La actual crisis de la democracia no se parece a las anteriores «olas» de retroceso democrático. Más de la mitad de los países del mundo siguen siendo democracias. Además, en comparación con anteriores periodos históricos de retroceso democrático, el cambio a escala global ha sido lento y cuantitativamente modesto1. Sin embargo, la crisis es real. A pesar de que pocos regímenes democráticos pasaron a ser autocracias, muchas más democracias están afectadas por la erosión gradual y por procesos de «autocratización»2, que alcanzan incluso a algunas de las democracias más antiguas y pobladas del mundo3. En muchos casos, este retroceso gradual es provocado por los propios líderes elegidos democráticamente. Los líderes del Poder Ejecutivo se vuelven una amenaza autocrática cuando para mantenerse en el poder intentan restringir libertades, así como debilitar sistemas de control políticos y administrativos. A diferencia de los periodos previos de retroceso democrático que se registraron en Europa entre las guerras mundiales y a escala global durante la Guerra Fría, hoy la amenaza principal para la democracia no está constituida por la polarización ideológica de la población, las elites tradicionales que intentan proteger sus privilegios o los militares4. En el mundo contemporáneo, la mayor amenaza para la democracia proviene de los líderes elegidos bajo reglas de juego democráticas, algunos de los cuales buscan apropiarse gradualmente de poderes cada vez más amplios. Estos líderes no solo llegan al gobierno y se mantienen en él mediante elecciones, sino que además utilizan el apoyo popular para ampliar sus poderes. Paradójicamente, instrumentalizan el proceso electoral para desmantelar las normas e instituciones que permiten que las elecciones sean justas y libres. En algunos casos, como en Venezuela o Turquía, los abusos del gobierno llegan a tal punto que a pesar de tener elecciones que pueden incluso ser competitivas, el régimen político termina siendo fundamentalmente autocrático.
Ciertamente, no todos los gobernantes que se propusieron debilitar las instituciones que ponen límites a su poder causaron un quiebre de la democracia. Los métodos de Hugo Chávez o Recep Tayyip Erdoğan, quienes expandieron sus poderes apoyándose en su popularidad y su control del Poder Legislativo, no siempre funcionaron en otros contextos. Y de hecho, la mayoría de los gobernantes que intentaron aumentar y extender su poder debilitando el control que ejercen los otros poderes del Estado, la oposición y la sociedad civil terminaron perdiéndolo debido a derrotas electorales, por no haber logrado extender el límite a la reelección presidencial o porque se vieron forzados a renunciar. O sea, no se convirtieron, o no pudieron convertirse, en autócratas.
En este artículo analizo la amenaza autocrática que constituyen líderes dispuestos a cambiar el régimen democrático para expandir sus poderes. Me enfoco en gobernantes elegidos democráticamente que intentan eliminar en forma gradual las restricciones a su poder, lo que incluye tanto a quienes lograron mantenerse en el poder incluso a costa del régimen democrático como a aquellos que no lo lograron. El estudio de estos últimos casos «fallidos» es importante para entender la crisis actual de la democracia y para evitar el fatalismo frente a la ola de autocratización. Antes de seguir, es necesario aclarar algunos conceptos. A pesar de que la autocratización impulsada por presidentes y primeros ministros elegidos democráticamente es reconocida como uno de los factores más relevantes para la presente crisis de la democracia5, no hay consenso sobre cómo nombrar a este fenómeno. Nancy Bermeo propone el concepto de «expansión del Poder Ejecutivo» (executive aggrandizement). Otros han propuesto términos más accesibles pero que adscriben a los líderes un carácter autoritario antes de que se despliegue el fenómeno. Estos incluyen «autócrata democráticamente elegido» (elected autocrat)6 o «democrador», un término acuñado por Kim Lane Scheppelle7. Entre los latinoamericanistas, Laura Gamboa Gutiérrez utiliza «presidentes con aspiración hegemónica»8 y Aníbal Pérez-Liñán, Nicolás Schmidt y Daniela Vairo, «hegemonía presidencial».
