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Estandarización de la técnica Real Time PCR para la detección molecular. de la mutación V617F en el gen JAK-2 en neoplasias mieloproliferativas crónicas
V617F mutation in exon 14 of Janus Kinase 2 gene (jak-2) is used as a molecular marker for the diagnosis of Philadelphia negative myeloproliferative neoplasms (Phi-) such as Polycythemia Vera (PV), Essential Thrombocythemia (ET) and Primary Myelofibrosis (MFP). To detect this mutation, we used conventional polymerase chain reaction technique (PCR), a simple and inexpensive technique, however, has some drawbacks that current technology allows to solve. During the last years, more sensitive molecular techniques have been incorporated in clinical practice to support the diagnosis, prognosis and follow-up of hematological patients. For its implementation in the clinical routine should be considered technical and economic aspects, so in this work, we evaluate the Real Time PCR technique as a diagnostic method for the detection of the Jak-2-V617F mutation, using in house primers design. Our result show that the technique implemented has a concordance index of 0.87 with the conventional PCR used in the molecular diagnosis of myeloproliferative neoplasms. In addition, it has the same specificity, greater sensitivity and, shorter execution time in relation to conventional PCR. The implementation of this diagnostic method in our Hospital is technically possible and commercially convenient.
Rev Hosp Clín Univ Chile 2019; 30: 207 - 17
Claudio Pérez N., Liliam León V., Araceli Pinto L., Gabriela Muñoz G., Jorge Alfaro L., Milton Larrondo L.
La Janus quinasa-2 (Jak-2) es parte de la familia de proteínas de transmembrana con actividad tirosina quinasa que se encuentran asociadas a receptores de citoquinas(1). Normalmente, al unirse a su ligando se produce la homo o heterodimerización del receptor y la subsecuente activación de Jak-2 mediante fosforilación. Esta activación permite el reclutamiento y la fosforilación de la proteína STAT, la que se dirige al núcleo para estimular la expresión de los genes asociados a la proliferación celular(2). En el año 2005 se reportó la mutación V617F que sustituye una guanina por una timidina en la posición 1849 en el exón 14 del gen Jak-2, traduciéndose en el reemplazo del aminoácido fenilalanina por una valina(3). La consecuencia funcional de esta mutación es una activación constitutiva de la vía de señalización Jak/STAT, generando una proliferación anormal de células hematopoyéticas y su transformación hacia neoplasias mieloproliferativas (NMP) como policitemia vera (PV), trombocitemia esencial (TE) y mielofibrosis primaria (MFP)(4). Estos trastornos clonales se encuentran estrechamente relacionados y su diagnóstico se basa en criterios aportados por la Organizaciòn Mundial de la Salud (OMS)(5). Aunque el mecanismo no es completamente comprendido, el fenotipo final de la alteración se encuentra también modulado por la alteración de otros genes, tales como MPL y CALR(6).
A partir del año 2008, la OMS incorporó la presencia de la mutación V617F en el gen de Jak-2 como criterio diagnóstico de las neoplasias mieloproliferativas, detectándose en el 95% de los pacientes con PV en 50 a 60% de los casos con TE y, en 50% de los pacientes con MFP. Adicionalmente, la mutación ha sido detectada en algunos casos raros de leucemia mielomonocítica crónica, síndrome mielodisplásico, mastocitosis sistémica y leucemia neutrofílica crónica(7), aunque no se ha establecido su valor clínico en estas patologías. Actualmente, se evalúa la cuantificación de Jak-2 V617F como una herramienta para monitorear la respuesta al tratamiento de las patologías que portan la mutación(8,9).
