Abstracts Publicaciones 2021
Quiénes somos
Instrucciones a autores
Responsabilidad autoría
Contacto
Portal Revistas U. de Chile
Estatinas, drogas de amplio espectro de acción y beneficios
Prevention and treatment of dyslipidemia should therefore be considered as an integral part of individual cardiovascular prevention interventions, which should be addressed primarily to those at higher risk who will benefit most. Statins are the most commonly used options for the pharmacologic treatment of dyslipidemia. In recent decades, numerous clinical trials have demonstrated the efficacy of these drugs to reduce cardiovascular mortality and major non-fatal atherothrombotic events in heterogeneous populations through both primary and secondary prevention. This group of drugs is part of the recommendations of both US and European guidelines, and should be prescribed to all patients who have already had a cardiovascular event and have no specific contraindication. However, a large percentage of patients that would benefit from a statin treatment do not receive them, have been prescribed a low dose or for a limited time.
Rev Hosp Clín Univ Chile 2019; 30: 238 - 51
Ildefonzo Arocha-Rodulfo
Sin lugar a dudas, existe una estrecha relación entre las cifras elevadas del colesterol unido a las lipoproteínas de baja densidad (C-LDL) con un mayor riesgo de aterosclerosis y sus diferentes complicaciones clínicas como el infarto del miocardio, la enfermedad arterial coronaria (EAC), la enfermedad vásculo-cerebral (EVC) y la enfermedad arterial periférica (EAP)(1). Como corolario, los estudios clínicos pioneros realizados con drogas hipolipemiantes demostraron una disminución consistente en los eventos clínicos compatibles con el descenso del C-LDL(2).
Esta evidencia se consolidó con el advenimiento de los inhibidores de hidroximetil glutaril Coenzima A (HMG CoA) reductasa o estatinas y la publicación en 1994 del estudio Scandinavian Simvastatin Survival Study(3) con sus sorprendentes resultados que transforman radicalmente el manejo de los lípidos sanguíneos, abriendo una nueva era en la terapéutica cardiovascular e impulsando la investigación de la aterosclerosis y de la placa ateromatosa.
En un cuarto siglo de vida, las estatinas han demostrado fehacientemente ser el tratamiento más efectivo en reducir el C-LDL y la morbilidad y mortalidad por eventos vasculares en un amplio abanico de pacientes: en prevención primaria como secundaria e incluso en los casos de eventos agudos como los síndromes coronarios agudos (SCA) y la intervención coronaria percutánea (ICP) con una relación costo/beneficio sin parangón.
En la mayoría de las guías sobre dislipidemias se insiste en una estrategia individualizada concordante con el nivel de riesgo cardiovascular global (RCVG), estableciendo metas alcanzables con la dosis máxima de estatinas potentes. A pesar de ello, en la vida real, un porcentaje sustancial de pacientes permanece con C-LDL elevado y, por tanto, sin la cobertura terapéutica adecuada.
Mecanismo de acción
Las estatinas actúan, fundamentalmente a nivel hepático, inhibiendo la HMG CoA reductasa, imprescindible para la síntesis del ácido mevalónico, precursor del colesterol, con lo cual no sólo se reduce su producción, sino también se limita significativamente la elaboración de un gran número de moléculas, en especial isoprenoides que participan en múltiples vías metabólicas y ejercen procesos de regulación, tanto lipídicos como no lipídicos(4,5).
En relación al tiempo de acción, hay que distinguir:
• Los efectos no lipídicos, como la mejora en la recuperación de la función endotelial, se manifiestan tempranamente (entre 24 a 48 horas después de su toma)(6).
• La acción hipolipemiante puede tardar entre 4 a 6 semanas(4,6).
• El beneficio sobre eventos clínicos se ha detectado tan tempranamente como en los primeros 30 días posteriores a la aleatorización en un estudio en SCA(7) y en otro de prevención primaria(8).
Entre otros efectos sobre el perfil lipídico, aumentan discretamente la concentración de colesterol unido a las lipoproteínas de alta densidad (C-HDL) y disminuyen la de triglicéridos (TG). Además, modifica el fenotipo de las fracciones pequeñas y densas del C-LDL que son consideradas como las más aterogénicas(4,9-11), transformándolas en grandes y flotantes; sin embargo, es poco o nulo su efecto sobre la lipoproteína(a) [Lp(a)](9)(Figura 1).
Figura 1. Modificación del perfil lipídico y efectos pleiotrópicos vasculares de las estatinas
![](data:image/png;base64,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)
El abanico del beneficio de las estatinas se aplica a todo el árbol arterial, aunque con mayor repercusión en la circulación coronaria y cerebral y en menor grado en las arterias periféricas.
