En la segunda vuelta de las elecciones presidenciales colombianas se enfrentaron el candidato que unificó a todos los partidos del establishment, Iván Duque, y el postulante que reunió en torno de sí a la mayoría de los sectores críticos: Gustavo Petro. Y detrás de sus candidaturas se proyectan dos visiones muy distantes (con numerosos matices intermedios) sobre la dinámica futura del país: por una parte, quienes consideran que Colombia está irremediablemente condenada a vivir un duro clima de polarización política y social en los próximos años; por la otra, quienes creen que, debido a varios factores, uno y otro sector van a tender a moverse hacia posturas más cercanas, al centro del espectro ideológico1.
La primera señal de alerta del riesgo de una grave polarización nacional tuvo lugar el 2 de octubre de 2016, en ocasión del plebiscito convocado por el gobierno de Juan Manuel Santos para ratificar el «Acuerdo final para la terminación del conflicto y la construcción de una paz estable y duradera» alcanzado con la guerrilla de las Fuerzas Armadas Revolucionarias de Colombia (farc) en las negociaciones en La Habana. El triunfo del «No» con 6.431.376 votos (50,2%) frente a 6.377.482 (49,8%) del «Sí» –es decir, por una diferencia de solo 50.000 votos– dejó al país enfrentado en torno de estos Acuerdos de Paz. Y las secuelas de esa polarización todavía se hacen sentir. Un año y medio más tarde, en unas elecciones sin precedentes, el país se dividió alrededor de dos candidatos: izquierda contra derecha. De ese modo, categorías que, al menos en Colombia, parecían sepultadas tras el fin de la Guerra Fría y el derrumbe del campo socialista, revivieron con fuerza y sirvieron de signo de identidad política para uno y otro polo. Fue tal su impacto que la fuerte abstención electoral que caracteriza el sistema político colombiano tuvo un notable retroceso. La participación este año fue la más alta del país desde 19742. En la primera vuelta la participación fue de 54,2% de los habilitados para votar; en la segunda vuelta cayó solamente en 0,3% y se ubicó en 53,9%.
Un cambio profundo
Estos resultados electorales son, sin duda, un claro parteaguas. El sistema de partidos sufrió un sismo ya en la primera vuelta de las elecciones presidenciales, que se acentuó aún más en el balotaje. Por una parte, con la sola excepción de la naciente agrupación surgida de las farc, Fuerza Alternativa Revolucionaria del Común (cuya estructura fundada en el centralismo democrático de corte leninista sigue vigente), ninguno de los partidos o movimientos políticos tuvo la fortaleza para escoger a su candidato mediante una convención interna y todos debieron acudir a encuestas de opinión, recolección de firmas, consultas populares o, en último caso, a extrapartidarios.
Por otra parte, tal como se puede observar en el cuadro 1, los dos partidos históricos de Colombia, el Partido Conservador y el Partido Liberal –surgidos a mediados del siglo xix y dominantes hasta la Constitución de 1991– sufrieron un fuerte revés. Los unos no presentaron siquiera un candidato propio; los otros sufrieron una derrota sin antecedentes: en la primera vuelta presidencial obtuvieron la votación más baja alcanzada por un candidato oficial desde el fin del Frente Nacional en 1974. Es decir que Colombia, que había mantenido junto con Paraguay y Honduras y, en gran medida, Uruguay, el bipartidismo típico de América Latina del siglo xix hasta bien avanzado el siglo xx, está pasando ya definitivamente esa página.
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)
La profunda crisis de los dos partidos tradicionales ha abierto el camino no solamente para un nuevo sistema de partidos, sino, sobre todo, para un fenómeno que nadie preveía: un realineamiento de los electores en un esquema izquierda/derecha. Por una parte, la totalidad de los partidos tradicionales se alineó en torno de Duque. Por otra parte, Petro, ex-integrante del grupo guerrillero Movimiento 19 de Abril (M-19), copó la mayoría del espacio disponible hacia la izquierda del espectro ideológico (sobre todo en la segunda vuelta). Frente a los pobres resultados electorales de la farc y la escasísima presencia de los otros partidos o movimientos de izquierda, el ex-alcalde de Bogotá aspira a convertirse en el líder indiscutible del progresismo. Algunos sostienen que debido a su talante caudillista y mesiánico, ese liderazgo va a girar más hacia un proyecto populista de izquierda que hacia un tradicional programa de izquierda, claramente estructurado. No es improbable. Pero tampoco está escrito.