Para el presente análisis es apropiado usar un concepto que evite el determinismo. Los líderes no tienen un carácter intrínsecamente autoritario, sino que de lo que se trata es de poner de relieve su aspiración a tener más poder y las vías que utilizan para avanzar en su realización. Propongo usar el concepto de «toma gradual del poder por parte de los gobernantes» (gradual incumbent takeover) modificando el concepto «toma del poder por parte de los gobernantes» (incumbent takeover) de Milan W. Svolik9 para describir retrocesos democráticos impulsados por un líder que ocupa un cargo de elección popular, y que suceden gradualmente, sin interrupción repentina del proceso electoral o suspensión de las instituciones del régimen democrático. Hablar de «toma gradual del poder por un gobernante» pone el acento en el agente y en la gradualidad del proceso de autocratización. Este concepto no evita completamente el determinismo, pues describe el proceso en relación con su punto de llegada: la toma del poder. Sin embargo, es preciso y transmite más claramente el significado deseado.
Tentativas de toma del poder: definición y usos
Hablar de tentativas de toma del poder supone dos distinciones teóricas. La primera es entre aquellos líderes que intentan cambiar las reglas del régimen democrático para mantenerse en el poder y aquellos que no lo hacen. La distinción es necesariamente simplista; sería más preciso decir que cada gobernante se ubica en un continuo en función de su disposición a cambiar las reglas del juego por interés propio y de los medios que está dispuesto a usar para hacer esos cambios. Esa disposición latente puede ser consecuencia de la personalidad y experiencia política del líder, y se verá favorecida o limitada por las circunstancias políticas. Sin embargo, como solo podemos medir los intentos que se traducen en una iniciativa públicamente visible (y no la disposición), la distinción binaria es más relevante en la práctica. La segunda distinción es entre aquellos líderes cuyo intento resulta exitoso, lo que deriva en una transición autocrática, y aquellos cuyo intento resulta fallido y que terminan dejando su puesto sin que haya un quiebre de la democracia.
Conviene precisar qué debe hacer exactamente el titular del Poder Ejecutivo para que se considere que intentó «tomar el poder gradualmente». Bermeo describe la «ampliación del Poder Ejecutivo» como una erosión gradual de los controles, lo cual impide la posibilidad de desafiar al líder desde la oposición10. Además, los cambios institucionales que llevan a la expansión del Poder Ejecutivo se tienen que legitimar «democráticamente», por lo común mediante el apoyo de una mayoría de los votantes o de los legisladores11. Siguiendo la bibliografía disponible, defino la toma gradual del poder por el presidente o primer ministro como una erosión de los controles del Poder Ejecutivo que se efectúa en gran parte por el proceso institucional y/o gracias al apoyo de mayorías electorales. La definición divide en tres grupos a los presidentes y primeros ministros elegidos en contiendas democráticas. El primer grupo lo conforman gobernantes que por lo general se contentan con los poderes demarcados por las normas vigentes. Este grupo engloba a la gran mayoría de quienes fueron presidentes o primeros ministros en países democráticos. Los demás, es decir, los líderes que intentan hacer cambios institucionales para acumular más poder y limitar la capacidad de otros actores para controlarlos, se dividen en dos tipos: los que intentan hacer esos cambios basándose en mecanismos democráticos disponibles y quienes están dispuestos a usar la fuerza militar para lograrlo. En este artículo estudio el primero de estos subtipos, por lo que dejo afuera casos de autogolpe como como el de Alberto Fujimori en Perú, donde se usó el apoyo de las Fuerzas Armadas para suspender el proceso democrático.
Operacionalizar la definición de tentativa de toma gradual del poder es complejo, porque la gradualidad y la legitimidad procedimental del proceso hacen difícil ser concluyentes sobre las verdaderas intenciones de los gobernantes. ¿Cuáles son, entonces, los cambios institucionales críticos y observables para que un titular de la rama ejecutiva pueda desprenderse gradualmente de restricciones institucionales sin suspender elecciones o cerrar la Legislatura?