Potencia y equivalencia
Todas las estatinas reducen el C-LDL en una forma no lineal dependiente de la dosis, lo cual resulta en un menor disminución (apenas el 6%) en la medida que se duplica la dosis(4,11); por tanto, sólo pequeños incrementos en la respuesta van a ser obtenidos con dosis cercanas a la máxima recomendada, una razón de peso para seleccionar una estatina potente al momento de iniciar el tratamiento y a la dosis adecuada (Tabla 1).
Tabla 1. Descenso porcentual del C-LDL según la dosis de estatina(11)
![](data:image/png;base64,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)
A pesar de las diferencias farmacológicas, las estatinas son una clase muy particular de fármacos, siendo la potencia en reducir el C-LDL y la inflamación microvascular determinada por la proteína C reactiva ultrasensible (PCRus), las dos principales características distintivas en el grupo. De allí que los beneficios sean mayores y más consistentes con las estatinas potentes (rosuvastatina y atorvastatina).
Una de las principales diferencias en las pautas europeas(12) frente a las guías estadounidenses(13) se refiere al control del C-LDL. Mientras que las primeras (Tabla 2) continúan con las metas de C-LDL a alcanzar para la categoría de riesgo, el enfoque estadounidense propone la administración de las estatinas de mayor o menor poder hipolipemiante según la categoría de riesgo sin que fuese necesario seguir cuantificando el C-LDL (Tabla 3). En su versión 2019, las pautas europeas(12) afrontan el reto del “C-LDL mientras más bajo, mejor” un meta hecha realidad gracias a los estudios realizados con los inhibidores de la proproteína convertasa subtilisinakexina 9 (PCSK9) donde se han obtenido valores tan bajos de C-LDL cercanos a 20 mg/dL sin efecto adverso sobre la salud y por tanto, dichas guías recomiendan valores más bajos según la categoría de riesgo (Tabla 2).
Tabla 2. Categorías de riesgo y meta de C-LDL según las pautas europeas(12)
![](data:image/png;base64,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)
Tabla 3. Categorización según la potencia de las estatinas según las pautas ACC/AHA(13)
![](data:image/png;base64,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)
Impacto de las estatinas sobre los desenlaces clínicos
Con el desarrollo de estos fármacos también se ganó un gran impulso en la metodología de la investigación clínica, desarrollándose nuevos modelos e introduciendo avances en la tecnología de imágenes para obtener resultados confiables y veraces.
Es necesario destacar que todos los estudios realizados con esta clase terapéutica han demostrado, sin lugar a dudas, algún grado de beneficio, lo cual quiere decir que en general, todas ellas son eficaces en reducir la probabilidad de eventos (Figura 2), aunque con las más potentes estos son de mayor cuantía al obtenerse un descenso más temprano e importante en el C-LDL(7,14,15).
Figura 2. Beneficios de las estatinas según el metaanálisis del Cholesterol Treatment Trialists (CTT)(14)
![](data:image/png;base64,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)
Las acciones beneficiosas tienen ciertas peculiaridades para resaltar:
• Son proporcionales al nivel de riesgo del paciente, razón por la cual en aquellos con riesgo alto, pero sin enfermedad cardiovascular aterosclerótica (ECVA) se benefician tanto como el paciente en prevención secundaria(14-16).
• Precocidad en puntos finales, siendo que el tiempo al beneficio se reduce casi a la mitad con las estatinas frente a los hipolipemiantes convencionales (10,3 meses versus 20,0 meses, respectivamente)(14,17).
• Incremento en los beneficios con la duración del tratamiento: mientras más prolongado, mejores resultados(14).
• En varios estudios se obtuvo un beneficio significativo precoz en el análisis interino, motivando así la suspensión del mismo(8,18).
• Comparando los estudios con estatinas frente a no estatinas, cada mmol/L (38,6 mg/dL) de reducción en el C-LDL se corresponde con una disminución del 9% de eventos cardiovasculares en el primer año y, del 22 al 28% en los años subsecuentes(17).
• Se ha podido demostrar que un inicio temprano en la vida del tratamiento con una estatina conlleva un mayor beneficio y esto es particularmente importante en los jóvenes con C-LDL elevado y RCVG bajo en virtud que en la medida que avanzamos en edad, lejos de disminuir, aumenta el RCVG(19).