farc: otro nombre, la misma sigla
Uno de los resultados más sorprendentes en las recientes elecciones fue el fracaso de la guerrilla de las farc en su tránsito «de las armas a la política». No les bastó con enarbolar en sus pancartas una rosa con tintes socialdemócratas ni con el cambio de nombre a Fuerza Alternativa Revolucionaria del Común (también farc). En efecto, en las elecciones parlamentarias celebradas el pasado mes de marzo la farc solamente obtuvo 52.532 votos para el Senado de la República, es decir, un marginal 0,34%. Es más, si se tiene en cuenta que el umbral mínimo para acceder a este cuerpo colegiado fue de 450.000 votos y, dado que el nuevo partido solo obtuvo 12% de ese umbral, si no se hubiese convenido en los Acuerdos de Paz la posibilidad de disponer para esta fuerza de cinco cupos en el Senado y cinco en la Cámara con total autonomía de los resultados electorales, el partido naciente habría quedado simple y llanamente borrado del mapa. Tanto la opinión pública como los propios miembros de la antigua guerrilla fueron sorprendidos por esos resultados tan magros. No es improbable que esta agrupación termine siendo, como fue el caso en Guatemala con la Unidad Revolucionaria Nacional Guatemalteca (urng), un simple partido testimonial sin mayor proyección política. El duro castigo a las farc por su postura obcecada de continuar en una lucha armada larga, costosa e inútil tras la desmovilización de cuatro de los seis componentes de la Coordinadora Guerrillera Simón Bolívar entre 1990 y 1991 –el m-19, el Ejército Popular de Liberación (epl), el Movimiento Armado Quintín Lame (maql) y el Partido Revolucionario de los Trabajadores (prt)– fue contundente. Ni sus líderes ni su ortodoxo programa –las Tesis de Abril, así llamadas en homenaje a las tesis del mismo nombre que leyó Lenin 100 años atrás, en Petrogrado, a su retorno en 1917 del exilio en Zúrich– despertaron el interés de la opinión pública. Fue un programa que no conectó con un electorado predominantemente joven, urbano y escolarizado, muy alejado del mundo rural en el cual las farc desarrollaron por décadas su accionar militar.
Tras esta catástrofe electoral, el nuevo partido aprovechó el estado de salud de su candidato presidencial y jefe de la organización naciente Rodrigo Londoño (alias Timochenko)3 para retirar su candidatura y evitar así un nuevo resultado adverso. De todas maneras, es importante resaltar que las elecciones celebradas este año son las más pacíficas que ha tenido Colombia en décadas, no solamente debido a la desmovilización de la principal guerrilla del país, sino también al cese del fuego unilateral decretado por el Ejército de Liberación Nacional (eln) desde la mesa de negociaciones en La Habana para garantizar un clima tranquilo en los comicios. Sin duda, se trata de una señal positiva de los cambios que ha vivido Colombia en los últimos años.
El centro-centro: ¿un objeto político no identificado (opni)?
El uso del miedo fue uno de los ejes centrales de las dos campañas más fuertes, la de Duque y la de Petro, a punto tal que el segundo llegó a afirmar en alguna ocasión que «entre más crezco más crece Duque». Duque era acusado por sus detractores de ser un simple apéndice del controversial ex-presidente Álvaro Uribe, mientras que Petro era acusado por los conservadores de ser un seguidor incondicional del «castro-chavismo». Además, las «noticias falsas» que han irrumpido con fuerza en el ambiente político global invadieron también Colombia. Las caricaturas y las tergiversaciones sobre las intenciones de uno y otro candidato fueron el pan de cada día. Y ante este clima malsano, hubo un intento de conformar una corriente de «centro-centro», fundada en un discurso en contra de la polarización política y de sus riesgos encabezada por el profesor de matemáticas y ex-alcalde de Medellín Sergio Fajardo y, en menor medida, por el ex-vicepresidente Humberto de la Calle, quien había sido el negociador con las farc en La Habana en nombre del gobierno. De hecho, Fajardo tuvo un sorprendente repunte y estuvo cerca de desplazar a Petro en la primera vuelta. Sin embargo, su discurso no logró configurar una identidad bien definida.