La determinaciòn de la mutación Jak-2 puede realizarse mediante PCR cualitativa, según la técnica descrita por Baxter en 2005(3); sin embargo, esta técnica no detecta bajas cargas mutacionales, disminuyendo su sensibilidad, y requiere del uso de bromuro de etidio, compuesto que cada vez se usa menos, considerando su potencial mutagénico y dificultades en su manipulación. En la actualidad, la mayorìas de los métodos se basan en kit comerciales de qPCR(10) por su sensibilidad y especificidad, pero son de alto costo. Por lo anterior, desarrollamos y validamos un método de PCR en tiempo real (qPCR) in house de alta sensibilidad y especificidad analítica, sustentable para nuestra institución y que valida un modelo de crecimiento en el área de la biología molecular.
MATERIALES Y MÉTODOS
1. Muestras de DNA para estudio de mutación V617F
Para la determinación de la mutación V617F en Jak- 2 mediante RT-PCR se utilizaron 46 muestras: 32 muestras de DNA almacenadas a - 80°C provenían de sangre periférica de pacientes con sospecha diagnóstica o diagnosticados como NMP y 14 muestras de DNA congelado a -80°C, provenientes de individuos sanos, donantes de Banco de Sangre.
2. PCR convencional para detección de mutación V617F
Se reanalizaron todas las muestras mediante el protocolo usado por el Laboratorio de Terapia Celular para detección cualitativa de la mutación. En el Esquema I se detallan la concentración de reactivos de amplificación (A), la secuencia de los partidores utilizados (B) y las condiciones de termociclado (C). Mediante electroforesis en gel de agarosa, se identificó la presencia de una banda de 364 pb que corresponde a la amplificación del gen Jak-2 completo y una banda de 202 pb que determina la presencia de la mutación V617F en el gen de jak-2 (Figura 1).
Esquema I. Condiciones para la reacción de PCR convencional
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)
Figura 1. Amplificación de mutación en exón 14 del gen de Jak-2 mediante PCR convencional
![](data:image/png;base64,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)
3. PCR en tiempo real (qPCR) para detección de mutación V617F
La técnica de qPCR para detección y la carga mutacional V617F fue desarrollada a partir del método descrito por Larson(11) con leves modificaciones. Se utilizó el reactivo SensiMix™ II Probe kit, el que contiene todos los insumos para la reacción del qPCR, excepto los partidores y sonda. Estos últimos fueron fueron sintetizados de acuerdo a la secuencia descrita(11) y agregados exógenamente a la mezcla de reacción de qPCR. En el Esquema II se detallan la concentración de reactivos de amplificación (A), la secuencia de los partidores utilizados (B) y las condiciones de termociclado (C). La reacción de PCR se realizó en un termociclador Light Cycler™ 480II y las curvas de amplificación típicas para la mutación V617F y el alelo normal se muestran en la Figura 2. Para la cuantificación relativa de la mutación V617F, se utilizó el método de 2-··Ct descrito por Livak(24). La fórmula ·Ctjak2= Ctmut– Ctwild se utilizó para definir la carga mutacional V617F en relación al alelo Wild (no mutado). Se consideró una muestra V617F positiva o negativa cuando el Ctmut fue menor o mayor al ciclo 40 del programa de amplificación, respectivamente, asignándoles un Ctmut arbitrario de 41 a las muestras V617F negativas.
Esquema II. Condición para la reacción de PCR en tiempo real
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)
Figura 2. Amplificación de Jak-2V617F mediante Real Time PCR
![](/Portals/0/users/014/14/14/Figura02.jpg)
A. Estrategia de amplificación para detección de la mutación V617F. Se realizan dos reacciones: en la primera se utilizan los partidores reverse Jak-2 wild Q-PCR y forward Jak-2 Q-PCR para amplificar el alelo wild (nucleótido G en posición 1849 del gen de Jak-2) y en la segunda, se usan los partidores reverse V617F Q-PCR y forward Jak-2 Q-PCR para amplificar la mutación V617F. Ambas reacciones de PCR utilizan la sonda Taqman Jak-2 Q-PCR conjugada a flourocromo reportero FAM que permite la detección del producto amplificado mediante emisión de fluorescencia. En el recuadro, se esquematiza la hidrólisis de la sonda en la fase de extensión por acción de la DNA polimerasa que permite la detección del producto de PCR.