Propiedades pleiotrópicas de las estatinas
Se definen como acciones no lipídicas y muchas de ellas han sido comprobadas y otras son motivo de investigación. A través de estas propiedades, las estatinas están directamente involucradas en restaurar o mejorar la función endotelial, incrementar la biodisponibilidad de óxido nítrico, como antioxidantes, atenuar el remodelado vascular, inhibir la respuesta inflamatoria vascular y estabilizar la placa aterosclerótica(20). Estos efectos independientes de la acción hipolipemiante se deben predominantemente a la capacidad de inhibir la síntesis de isoprenoides, productos importantes para las moléculas de señalización intracelular, tales como Rho, Rac y Cdc42(4,20) (Figura 3).
Figura 3. Mecanismo de las propiedades pleiotrópicas de las estatinas
![](data:image/png;base64,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)
En cuanto a la biología vascular, son numerosos los beneficios de estas drogas, resumidos en(20-26):
a. Estabilidad de la placa aterosclerótica
La vulnerabilidad de una placa de ateroma está condicionada por factores tales como el núcleo lipídico rico en colesterol y de consistencia pastosa con una baja proporción de células del músculo liso vascular y una cubierta fibrosa delgada y débil y en la presencia de un intenso componente inflamatorio.
El tratamiento regular con estatinas hace estas lesiones menos vulnerables y con mayor estabilidad al disminuir el contenido de colesterol, consolidar la cubierta fibrosa, reducir el proceso inflamatorio con una discreta disminución en su volumen. Esto se ha demostrado tanto en estudios experimentales como en ensayos clínicos controlados.
b. Modificación y/o reversión de la disfunción endotelial
Los diversos mecanismos responsables se resumen en:
• Aumento en la expresión y la actividad de la sintasa endotelial de óxido nítrico (eNOS), incrementando su biodisponibilidad.
• Atenúa la degradación del óxido nítrico (ON) mediante la reducción del estrés oxidativo.
• Modificación de la susceptibilidad del C-LDL a la oxidación haciéndolas más resistentes.
c. Regresión de la placa aterosclerótica
Gracias a la histología virtual, la tomografía de coherencia óptica y resonancia magnética vascular se ha logrado demostrar la reducción del volumen porcentual del ateroma (VPA) en las arterias coronarias (culpables o no) con estatinas potentes, debido a la reducción del núcleo necrótico, disminución del proceso inflamatorio, mejora en función endotelial, engrosamiento de la cobertura de la placa y mayor proporción de colágeno.
d. Efecto antiinflamatorio
La evidencia señala el papel pivote de la inflamación sobre el inicio y exacerbación de la aterosclerosis. Los marcadores de inflamación como la PCRus y moléculas de adhesión están elevados en los pacientes con ECVA y se utilizan como marcadores de pronóstico. Las estatinas reducen significativamente las concentraciones circulantes de estos biomarcadores y, en consecuencia, retrasan o detienen el proceso inflamatorio.
Enfermedad vásculo-cerebral (ECV) isquémica
La expresión clínica principal de la EVC es el ictus o apoplejía, mal llamado accidente cerebrovascular (ACV), el que puede ocurrir como isquémico (más frecuente), hemorrágico o bajo la forma de ictus transitorio o ataque de isquemia transitoria.
En numerosos estudios con estatinas, la reducción significativa en el riesgo de ictus ha sido un denominador común. De hecho, en un metaanálisis se ha revelado que 1 mmol/L (38,7 mg/dL) de descenso en la concentración de C-LDL se acompaña de una reducción de riesgo relativo de ictus del 17%(14). Por tal razón, las estatinas son recomendadas para la prevención primaria del ictus isquémico en pacientes con riesgo elevado, para la disminución de la recurrencia de ictus y en pacientes con ictus isquémico o ictus isquémico transitorio presumiblemente de origen aterosclerótico o con ECVA(27).
Enfermedad arterial de miembros inferiores (EAMI)
Al evaluar la respuesta dilatadora inducida por flujo se ha comprobado que las estatinas mejoran la función endotelial en la circulación periférica(28). También parece que su acción reguladora de la producción de moléculas de adhesión celular reduciría la carga aterosclerótica en los diferentes territorios arteriales e incluso una cuestionada protección a los pacientes con aneurisma de aorta abdominal cuando detienen su expansión gracias a su efecto en las metaloproteasas de la matriz celular que evitan el remodelado negativo de la pared arterial(28,29).
Con las estatinas se ha demostrado consistentemente un incremento en la distancia caminada junto con una menor declinación en la funcionalidad de las extremidades inferiores(29). En otros estudios clínicos, el uso de estatinas ha estado asociado con una frecuencia significativamente más baja de desenlaces adversos en las extremidades como agravamiento de los síntomas, revascularización periférica y amputaciones isquémicas(30).
Aunque la reducción global del riesgo conferida por las estatinas es significativa en la EAMI, generalmente es subutilizada y se describe que apenas un tercio de los pacientes con EAMI severa la recibe(31).