Según los estudios disponibles, se configura una amenaza al régimen democrático cuando los gobernantes hacen cambios institucionales que a) debilitan la rendición de cuentas (accountability) horizontal expandiendo sus propios poderes12 y b) crean un desbalance en la competencia electoral en favor del gobierno13. Esto significa que la autocratización causada por las ambiciones de líderes elegidos democráticamente compromete dos pilares de la democracia «liberal», aun cuando se sigan respetando los procedimientos institucionales del régimen democrático, en particular, las limitaciones al poder del Estado (especialmente el del Poder Ejecutivo) y los derechos civiles (principalmente la libertad de expresión).
La rendición de cuentas horizontal, es decir, los controles que ejercen las otras ramas del gobierno, la administración y las agencias estatales independientes sobre la rama ejecutiva, tiene que ver con la capacidad de supervisión que ejercen estas instituciones. Las estrategias para reducir esa capacidad incluyen, entre otras, la injerencia del Poder Ejecutivo en el Judicial, cambiando la estructura de las cortes o sus reglamentos internos; el debilitamiento de la capacidad del cuerpo legislativo y/o de legisladores individuales para oponerse a iniciativas del Ejecutivo o investigar sus decisiones y acciones; y un debilitamiento de la supervisión fiscal para facilitar el uso político del gasto público.
Este tipo de cambios institucionales se vuelven realmente perniciosos para la democracia cuando los líderes además socavan la capacidad de la oposición para competir en elecciones. En otras palabras, cuando «inclinan la cancha» electoral14 en favor del partido en el poder. El componente electoral importa porque le permite al líder mantener la apariencia de legitimidad democrática y disfrazar la acumulación personal de poder como la expresión política de la mayoría popular. Aumentar el control oficial sobre los medios de comunicación (muchas veces forzando cambios en el mercado de medios), cambiar las reglas electorales y criminalizar la oposición (en una escala que se extiende desde acusaciones de difamación hasta procesos por terrorismo) han sido los métodos más comunes para intentar asegurar la superioridad electoral del partido de gobierno.
Tentativas de toma gradual del poder
¿Cómo identificar a los gobernantes que intentaron tomar gradualmente el poder? La estrategia a utilizar es un desafío porque queremos determinar las tentativas, independientemente de si causan o no un quiebre de la democracia. Además, dada la multiplicidad de estrategias institucionales que los gobernantes pueden usar, es difícil establecer una regla de inclusión basada en la presencia de reformas institucionales específicas. Para desarrollar un criterio sistemático, conviene empezar con una estrategia cualitativa basada en el análisis de casos que ya han sido identificados por la bibliografía. Incluyo a todos los líderes mencionados por Alexander Baturo como casos de «continuismo»15, por Larry Diamond como casos de «degradación del Poder Ejecutivo» (executive degradation)16, por Bermeo como casos de «ampliación del Poder Ejecutivo»17, por Scheppele como «democradores»18 y por Gamboa Gutiérrez como «presidentes con aspiraciones hegemónicas»19. Dado que esos estudios tienen enfoques y alcances diferentes, aplico los siguientes criterios de inclusión a todos los casos mencionados en alguno de ellos:
a) el gobernante ha sido originalmente electo en el marco de reglas democráticas (según la clasificación «Regimes of the World», desarrollada por Anna Lührmann, Marcus Tannenberg y Staffan Lindberg20);b) el gobernante ha intentado debilitar la rendición de cuentas horizontal y crear un desbalance en la competencia electoral a favor del gobierno (según los reportes anuales de Freedom House)21;c) esas transformaciones se hicieron o se intentaron a través del proceso institucional o con el apoyo de mayorías electorales o legislativas.
El cuadro 1 presenta la lista de casos identificados al aplicar estos criterios limitando el análisis al periodo posterior a 1989. El primer criterio resulta en la exclusión, entre otros, de Vladímir Putin. «Regimes of the World» no considera que Rusia fuera una democracia en 1999, cuando Putin asumió la Presidencia tras la renuncia de Boris Yeltsin, ni en 2000, cuando fue elegido presidente por primera vez. Fujimori (Perú) y Mamadou Tandja (Níger) quedan excluidos por el tercer criterio, ya que llevaron a cabo autogolpes.