B. Gráfica de las curvas de amplificación de los alelos wild y V617F mostrada por el equipo Light Cycler. Las muestras 2097, 1849, 1636 y 2096 amplifican el alelo wild del gen Jak-2, mientras que sólo las muestras 1849, 1636 y 2096 amplifican el alelo V617F (muestras positivas). Además, el CP (equivalente a Ct) mostrado en recuadro, permite determinar la carga de la mutación en cada muestra mediante el método de 2-DCt.
4. Test de concordancia entre los dos métodos
Para evaluar la concordancia entre el PCR convencional y qPCR se calculó el índice Kappa (K) descrito por Cohen(12). Para la interpretación del resultado, se siguió la tabla definida por Altman(13) mostrada a continuación en la Tabla 1.
Tabla 1. Valoración del índice Kappa
![](data:image/png;base64,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)
RESULTADOS
1. Comparación de método de PCR convencional versus qPCR
Para validar el método de qPCR se evaluó la concordancia con el PCR convencional utilizado como método referencia. De las 46 muestras analizadas, 23 fueron positivas para ambos métodos, 20 fueron negativas y en tres hubo discrepancias, siendo 3 positivas por qPCR y negativas para PCR convencional. De acuerdo a estos valores se calculó el índice Kappa (·) que resultó en 0,87 lo que se traduce en que ambos métodos poseen un nivel o fuerza de concordancia “muy buena”. (Tabla 2)
Tabla 2. Análisis de concordancia entre PCR convencional y Real Time PCR - Cálculo de índice Kappa
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)
2. Análisis de la especificidad y sensibilidad del método de qPCR
La mutación V617F en el gen de Jak-2 es una alteración adquirida que se asocia a NMP y está ausente en individuos sanos(14-15). En nuestro estudio, todos los individuos donantes sanos (n= 14) fueron negativos para la mutación V617F con ambos métodos, mientras que pacientes con diagnóstico confirmado de PV, MFI o TE (n=10) fueron positivos, obteniendo un 100 % de especificidad para el método. En las otras muestras Jak-2 V617 + (n=13) no se obtuvo información del diagnóstico clínico, por lo que fueron excluidas de este análisis.
En relación a la sensibilidad, se obtuvo un límite de 1/10000 (0.01%) para la detección de V617FJak-2, mediante el método de qPCR, mientras que la técnica convencional presentó un nivel de detección de 0,1% (Figura 3).
Figura 3. Sensibilidad de las técnicas moleculares utilizadas en la detección de la mutación V617F
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)
Mediante dilución limitante, se evaluó la sensibilidad mediante PCR convencional (A) y PCR en tiempo real (B) en una muestra Jak-2V617F+.
3. Cuantificación relativa de carga mutacional V617F mediante método 2-DDCt
La carga molecular de la mutación V617F en el gen JAK2 varía considerablemente dentro de las NMP. Esta variabilidad contribuye a la determinación del fenotipo, así como al curso clínico de la patología(16). La cantidad de DNA adecuada para cuantificar la carga relativa de Jak-2V617F / Jak-2 wild por el método de 2-DDCt, estuvo en el rango de 0,1 a 100 ng. En este rango, la relación 2-DDCtse mantiene constante y no varía de acuerdo a la cantidad de DNA utilizado (Figura 4). Con estos resultados, se utilizó una cantidad de 100 ng de DNA como templado.
Figura 4. Validación de la cuantificación relativa de la mutación V617F mediante el método de 2-DDC
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)
Los resultados de la cuantificación mostraron que las muestras positivas V617F (+) tienen un 2-··Ct medio de 0.42 con un rango de 0.0003 a 11.47, mientras que las muestras negativas tienen una media de 0.00002 con un rango de 0 a 0.00038 (Figura 5). Los puntos en gris, que en el gráfico representan las muestras discrepantes con el PCR convencional, poseen un 2-DDCt menor a 0.01, indicando una baja carga del alelo mutante (Figura 5). Dos muestras consideradas negativas que superaron el umbral, tuvieron una menor amplificación para el alelo wild (Ctwild fueron de 28.8 y 29.8), lo que incidió en el cálculo de la carga de la mutación. De acuerdo a lo anterior, la carga mutacional en una muestra debe considerar: 1) La amplificación para el alelo mutado V617F con un Ct < 40, y 2). La amplificación del alelo wild con un Ct < 28. Esto evita la confusión de valores de 2-DDCt sobre el límite considerado como Jak-2 V617F positivos.