Estatinas en intervención coronaria percutánea (ICP)
El incremento de las enzimas cardíacas como expresión de necrosis miocárdica luego de una ICP está asociado con un aumento en la mortalidad durante el seguimiento y la cantidad de marcadores cardíacos liberados es proporcional al tamaño de la necrosis y relacionada con una incidencia significativamente mayor de eventos cardíacos adversos(32). Hoy se conoce que la administración temprana de una estatina antes del procedimiento reduce significativamente la ocurrencia de eventos coronarios post ICP en un lapso de 30 días(33).
Varios estudios en prevención secundaria abrieron el camino de la investigación en el área de los procedimientos de revascularización(33-35) y sus resultados sustentan la recomendación de una dosis de carga de una estatina potente en los pacientes que no reciben estatina o dosis de recarga en los pacientes que ya reciben este tipo de droga.
Estatinas y protección renal
El impacto de la dislipidemia sobre la función renal es mejor conocido a partir de los estudios clínicos con estatinas, donde los pacientes que recibieron estos fármacos mostraron un retardo en la progresión del deterioro de la función renal en comparación al grupo bajo tratamiento con placebo(36). Estas acciones nefroprotectoras aún no han sido comprobadas en estudios clínicos controlados y las evidencias provienen de análisis posteriores de ensayos clínicos(36,37), siendo que los hallazgos corresponden a pacientes con EAC y dislipidemia con deterioro de la función renal basal, donde el tratamiento con una estatina retardó la progresión y mejoró el pronóstico. Un reciente análisis fármaco- económico reveló que en paciente con enfermedad renal crónica (ERC) no dependiente de diálisis la terapia hipolipemiante es un tratamiento efectivo por costo para reducir el riesgo de ECV(38).
En contadas situaciones, el uso de estos hipolipemiantes han demostrado un efecto favorable consistente como en los pacientes en hemodiálisis, sometidos a trasplante renal y la prevención de la nefropatía inducida por contraste(39).
En cuanto a la ERC, las pautas de la National Kidney Foundation la identifican como equivalente de riesgo de EAC(40).
Inconvenientes y limitaciones en el uso de las estatinas
Si bien estas drogas son bien toleradas en la mayoría de los casos, su amplio uso universal ha permitido conocer algunas acciones no deseables resumidas a continuación(41):
Efectos adversos musculares
Son los más comúnmente informados, afectando hasta un 30% de la población de pacientes(42) y son causa frecuente de no adherencia o suspensión del tratamiento. Clínicamente estos síntomas pueden ser definidos como mialgia, miopatía, miositis, mionecrosis y rabdomiólisis.
La incidencia reportada de estos eventos es consistentemente más baja en los estudios controlados con placebo que en los de observación, lo cual fuertemente sugiere que no son siempre debidos a los efectos farmacológicos de las estatinas(43).
La rabdomiólisis, una complicación amenazadora de la vida, sucede en solo 2 por 10.000 personasaños de tratamiento(43).
Condiciones asociadas a un mayor riesgo de miopatía(42,43):
• Edad (mayores de 80 años)
• Masa corporal pequeña o fragilidad evidente
• Compromiso de varios órganos (por ejemplo, insuficiencia renal crónica)
• Polimedicación
• Período perioperatorio
• Consumo de ciertos medicamentos, como: fibratos (mayor riesgo a mayor dosis de ambos grupos de fármacos, especialmente con gemfibrozilo), niacina (raro), ciclosporina, antimicóticos azólicos orales, macrólidos, inhibidores de proteasa del VIH, verapamil, amiodarona, ingesta excesiva de jugo de toronja y abuso del alcohol.
Muchas de estas situaciones son frecuentes en la práctica clínica, por lo que se impone el juicio de la relación riesgo/beneficio con la interrupción temporal de la estatina mientras dure la situación de mayor riesgo.
Recomendaciones para la prevención de la miopatía(42,43)
• Comenzar siempre con la dosis más baja de la estatina a utilizar, salvo que la situación clínica sugiera lo contrario.
• En caso de requerir un fibrato, la elección es fenofibrato o ciprofibrato a la dosis estándar.
• Informar al paciente sobre la sintomatología muscular y si algo ocurriera, suspender el tratamiento y comunicarse con su médico tratante.
• Debido a que el hipotiroidismo predispone a la miopatía, es recomendable solicitar la determinación de los niveles de la hormona tiroestimulante ultrasensible (TSH) en cualquier paciente con síntomas musculares.
