatr Rev. 2014; 35(5): 194-228. </span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">2.</span><span class="T7">Shaffer K. </span><span class="T8">Epidemiology of infection and current guidelines for infection prevention in cystic fibrosis patients</span><span class="T7">. J Hosp Infect. 2015; 89: 309-313. </span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">3.</span><span class="T7">Sherrad L Tunney M Elborn S. </span><span class="T8">Antimicrobial resistance in the respiratory microbiota of people with cystic fibrosis</span><span class="T7">. Lancet. 2014;  384(9944): 703-713. </span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">4.</span><span class="T7">Martiniano S Nick J Daley C. </span><span class="T8">Nontuberculous Mycobacterial Infections in Cystic Fibrosis</span><span class="T7">. Clin Chest Med. 2016; 37: 83-96. </span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">5.</span><span class="T7">Adelman M Adrizzo-Harris D. </span><span class="T8">Management of nontuberculous mycobacterial pulmonary disease</span><span class="T7">. Curr Opin Pulm Med. 2018; 24(3): 212-219. </span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">6.</span><span class="T7">Griffith </span><span class="T8">et al</span><span class="T7">. </span><span class="T8">An official ATS/IDSA statement: diagnosis, treatment, and prevention of </span><span class="T8">nontuberculous mycobacterial diseases</span><span class="T7">. Am J Respir Crit Care Med. 2007; 175(4): 367 – 416.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">7.</span><span class="T7">Song T </span><span class="T8">et al</span><span class="T7">. </span><span class="T8">Linezolid trough concentrations correlate with mitochondrial toxicity-related adverse events in the treatment of chronic extensively drug resistant tuberculosis</span><span class="T7">. EBioMedicine. 2015; 9(2): 1627-33.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">8.</span><span class="T7">Villa G Di Maggio P De Gaudio A Novelli A Antoniotti R Fiaccadori E Adembri C. </span><span class="T8">Effects of continuous renal replacement therapy on linezolid pharmacokinetic/pharmacodynamics: a systematic review</span><span class="T7">. Crit Care. 2016; 20(1):374-80.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">9.</span><span class="T7">Stalker D Jungbluth G. </span><span class="T8">Clinical pharmacokinetics of linezolid, a novel oxazolidinone antibacterial</span><span class="T7">. Clin Pharmacokinet. 2003; 42(13):1129-40.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">10.</span><span class="T7">Garrabou G </span><span class="T8">et al</span><span class="T7">. </span><span class="T8">Influence of mitochondrial genetics on the mitochondrial toxicity of linezolid in blood cells and skin nerve fibers</span><span class="T7">. Antimicrob Agents Chemother. 2017; 61(9): 542-47.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">11.</span><span class="T7">Santini A Ronchi D Garbellini M Piga D Protti A. </span><span class="T8">Linezolid induced lactic acidosis: the thin line between bacterial and mitochondrial ribosomes</span><span class="T7">. Expert Opin Drug Saf. 2017; 16(7): 833-43.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">12.</span><span class="T7">Milosevic T </span><span class="T8">et al</span><span class="T7">. </span><span class="T8">Mitochondrial alterations (inhibition of mitochondrial protein expression, oxidative metabolism, and ultrastructure) induced by linezolid and tedizolid at clinally relevant concentrations in cultured human HL-60 promyelocytes and THP-1 monocytes</span><span class="T7">. Antimicrob Agents Chemother. 2018; 62(3): 599-617.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">13.</span><span class="T7">Douros A, Grabowski K, Stahlmann R. </span><span class="T8">Drug-durg interactions and safety of linezolid, tedizolid, and other oxazolidinones</span><span class="T7">. Expert Opin Drug Metab Toxicol. 2015; 11(12): 1849-59.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">14.</span><span class="T7">De Bus L </span><span class="T8">et al</span><span class="T7">. </span><span class="T8">Severe drug-induced liver injury associated with prolonged use of linezolid</span><span class="T7">. J Med Toxicol. 2010; 6(3): 322-6.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">15.</span><span class="T7">Im J Baek J Kwok H Lee J. </span><span class="T8">Incidence and risk factors of linezolid-induced lactic acidosis</span><span class="T7">. Int J Infect Dis. 2015; 31: 47-52. </span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">16.</span><span class="T7">Morata L </span><span class="T8">et al</span><span class="T7">.</span><span class="T8"> Risk factors associated with high linezolid trough plasma concentrations</span><span class="T7">. Expert Opin Pharmacother. 2016 Jun; 17(9): 1183-1187.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">17.</span><span class="T7">Mori N Kamimura J Kimura Y Hirose S Aoki Y Bito S. </span><span class="T8">Comparative analysis of lactic acidosis induced by linezolid and vancomycin therapy using cohort and case–control studies of incidence and associated risk factors</span><span class="T7">. Eur J Clin Pharmacol. 2018; 74(4): 405-411. </span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">18.</span><span class="T10">González-Del Castillo </span><span class="T11">et al</span><span class="T10">.  </span><span class="T8">Predictive score of haematological toxicity in patients treated with linezolid. </span><span class="T7">Eur J Clin Microbiol Infect Dis. 2017; 36(8): 1511-1517.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">19.</span><span class="T7">Nuermberger E. </span><span class="T8">Evolving strategies for dose optimization of linezolid for treatment of tuberculosis</span><span class="T7">. Int J Tuberc Lung Dis. 2016;20(12): 48-51.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">20.</span><span class="T7">Chang K Yew W Cheung S </span><span class="T8">et al</span><span class="T7">. </span><span class="T8">Can intermittent dosing optimize prolonged linezolid treatment of difficult multidrug-resistant tuberculosis?</span><span class="T7"> Antimicrob Agents Chemother. 2013; 57: 3445-49.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">21.</span><span class="T7">Carson J, Cerda J, Chae J, Hirano M, Maggiore P. </span><span class="T8">Severe lactic acidosis associated with Linezolid use in a patient with the mitochondrial DNA A2706G polymorphism</span><span class="T7">. Pharmacotherapy. 2007;27(5): 2771-74.</span><span class="odfLiEnd"/> </p></li><li><p class="P18" style="margin-left:0.501cm;"><span style="display:block;float:left;min-width:0.635cm;">22.</span><span class="T7">Fiaccadori E </span><span class="T8">et al</span><span class="T7">. </span><span class="T8">Removal of linezolid by conventional intermittent hemodialysis, sustained low-efficiency dialysis, or continuous venovenous hemofiltration in patients with acute renal failure</span><span class="T7">. Crit Care Med. 2004; 32(12): 3437-42.</span><span class="odfLiEnd"/> </p></li></ol><p class="P11"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"/><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p><p class="P4"> </p></div><!--Next 'div' was a 'text:section'.--><div class="Sect1" id="Section3"><p class="P7"> </p></div><!--Next 'div' was a 'text:section'.--><div class="Sect3" id="Section4"><p class="P7"> </p></div><!--Next 'div' was a 'text:section'.--><div class="Sect1" id="Section5"><p class="P12"> </p></div><!--Next 'div' was a 'text:section'.--><div class="Sect4" id="Section6"><p class="P2"> </p></div></body></html>