Figura 5. Cuantificación relativa de mutación Jak-2 V617 mediante método 2-DDCt
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)
A. Gráfico muestra los valores de 2-DDCt en muestras consideradas positivas o negativas de acuerdo a la técnica de real time PCR. El umbral de detección se marcó en 0.0003 y se muestra en línea punteada. Los puntos grises representan las tres muestras discrepantes entre el PCR convencional y el real time PCR, y los puntos blancos, las muestras negativas con un valor igual o mayor al umbral.
B. Cuadro estadístico que muestra la media, el promedio, los rangos de 2-··Ct en muestras positivas y negativas para la mutación V617F.
4. Análisis de las muestras discordantes entre los métodos
En relación a las tres muestras discordantes que fueron positivas para V617F con la técnica de PCR en tiempo real y negativas por la técnica de PCR convencional: una procedía de un paciente con diagnóstico de mielofibrosis idiopática (MFP); la segunda, de un paciente con diagnóstico de trombocitemia esencial (TE) y la tercera muestra provenía de un paciente con un hematocrito sobre 52% y hemoglobina de 18 gr/dl con criterios clínicos diagnóstico de NMP. Las discrepancias entre los resultados reflejan más bien una diferencia en la sensibilidad de ambos métodos. La amplificación de la mutación V617F (Ct) mediante qPCR en las tres muestras se detectó sobre el ciclo 34 de un 40 ciclos, una detección “tardía” que indica una baja carga mutacional y que podría explicar la negatividad en el PCR convencional.
DISCUSIÓN
Implementamos el método de qPCR in house para la detección de la mutación de V617F en el gen de Jak-2 y la comparamos con el PCR convencional utilizado en el diagnóstico molecular de NMP. Nuestros resultados muestran que existe un grado de concordancia muy bueno entre los métodos confirmando lo publicado por Larsen(11), entregando una alta sensibilidad y especificidad de la técnica de qPCR, por lo que esta metodología puede ser aplicada en el diagnóstico molecular de NMP.
Para un test molecular de uso clínico, se puede usar un kit comercial o una técnica desarrollada en el mismo laboratorio, llamado PCR in house, el cual es necesario estandarizar antes de su uso para otorgar un resultado confiable, reproducible y útil en la toma de decisiones(18). A diferencia de la forma comercial cuyo diseño generalmente permite la detección de un solo gen, los insumos utilizados en un qPCR in house pueden adaptarse para la detección de diferentes genes cambiando sólo las sondas y partidores utilizados. Además es posible utilizarlos en diferentes plataformas o instrumentos de PCR y una vez estandarizado, el método in house termina siendo más económico que un kit comercial. Una de las desventajas para el desarrollo de este tipo de procedimiento es el tiempo empleado para la estandarización y la validación del desempeño de la prueba. Existen una serie de recomendaciones para laboratorios que desarrollan técnicas moleculares y que abarcan desde las áreas y flujo de trabajo, la capacitación del personal y el equipamiento disponible hasta el uso de insumos y reactivos(19). En ese sentido, la Unidad de Biología Molecular del Servicio de Laboratorio Clínico cumple con todos los estándares para la realización de la técnica de qPCR.