Metabolismo hidrocarbonado
En la década pasada, diversos ensayos clínicos informaron del riesgo de aparición de DM2 asociado al uso de estatinas, aunque con ciertos condicionantes, circunscritos a pacientes con una mayor probabilidad a desarrollar tal condición, como(44,45):
• Glucemia en ayunas elevada (entre 100 a 125 mg/dL) antes de iniciar el tratamiento con estatinas
• Historia de hipertensión arterial
• Triglicéridos elevados
• Mayor índice de masa corporal
El incremento en la incidencia de DM2 en los pacientes de mayor riesgo se calcula en la aparición de 1 caso adicional por cada 1.000 personas-año de tratamiento, lo que representa 1 nuevo caso por cada 255 pacientes tratados durante 4 años. Con esta misma exposición a estatinas se evitarían 5,4 muertes o infartos de miocardio, además del mismo número de ictus o revascularizaciones coronarias(41,44). Por lo tanto, la proporción estimada es de 9 a 1 a favor del beneficio cardiovascular.
En resumen, el balance riesgo/beneficio se mantiene favorable a las estatinas, incluyendo aquellos con riesgo de aparición de DM2 o con DM2 diagnosticada al inicio del tratamiento.
No respuesta a las estatinas
La acción hipolipemiante de una estatina varía ampliamente: desde un 5% hasta un 55% de reducción en C-LDL. Los llamados resistentes no alcanzan la cifra meta deseada de C-LDL a pesar de emplear dosis máxima de las estatinas potentes. Esta resistencia es debida a numerosos mecanismos incluyendo polimorfismos en los genes involucrados en la síntesis y metabolismo del colesterol, en el receptor de LDL y aquellos asociados con la farmacocinética de las estatinas(46).
Recién se ha podido esclarecer la interacción entre las estatinas con la PCSK9, ya que la disminución intracelular hepática del colesterol resulta en un aumento en los valores de PCSK9 y el receptor LDL (RLDL)(47). Este incremento en PCSK9 se une al RLDL y lo direcciona hacia su degradación en el lisosoma, interrumpiendo su reciclaje normal, limitando la eficacia liporreductora de las estatinas y explican la “regla del 6%”. Esta coyuntura es una razón importante para iniciar con una estatina potente en aquellos pacientes con mayor RCVG y elevación del C-LDL que ameritan una pronta reducción > 50%.
Intolerancia a las estatinas
Estos pacientes exhiben una mayor sensibilidad en los síntomas musculares o en la actividad de las enzimas hepática y debe incluir alguno de los siguientes criterios(48):
• Incapacidad para tolerar al menos dos estatinas diferentes, una de ellas a dosis baja recomendada de inicio y la otra, a cualquier dosis.
• Asociada con efectos adversos intolerables, vinculados a la estatina o anormalidades significativas de laboratorio.
• Resolución de síntomas o de las anormalidades de laboratorio o mejora significativa tras la reducción de la dosis o suspensión de la estatina.
• Síntomas o anormalidades de laboratorio no atribuibles a otras causas, tales como interacciones farmacológicas o situaciones que aumenten el riesgo de intolerancia.
Es necesario destacar la necesidad de reintentar la administración de la estatina a menor dosis o cambiar a otra distinta. Zhang y colaboradores(49) informaron que después de un eventos adverso cerca del 30% no reciben más estatinas, pero en aquellos que continúan la terapia muestran una reducción de riesgo de un episodio vascular entre el 10 a 20%. En suma, el criterio médico es fundamental para continuarlas y garantizar al paciente una máxima cobertura terapéutica.
Ninguna de estas acciones adversas derivadas del tratamiento con estatinas es amenazadora para la vida, salvo la rabdomiólisis que es un evento muy raro; pero sí pueden modificar la actitud del paciente e inclinar la balanza hacia la no adherencia(50).
¿En quiénes no usar estatinas?
En ciertas condiciones su uso empleo depende del juicio clínico(12,13,43,47,48,50):
• Diabéticos mayores de 40 años sin FRCV. Sin embargo, siempre debe considerarse el RCVG a largo plazo.
• Pacientes con prediabetes aún si coexisten con otros FRCV, más bien insistir con los cambios terapéuticos del estilo de vida (CTEV) y, de ser necesario, emplear ezetimiba, fibrato (cipro o fenofibrato) o ácidos grasos omega-3 si hay elevación importante de TG.
• En el adulto mayor de 75 años
• En pacientes con enfermedad terminal o deterioro cognitivo avanzado
Campaña contra las estatinas
El culto de la negación de los beneficios de las estatinas, común en páginas del ciberespacio, es una campaña con resultados fatales para quienes siguen el consejo empírico y suspenden el tratamiento. Ciertamente, todo fármaco tiene un efecto adverso que para algunos pacientes puede ser molesto y hasta peligroso, pero no así para la mayoría que lo utiliza. Este riesgo es insignificante cuando se compara con los beneficios derivados de su uso persistente. El médico debe advertir a los pacientes sobre las consecuencias fatales de atender la información publicada por personas con poca o nula experticia científica(50).