![](data:image/png;base64,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)
Podemos confiar en que los casos identificados por el método cualitativo realmente son tentativas de tomar gradualmente el poder, por lo que para cada caso se analizó el contexto político y las medidas tomadas por los gobiernos. Hay poca posibilidad de incluir «falsos positivos». Sin embargo, la dificultad de revisar la actuación de todos los líderes del mundo democrático con la misma profundidad hace que el método sea propenso a dejar afuera otros casos que también son tentativas de tomar gradualmente el poder, pero que no fueron señalados en ninguno de los estudios mencionados. Además, resulta dificultoso mantener la lista de casos al día con este método.
Para remediar esos problemas, propongo una estrategia alternativa de medición usando datos cuantitativos. Desarrollar una estrategia de medición cuantitativa requiere describir lo que esencialmente los casos identificados tienen en común, para que sea posible diferenciar las tentativas de tomar el poder gradualmente tanto de otros tipos de formas de autocratización, como de las fluctuaciones institucionales que pueden ser normales en democracias, sin tener mucha información de contexto. Analizando en detalle las estrategias particulares que usaron estos líderes, es visible que no hay dos vías idénticas de autocratización22. Además de ser variados, los cambios institucionales pueden ocurrir lentamente, en el curso de varios ciclos electorales, o suceder en unos pocos años. Sin embargo, es posible identificar que prácticamente todos los líderes de la lista hicieron presión sobre los medios de comunicación, es decir aumentaron la censura o la autocensura. Las estrategias para reducir la rendición de cuentas horizontal son más complejas y variadas, pero su objetivo es siempre similar: reducir la capacidad de otras instituciones estatales para escudriñar las acciones del líder.La base de datos «Varieties of Democracy» (V-Dem) permite medir, para cada país y durante todo el periodo de interés, cambios en aspectos particulares de la democracia, incluyendo componentes de las dos dimensiones que resaltan en mi análisis (censura y rendición de cuentas horizontal)23. La base V-Dem concibe la democracia como una cualidad continua, conformada por distintas dimensiones. Cada dimensión tiene asociada una lista de indicadores. Para cada país y año, expertos del país evalúan cambios en cada indicador. El modelo de medición de V-Dem agrega las evaluaciones de expertos en una medida continua de cada indicador y calcula, agregando combinaciones de indicadores, múltiples índices de democracia.
Entre los indicadores de base de V-Dem, identifico tres para medir cambios en la rendición de cuentas horizontal: la independencia de los altos tribunales (v2juhccomp), la posibilidad real del Poder Legislativo de investigar al Ejecutivo (v2lginvstp) y la supervisión del Poder Ejecutivo por diferentes entes además de la Legislatura (v2lgotovst). Reducciones significativas en cualquiera de esos tres indicadores señalan un cambio negativo en la rendición de cuentas horizontal. Para medir cambios en la libertad de prensa utilizo dos indicadores que miden el esfuerzo del gobierno para censurar los medios (v2mecenefm) y el acoso a periodistas (v2meharjrn). La regla de selección requiere que haya un cambio significativo en por lo menos un indicador en cada dimensión, dentro de un periodo de cinco años. Usar una ventana de tiempo extensa permite capturar cambios que ocurren más lentamente. Cinco años cubren por lo menos un ciclo electoral entero en la mayoría de los países democráticos.
![](data:image/png;base64,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)
¿Qué umbral de cambio debe traspasarse en los indicadores continuos V-Dem para considerar que hay un cambio real en el aspecto del régimen que nos interesa medir? La decisión del umbral es un ajuste entre la posibilidad de errores de tipo 1 (falsos positivos) y errores de tipo 2 (falsos negativos). Un umbral muy bajo puede resultar en la inclusión de casos en que no hay tentativa de tomar el poder gradualmente. Por otro lado, un umbral muy alto resultaría en la exclusión de casos donde sí hubo una tentativa, pero fue contenida antes de generar cambios grandes en los indicadores. Una ventaja de V-Dem es que su metodología de la inferencia bayesiana hace posible adecuar los intervalos de confianza (o intervalos de credibilidad)24. Como punto medio entre la posibilidad de errores de tipo 1 y de tipo 2, propongo registrar cambios que son significativos con un nivel de confianza (o credibilidad) de 68%25.