Para muchos analistas, los resultados obtenidos por Fajardo y De la Calle permiten vislumbrar la configuración de un «centro-centro» despolarizante que, eventualmente, podría jugar un rol significativo en los próximos años. Su viabilidad se fundamenta, de una parte, en el importante crecimiento de las clases medias en el país y, de otra, en el desarrollo de los «valores centristas». En efecto, de acuerdo con la última Encuesta Mundial de Valores, en la escala de 1 a 10 (el 1 representa la extrema izquierda y el 10 la extrema derecha), entre 2005 y 2012 el «centro-centro» pasó en Colombia de 30% a 36,2%4. Una cifra nada despreciable. Y muchos analistas consideran que estas nuevas realidades disminuyen los riesgos de la bipolaridad.
La segunda vuelta
En las tres semanas que hubo entre la primera y la segunda vuelta de las elecciones presidenciales se produjo un hecho interesante: tanto Duque como Petro abandonaron las tesis más controversiales de sus programas y uno y otro buscaron presentarse como candidatos de centro. Las razones para este sorpresivo desplazamiento discursivo fueron, al menos, dos: por una parte, ambos postulantes tenían ya garantizados a los electores ubicados en los extremos de sus respectivos polos y esos votos no iban a cambiar de signo a última hora. De ahí que disputar a los electores ubicados más hacia el centro (es decir, a los electores de Fajardo y De la Calle, que sumaron más de seis millones) resultaba muy atractivo. Por otra parte, el espejo de Venezuela y el terrible impacto que está generando en el país la migración desbordada de millares de personas en la total pobreza llevaron a los dos candidatos a moderar sus discursos: Duque, con el argumento de que para evitar que Colombia recorra un camino similar al de la nación hermana es necesario impulsar un programa serio que permita desactivar la grave bomba social que afecta al país, mientras que Petro, como mecanismo para eludir las acusaciones que lo retratan como un seguidor incondicional de los modelos implementados en la Venezuela bolivariana. El candidato de Colombia Humana llegó incluso a denunciar a Nicolás Maduro como un dictador incapaz.
De hecho, el más favorecido con este desplazamiento hacia el centro del espectro ideológico fue Petro, quien obtuvo en segunda vuelta, como se puede observar en el cuadro 2, más de ocho millones de votos; es decir, tuvo un crecimiento de 65,6% con respecto a la primera vuelta, mientras que Duque solamente aumentó su votación en 36,5%.
Un Congreso atomizado
Otro factor que puede incidir en la moderación de la vida política en los próximos años es la nueva composición del Congreso de la República. Ni Duque ni Petro gozan de una bancada propia sólida, ni en el Senado ni en la Cámara de Representantes. El partido del nuevo presidente, el Centro Democrático, obtuvo 19 senadores, mientras que la Lista de la Decencia, el movimiento que respaldó a Petro, consiguió solo tres (a los que se debe añadir una curul a favor del candidato derrotado, gracias al reciente Estatuto de Oposición que le garantiza un escaño al segundo en la contienda presidencial), como se observa en el cuadro 3. La composición en la Cámara de Representantes es muy similar.
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)
Hoy se especula que Duque puede aglutinar al conjunto de los parlamentarios de las fuerzas partidistas que lo respaldaron (Centro Democrático, Cambio Radical, Partido Conservador, Partido Liberal y Partido de la u, además de las dos agrupaciones evangélicas: el Movimiento Independiente de Renovación Absoluta y Colombia Justa), es decir, 82 senadores, mientras que Petro solamente dispondría de 26 (Verdes, Polo Democrático, Lista de la Decencia, farc y los dos senadores en representación de las circunscripciones indígenas). Pero nada es seguro. Lo más probable, debido a la precariedad organizacional de la mayoría de las fuerzas con representación parlamentaria, es que tanto el nuevo presidente como el pretendiente a encabezar la oposición se vean abocados a jugar en un Congreso más maleable, con mayorías circunstanciales tema por tema. Por ello, a mi modo de ver, es inapropiado hablar de la emergencia de un nuevo bipartidismo. Si el Senado va a estar compuesto por 108 senadores, la mayoría simple será por tanto de 55, y dado que las bancadas propias de Duque (19 senadores) y Petro (4 senadores) están muy lejos de alcanzar esa cifra, uno y otro se verán obligados a construir coaliciones con otros partidos o movimientos políticos.