CONCLUSIONES
Las estatinas se han consolidado como uno de los pilares más sólidos en la terapéutica cardiovascular y su empleo, dentro de los cánones recomendados, se traduce en innumerables beneficios, siempre y cuando se utilicen en concierto con los CTEV y observando que:
• El logro de la meta de C-LDL no significa la eliminación del problema, sino más bien su control.
• Alcanzada la meta, se puede reducir la dosis siempre y cuando se mantenga el C-LDL dentro o más bajo de la cifra establecida para el riesgo.
• La atorvastatina y la rosuvastatina pueden ser ingeridas a cualquier hora; las demás, solo en la noche.
• El resultado del tratamiento hipolipemiante con estatinas rinde mayores beneficios, cuando se:
- Inicia tempranamente utilizando una estatina potente.
- Obtiene una reducción mayor del C-LDL en el tiempo más corto posible.
- Administra por tiempo prolongado.
REFERENCIAS
1. Libby P, Bornfeldt KE, Tall AR. Atherosclerosis. Successes, Surprises, and Future Challenges. Circ Res 2016;118:531-4.
2. Lipid Research Clinics Program. The Lipid Research Clinics Coronary Primary Prevention Trial results. II. The relationship of reduction in incidence of coronary heart disease to cholesterol lowering. JAMA 1984;251:365-74.
3. Randomized trial of cholesterol lowering in 4444 patients with coronary heart disease: the Scandinavian Simvastatin Survival Study. Lancet 1994;344:1383-9.
4. Sirtori CR. The pharmacology of statins. Pharmacol Res 2014;88:3-11.
5. Yeganeh B, Wiechec E, Ande SR, Sharma P, Moghadam RA, Post M et al. Targeting the mevalonate cascade as a new therapeutic approach in heart disease, cancer and pulmonary disease. Pharmacol Ther 2014;143:87–110.
6. Takagi A, Tsurumi Y, Ishizuka N, Omori H, Arai K, Hagiwara N et al. Single administration of cerivastatin, an HMG-CoA reductase inhibitor, improves the coronary flow velocity reserve: a transthoracic Doppler echocardiography study. Heart Vessels 2006;21:298-301.
7. Cannon CP, Braunwald E, McCabe CH, Rader DJ, Rouleau JL, Belder R et al. Intensive versus moderate lipid lowering with statins after acute coronary syndromes. N Engl J Med 2004;350:1495–504.
8. Sever PS, Dahlof B, Poulter NR, Wedel H, Beevers G, Caulfield M et al. Prevention of coronary and stroke events with atorvastatin in hypertensive patients who have average or lower-than-average cholesterol concentrations, in the Anglo-Scandinavian Cardiac Outcomes Trial–Lipid Lowering Arm (ASCOT-LLA): a multicentre randomised controlled trial. Lancet 2003;361:1149–58.
9. Gencer B, Mach F. Lipoprotein(a): the perpetual supporting actor. Eur Heart J 2018;39:2597–9.
10. Galve E, Oristrell G, García-Dorado D. Estatinas en pacientes con síndrome coronario agudo. Más allá de las lipoproteínas de baja densidad. Rev Esp Cardiol Supl 2015;15(A):28-33.
11. García-Ríos A, Delgado-Lista J, Pérez Martínez P, Fuentes-Jiménez F, Pérez- Jiménez F, López-Miranda J et al. Eficacia de las estatinas en el manejo de la dislipemia. Un paso adelante. Rev Esp Cardiol Supl 2011;11(B):14-20.
12. Mach F, Baigent C, Catapano AAL, Koskinas KC, Casula L, Badimon L et al. 2019 ESC/EAS Guidelines for the management of dyslipidaemias: lipid modification to reduce cardiovascular risk: The Task Force for the management of dyslipidaemias of the European Society of Cardiology (ESC) and European Atherosclerosis Society (EAS). Eur Heart J 2019, Aug 31.
13. Grundy SM, Stone NJ, Bailey AL, Beam C, Birtcher KK, Blumenthal RS et al. 2018 AHA/ACC/AACVPR/AAPA/ABC/ACPM/ ADA/AGS/APhA/ASPC/NLA/PCNA guideline on the management of blood cholesterol: a report of the American College of Cardiology/American Heart Association Task Force on Clinical Practice Guidelines. Circulation 2018;73:3168-209.