La regla de selección identifica 29 periodos-países desde 1990 (solo para regímenes democráticos). Refiriéndome a los reportes Freedom in the World de Freedom House para información sobre el contexto, identifico 22 de ellos como tentativas de tomar el poder gradualmente. Siete de los 29 casos, es decir 24%, son periodos de retroceso democrático que tienen causas diferentes del intento del presidente o primer ministro de expandir sus poderes. Eso significa que el método no elimina los errores de tipo 1 (el problema de falsos positivos), aunque reduce drásticamente su cantidad comparado con una regla de medición que incluye todos los cambios en los indicadores26.
El cuadro 2 muestra casos de tentativa de tomar el poder gradualmente que identifico usando la regla de medición cuantitativa. La lista es preocupante porque además de ser larga, incluye países muy poblados, como así también democracias antiguas. La estrategia de medición es exitosa en identificar la mayoría (71%) de los casos señalados por la medición cualitativa. Los cuatro casos del cuadro 1 que no se repiten en el cuadro 2 son los de Abdoulaye Wade, Hipólito Mejía, Álvaro Uribe y Carlos Menem. Todos son casos en los que el esfuerzo de tomar el poder fue moderado o no pudo avanzar mucho. Las democracias de Senegal, República Dominicana, Colombia y Argentina sobrevivieron a esos líderes. Es decir, la medición cuantitativa identifica mejor aquellas tentativas de tomar el poder que fueron relativamente «exitosas».
A pesar de que la medición cuantitativa no elimina del todo ni los falsos negativos (tomando como referencia la lista de casos identificados cualitativamente), ni los falsos positivos, permite identificar fácilmente un número alto de casos y suma 12 casos nuevos a la lista. Estos incluyen tentativas más recientes que aún no han concluido ni con un cambio de régimen ni con la salida del líder. El incremento en el número de casos se da a pesar de que la medición cuantitativa identifica con dificultad casos como los de Menem o Uribe, en los que el líder exhibe el deseo de quedarse en el poder después del fin de su periodo constitucional, pero no atenta significativamente contra las instituciones que lo inhiben.
Conclusión: tentativas de toma del poder y autocratización
Los gobernantes elegidos democráticamente que intentan expandir sus poderes y mantenerse en el cargo son hoy la principal amenaza a la democracia. En este artículo, he definido el concepto de tentativa de toma gradual del poder y he sugerido una operacionalización del concepto. He propuesto un método cuantitativo para identificar tentativas de tomar gradualmente el poder y presentado una lista de casos.
Analizar estas tentativas es importante para entender los procesos de autocratización contemporáneos. Como también lo señalan Levitsky y Ziblatt, la llegada al poder de un líder dispuesto a desmantelar las instituciones y garantías democráticas para obtener más poderes no necesariamente significa el fin del régimen democrático27. Mi análisis de la evolución de la democracia bajo los líderes que intentaron tomar gradualmente el poder demuestra que ellos han causado un quiebre de la democracia solo en una minoría de los casos. Entre los 14 casos que identifico con el método cualitativo, solo tres han pasado a ser autocracias (Venezuela, Turquía y Nicaragua) y un cuarto (Hungría) parece moverse en esa dirección. En muchos casos, el nivel de democracia se ha mantenido o ha tenido un cambio menor.
Aunque la situación presente parece alarmante, no es todavía el momento de dar por muerta a la democracia liberal. Vale recordar el llamado del historiador Timothy Snyder: no pasemos del optimismo injustificado que proclamó el fin de la Historia («la política de la inevitabilidad») al fatalismo («la política de eternidad»), en este caso un fatalismo que proclamaría la imposibilidad de la democracia en nuestros tiempos28. El análisis de las tentativas de toma del poder nos enseña que se puede lidiar con líderes hostiles a la democracia y ganar.