Al igual que otras metodologías, la técnica de qPCR requiere de controles técnicos que garanticen la entrega de resultados confiables para el diagnóstico clínico. Como parte del procedimiento de amplificación por PCR se incluye un control positivo (DNA portador mutación V617F en el gen de Jak-2), un control negativo (DNA sin presencia de mutación V617F en el gen de Jak-2) y un control sin DNA para descartar contaminación de los reactivos. Además, como control interno se realiza un PCR para el alelo wild del gen de Jak-2, el cual debe mostrar una curva de amplificación en todas las muestras, permitiendo la validación de la calidad del DNA en la muestra problema. La ausencia de amplificación para este alelo invalida la detección de la mutación V617F y es necesario repetir la determinación o realizar una nueva extracción de DNA desde una nueva muestra de sangre periférica del paciente. Adicionalmente es recomendable que la técnica molecular implementada esté suscrita a un programa de control de la calidad externa que monitoree el desempeño del método para detección de Jak-2V617F, especialmente cuando se trabaja con técnicas in house. En comparación a la técnica de PCR convencional, el formato en tiempo real implementado presentó una mayor sensibilidad, disminuyó el tiempo de ejecución, no utilizó residuos tóxicos como el bromuro de etidio, ni generó contaminaciones post-PCR que pudiesen interferir con el resultado.
Recientemente, un panel de expertos internacionales ha propuesto la cuantificación JAK2V617F como una herramienta potencialmente útil para monitorear la respuesta al tratamiento de los nuevos fármacos dirigidos contra JAK2 en el desarrollo clínico de la NMP(6,7,18). Por otro lado, en varios estudios(16,21-23), se ha medido el impacto clínico de la cuantificación de la carga mutacional de JAK2V617F en pacientes con neoplasias mieloproliferativas crónicas Ph negativas clásicas, relacionando la carga alélica de la mutación con el desarrollo de eventos trombóticos. Dada la relevancia clínica de cuantificar la carga de la mutación V617F, empleamos el método de 2-DDCt descrito por Livak(24) para medir la carga relativa de la mutación V617F. Este método es el más apropiado para la normalización de datos y calcula la proporción de la mutación con respecto a su alelo normal sin requerir una curva de calibración con estándares de concentración conocida. Su aplicación requiere definir el rango de DNA donde la eficiencia de amplificación es la misma para ambos alelos y su relación 2-DDCt permanece constante. En nuestra técnica definimos que para la aplicación del método descrito por Livak, la cantidad ideal de DNA a utilizar se encuentra en el rango 10-100 ng. Utilizando esta estrategia de cuantificación pudimos observar que existe una gran variabilidad en la carga relativa de la mutación V617F, probablemente reflejando la heterogeneidad en las muestras estudiadas. Nuestro análisis se limita a los aspectos metodológicos; sin embargo, en trabajos futuros podría asociarse la cantidad de la mutación V617F a otros parámetros clínicos, como por ejemplo, el tipo de NMP asociada o el estado clínico del paciente. Cabe señalar que el umbral de detección fijado (0.03%) permite distinguir entre las muestras V617F positivas de las muestras negativas, pudiendo ser utilizado para evaluar la respuesta molecular al tratamiento con inhibidores de Jak-2.
Finalmente, nuestro Hospital cuenta con el equipamiento y la estructura adecuada para la aplicación rutinaria de la técnica implementada, contando con personal entrenado para el análisis e interpretación de los datos obtenidos, lo que garantiza un mejor manejo clínico, situación que puede influir positivamente en la calidad de la atención brindada a los pacientes. Además, la implementación de métodos moleculares in house crea un modelo de acción, alternativo a un kit comercial que permite incorporar nuevas técnicas para el diagnóstico de patologías con genes conocidos o la detección de alteraciones genicas descritas recientemente o de baja frecuencia para uso clínico o de investigación.
CONCLUSIÓN
Se implementó la técnica de qPCR para la detección de la mutación V617F en el gen de Jak-2, la cual puede ser empleada de forma rutinaria y confiable para el diagnóstico y seguimiento de pacientes con neoplasias mieloproliferativas crónicas.
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Correspondencia:
Dr. Claudio Pérez Núñez
Banco de Sangre, Hospital Clínico Universidad de Chile
[email protected]
56229788067