14. Cholesterol Treatment Trialists’ (CTT) Collaborators. Efficacy and safety of cholesterol-lowering treatment: prospective meta-analysis of data from 90,056 participants www.redclinica.cl 249 in 14 randomised trials of statins. Lancet 2005;366:1267-78.
15. Rodriguez F, Maron DJ, Knowles JW, Virani SS, Lin S, Heidenreich PA. Association between intensity of statin therapy and mortality in patients with atherosclerotic cardiovascular disease. JAMA Cardiol 2017;2:47-54.
16. Abdullah SM, Defina LF, Leonard D, Barlow CE, Radford NB, Willis BL et al. Long- Term association of low-density lipoprotein cholesterol with cardiovascular mortality in individuals at low 10-year risk of atherosclerotic cardiovascular disease. Circulation 2018;138:2315-25.
17. Barter PJ, Waters DD. Variations in time to benefit among clinical trials of cholesterollowering drugs. J Clin Lipidol 2018;12:857- 62.
18. Ray KK, Cannon CP. Time to benefit: an emerging concept for assessing the efficacy of statin therapy in cardiovascular disease. Crit Pathways in Cardiol 2005;4:43–5.
19. Thanassoulis G, Sniderman AD, Pencina MJ. A long-term benefit approach vs standard risk-based approaches for statin eligibility in primary prevention. JAMA Cardiol 2018;3:1090-5. 20. Oesterle A, Laufs U, Liao JK. Pleiotropic effects of statins on the cardiovascular system. Circ Res 2017;120:229–43.
21. Hattori K, Ozaki Y, Ismail TF, Okumura M, Naruse H, Kan S et al. Impact of statin therapy on plaque characteristics as assessed by serial OCT, grayscale and integrated backscatter-IVUS. JACC Cardiovasc Imaging 2012;5:169-77.
22. Oesterle A, Liao JK. The pleiotropic effects of statins - from coronary artery disease and stroke to atrial fibrillation and ventricular tachyarrhythmia. Curr Vasc Pharmacol 2019;17:222-32.
23. Psarros C, Economou EK, Koutsilieris M, Antoniades C. Statins as pleiotropic modifiers of vascular oxidative stress and inflammation. J Crit Care Med (Targu Mures) 2015;1:43-54.
24. Drakopoulou M, Toutouzas K, Michelongona A, Tousoulis D. Statins and vulnerable plaque. Curr Pharm De 2017, Oct 19.
25. Banach M, Serban C, Sahebkar A, Mikhailidis DP, Ursoniu S, Ray KK et al. Lipid and Blood Pressure Meta-analysis Collaboration (LBPMC) Group. Impact of statin therapy on coronary plaque composition: a systematic review and meta-analysis of virtual histology intravascular ultrasound studies. BMC Med 2015;13:229.
26. Vogiatzi G, Oikonomou E, Siasos G, Tsalamandris S, Briasoulis A, Androulakis E et al. Statins and inflammation in cardiovascular disease. Curr Pharm Des 2017, Oct 9.
27. Castilla-Guerra L, Fernandez-Moreno MDC, Leon-Jimenez D, Rico-Corral MA. Statins in ischemic stroke prevention: what have we learned in the post-sparcl (the stroke prevention by aggressive reduction in cholesterol levels) decade? Curr Treat Options Neurol 2019;21:22.
28. Markel A. Statins and peripheral arterial disease. Int Angiol 2015;34:416-27.
29. Aboyans V, Ricco JB, Bartelink MEL, Björck M, Brodmann M, Cohnert T et al; ESC Scientific Document Group . 2017 ESC Guidelines on the Diagnosis and Treatment of Peripheral Arterial Diseases, in collaboration with the European Society for Vascular Surgery (ESVS): Document covering atherosclerotic disease of extracranial carotid and vertebral, mesenteric, renal, upper and lower extremity arteries. Eur Heart J 2018;39:763-816.
30. Kumbhani DJ, Steg PG, Cannon CP, Eagle KA, Smith SC Jr, Goto S et al; on behalf of the REACH Registry Investigators. Statin therapy and long-term adverse limb outcomes in patients with peripheral artery disease: insights from the REACH registry. Eur Heart J 2014;35:2864-72.
31. Writing Committee Members, Gerhard- Herman MD, Gornik HL, Barrett C, Barshes NR, Corriere MA, Drachman DE et al. 2016 AHA/ACC Guideline on the Management of Patients with Lower Extremity Peripheral Artery Disease: Executive Summary. Vasc Med 2017;22:NP1-NP43.
32. Jinnouchi H, Sakakura K, Fujita H. Periprocedural myocardial infarction is all the same? J Thorac Dis 2018 Sep;10(Suppl 26):S3176-S3181.