Duque: ¿un Medvédev colombiano?
Duque consiguió la mayor votación obtenida por un candidato presidencial en la historia de Colombia (aunque, obviamente, la población en condiciones de votar ha crecido); además, contó con el respaldo de la totalidad de los partidos y movimientos del establishment, al que se sumaron los movimientos cristianos que, como en el resto de América Latina, amenazan convertirse en una fuerza política muy conservadora y, en algunos casos, decisiva. En ciertos sectores sociales, Duque es visto como una especie de Dmitri Medvédev: este, escogido por Vladímir Putin entre 2008 y 2012 como presidente de la Federación Rusa (dado que Putin ya había gobernado los dos periodos permitidos por la Constitución entre 2000 y 2008), facilitó que el nuevo zar ruso, desde el cargo de primer ministro, gobernara en cuerpo ajeno y, luego, volviera al poder en 2012. Pero esta lectura, según muchos analistas, resulta inadecuada. El nuevo presidente sería más centrista y más moderado que el líder del Centro Democrático, Uribe, y, conforme con esta opinión, va a gobernar con una nueva generación política más joven y menos contaminada por la política tradicional. Incluso, en el sector más ultraconservador del uribismo se teme que Duque sea una repetición de Juan Manuel Santos, quien terminó gobernando sin los auspicios de su mentor Uribe. El debate está abierto.
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)
Petro: ¿el Nicolás Maduro de Colombia?
El «fenómeno Petro» ha dejado asombrados a los analistas. Un candidato muy poco carismático –no es ni un Juan D. Perón ni un Hugo Chávez– y que había obtenido solamente tres senadores y pocos representantes a la Cámara en las elecciones celebradas en el mes de marzo logró, sin embargo, aglutinar a la totalidad de las corrientes progresistas y de izquierda en torno de su candidatura: animalistas, ambientalistas, agrupaciones lgbti, movimientos de izquierda, organizaciones sindicales y, en particular, la juventud reacia a la participación política, todos se volcaron masivamente a su favor y produjeron un auténtico pánico en las elites tradicionales. Petro logró, sin duda, canalizar las aspiraciones de cambio de sectores muy significativos de la población colombiana. Basta mencionar que su votación fue la más importante alcanzada por un candidato de izquierda o con posturas alternativas en la historia reciente de Colombia, tal como se puede observar en el cuadro 4.
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)
Petro se vio favorecido por una reciente reforma política que le permite al candidato presidencial derrotado en la segunda vuelta alcanzar una curul como senador y al postulante a la Vicepresidencia, ocupar una en la Cámara de Representantes5. Pero esta reforma, copiada del modelo parlamentario británico, en el cual el líder de la facción mayoritaria del Parlamento asume el rol de jefe de la oposición, ¿puede funcionar en un sistema presidencial multipartidista? Ya comienzan a aparecer las primeras fisuras: otros líderes de izquierda, como el prestigioso senador del Polo Democrático Jorge Enrique Robledo, han anunciado que no reconocen el liderazgo de Petro. En todo caso, nadie duda de la importancia para la siempre precaria democracia en Colombia de que la oposición política pueda gozar de garantías especiales.
¿Va a impulsar Petro, como líder mayoritario de las corrientes opositoras, una oposición moderada o una radical? Algunos analistas consideran que va a intentar situarse en un espacio de centro-izquierda, dada la proximidad del pesado espejo venezolano (y, más recientemente, del nicaragüense) y teniendo en consideración que muchos de sus aliados se ubican en este espacio y no van a compartir un discurso beligerante. Menos aún en un clima de posconflicto, que exige para su éxito un diálogo nacional constructivo. Otros analistas, por el contrario, sostienen que Petro va a jugar a la confrontación, combinando los debates en el Congreso –en donde, tras varios periodos como representante a la Cámara y como senador, se mueve con soltura– y la protesta activa en otros espacios. Según estos detractores, sus rasgos «mesiánicos» y «autoritarios» lo inducirían a explotar el culto latinoamericano al caudillo populista y providencial. Amanecerá y veremos.