33. Navarese EP, Kowalewski M. Andreotti F, van Wely M, Camaro C, Kolodziejczak M et al. Meta-Analysis of Time-Related Benefits of Statin Therapy in Patients With Acute Coronary Syndrome Undergoing Percutaneous Coronary Intervention. Am J Cardiol 2014;113:1753-64.
34. Antoniou GA, Hajibandeh S, Hajibandeh S, Vallabhaneni SR, Brennan JA, Torella F. Meta-analysis of the effects of statins on perioperative outcomes in vascular and endovascular surgery. J Vasc Surg 2015;61:519- 532.e1.
35. Katsiki N, Triposkiadis F, Giannoukas AD, Mikhailidis DP. Statin loading in cardiovascular surgery: never too early to treat. Curr Opin Cardiol 2018;33:436-43.
36. Major RW, Cheung CK, Gray LJ, Brunskill NJ. Statins and cardiovascular primary prevention in CKD: A Meta-Analysis. Clin J Am Soc Nephrol 2015;10:732-9.
37. Idzerda NMA, Pena MJ, Parving HH, de Zeeuw D, Heerspink HJL. Proteinuria and cholesterol reduction are independently associated with less renal function decline in statin-treated patients; a post hoc analysis of the PLANET trials. Nephrol Dial Transplant 2019;34:1699-706.
38. Schlackow I, Kent S, Herrington W, Emberson J, Haynes R, Reith C et al; SHARP Collaborative Group. Cost-effectiveness of lipid lowering with statins and ezetimibe in chronic kidney disease. Kidney Int 2019;96:170-9.
39. Li H, Wang C, Liu C, Li R, Zou M, Cheng G. Efficacy of short‐term statin treatment for the prevention of contrast‐induced acute kidney injury in patients undergoing coronary angiography/ percutaneous coronary intervention: A meta‐analysis of 21 randomized controlled trials. Am J Cardiovasc Drugs 2016;16:201– 19.
40. Wanner C, Tonelli M; Kidney Disease: Improving Global Outcomes Lipid Guideline Development Work Group Members. KDIGO Clinical Practice Guideline for Lipid Management in CKD: summary of recommendation statements and clinical approach to the patient. Kidney Int 2014;85:1303-9.
41. Mach F, Ray KK, Wiklund O, Corsini A, Catapano AL, Bruckert E et al; European Atherosclerosis Society Consensus Panel. Adverse effects of statin therapy: perception vs. the evidence - focus on glucose homeostasis, cognitive, renal and hepatic function, haemorrhagic stroke and cataract. Eur Heart J 2018;39:2526-39.
42. Stroes ES, Thompson PD, Corsini A, Vladutiu GD, Raal FJ, Ray KK et al; European Atherosclerosis Society Consensus Panel. www.redclinica.cl 251 Statin-associated muscle symptoms: impact on statin therapy—European Atherosclerosis Society Consensus Panel Statement on Assessment, Aetiology and Management. Eur Heart J 2015;36:1012–22.
43. Taylor BA, Thompson PD. Statin-associated muscle disease: advances in diagnosis and management. Neurotherapeutics 2018;15:1006-17.
44. Cybulska B, Kłosiewicz-Latoszek L. How do we know that statins are diabetogenic, and why? Is it an important issue in the clinical practice? Kardiol Pol. 2018;76:1217-23.
45. Sattar N, Preiss D, Murray HM, Welsh P, Buckley BM, de Craen AJ et al. Statins and risk of incident diabetes: a collaborative metaanalysis of randomised statin trials. Lancet 2010; 375:735–42.
46. Reiner Z. Resistance and intolerance to statins. Nutr Metab Cardiovasc Dis 2014;24:1057- 66.
47. Nozue T. Lipid Lowering Therapy and Circulating PCSK9 Concentration. J Atheroscler Thromb 2017;24:895-907.
48. Stulc T, Ceška R, Gotto Jr AM. Statin Intolerance: the Clinician’s Perspective. Curr Atheroscler Rep 2015;17:69.
49. Zhang H, Plutzky J, Shubina M, Turchin A. Continued statin prescriptions after adverse reactions and patients outcomes: a cohort study. Ann Int Med 2017;167:221-7.
50. Arocha-Rodulfo JI. Abordaje práctico para el manejo de dislipidemias. Actualización en lípidos al alcance de todos. Editorial Amolca. Actualidades Médicas. Caracas, Medellín 2018.
Correspondencia:
Dr. J. Ildefonso Arocha-Rodulfo
Sociedad Venezolana de Cardiología
[email protected]
582124141256582