En todo caso, no es posible sostener que la división política haya correspondido exactamente a una división social, es decir, los «de arriba» en la escala socioeconómica con Duque y los «de abajo» con Petro. La división fue más ideológica y, en buena medida, regional. Petro venció en los cuatro departamentos de la Costa Pacífica (Nariño, Cauca, Valle del Cauca y Chocó) –duramente afectados por los cultivos ilícitos y la persistencia de la violencia– y en algunas de las principales ciudades del país, incluida Bogotá, gracias al voto de los jóvenes. Duque, por su parte, ganó en la región central y oriental del país y sus electores pertenecían a todos los estratos socioeconómicos.
Uno de los factores que determinaron el triunfo electoral de Duque fue, sin duda, la situación de Venezuela y, en particular, el impacto de la migración. Los emigrantes, cuya cifra puede rondar el millón de personas, han generado un inmenso «ejército industrial de reserva» lleno de necesidades, que vende su mano de obra a precios irrisorios. Y algunos empleadores inescrupulosos, de manera insensible y en abierta contravención del Código Laboral, están aprovechando esta mano de obra barata para reducir los costos de producción y mejorar sus márgenes de ganancia en detrimento del empleo formal. Este fenómeno explica, entre otras razones, el voto a favor de Duque en los estratos más afectados y en los departamentos fronterizos con Venezuela, en los cuales alcanzó una mayoría sin atenuantes.
Un futuro incierto
Tras los pocos días transcurridos desde las elecciones presidenciales, estamos observando dos actitudes que, a mi modo de ver, eran previsibles: por un lado, Petro ha anunciado una oposición en regla y, por otra, Duque ya ha ofrecido un ramo de olivo para intentar desactivar una polarización extrema que pueda afectar su capacidad de gobierno. Sin duda, es muy arriesgado prever desde ahora el grado de dureza de la oposición que va a impulsar Petro y, mucho menos, si va a lograr consolidarse como jefe de la oposición o si sus adherentes se van a fragmentar, como ha sido la tradición de la izquierda en Colombia. En todo caso, su éxito en las urnas ha constituido una señal inequívoca del profundo deseo de cambio que existe en la sociedad colombiana y, en ese orden de ideas, no es improbable que Duque se vea obligado a escuchar ese medio país que no está dispuesto a continuar esperando eternamente por una sociedad más justa y más igualitaria.
En el año próximo tendrán lugar las elecciones regionales para designar alcaldes, gobernadores, diputados para las asambleas departamentales y concejales municipales. Estas elecciones van a servir de termómetro para medir si Petro se ha consolidado y si puede aspirar con fuerza a la Presidencia de la República en las próximas elecciones, dentro de cuatro años. Asimismo, estos comicios servirán para medir si Duque ha respondido, o no, a las aspiraciones de cambio que anidan en la sociedad colombiana, o si va a sufrir el duro castigo que vivieron las elites venezolanas por su indolencia para responder a los clamores populares.
En Colombia, mucho más que en el resto de América Latina, la guerrilla había copado el espacio de la izquierda y los partidos de este signo no lograban superar bajos umbrales. La guerrilla absorbía a los mejores cuadros y la lucha armada dejaba poco espacio para la expansión y expresión de los movimientos sociales y sindicales. Daniel Pécaut hablaba de «una lucha armada al servicio del statu quo social y político»6. Sin duda, el fin de la confrontación armada con las farc y, ojala más temprano que tarde, con el eln puede significar la irrupción con fuerza de los sectores alternativos como una opción de poder real.
Uno de los temas que generan mayor ansiedad en Colombia es si el nuevo mandatario va a poner en riesgo los Acuerdos de Paz con las farc y las negociaciones en curso con el eln en La Habana. Es muy probable que sus duros discursos de campaña a favor de revisar los acuerdos alcanzados con las farc y el marco de la negociación con el eln muestren una tendencia hacia la moderación, pues para el país entero –incluidos los sectores que respaldaron al candidato del Centro Democrático– sería una auténtica catástrofe un reavivamiento del conflicto armado interno. A mi modo de ver, la paz es ya irreversible con las farc e imprevisible con el minoritario eln. Ni siquiera Santos logró avanzar de manera seria con este grupúsculo tan radical.