Introducción
La pandemia de covid-19 está generando en América Latina una triple crisis combinada y asimétrica: sanitaria, económica y social1. La crisis sanitaria deriva en crecimiento (muchas veces exponencial) tanto de casos de covid-19 como de situaciones críticas y muertes en exceso derivadas de la pandemia. Aquí, la asimetría se manifiesta en las diferentes tasas de contagio y letalidad para grupos de población con distinto acceso a cuidados preventivos y terapéuticos.
La crisis económica surge de un doble shock de oferta y demanda que golpeó sobre economías que ya venían de procesos de estancamiento y desbalances macroeconómicos y financieros. Sobre este escenario se aplicaron las políticas de cierre de la actividad económica y movilidad para combatir la pandemia, las cuales tuvieron un impacto asimétrico sobre la heterogénea estructura productiva de la región. A las medidas internas, se sumó la caída del comercio internacional para países fuertemente dependientes de la exportación de materias primas2.
La crisis social se desató sobre una de las regiones más desiguales del mundo y los problemas son acumulativos: reducción de la circulación de personas y mercaderías, caída del empleo y los ingresos, cierre de servicios públicos claves como las escuelas y otros centros educativos, etc.3. Los efectos negativos en las condiciones de vida de la población son más intensos en los grupos informales de bajos ingresos, junto con aquellos que sufren déficits habitacionales y de acceso a servicios públicos básicos. Además, la población más vulnerable no dispone de estabilizadores automáticos (por ejemplo, seguro de desempleo), ni de acceso a la seguridad social, ni de ahorros previos, por lo que tendrá mayores dificultades para recuperarse y regresar a sus ya precarias actividades previas al shock.
En este contexto, tres elementos definen la posibilidad de avanzar en un modelo de protección social universalista e incondicional, que incluya una política de renta básica universal: (a) la naturaleza del vector de riesgo; (b) la estrategia epidemiológica para enfrentarlo; y (c) la profunda vulnerabilidad de la estructura social en la región.
El vector de riesgo se deriva de un virus de alta capacidad de contagio y moderada pero rápida letalidad, sin tratamientos claros. Estas características potencian la importancia del acceso a bienes públicos y de la regulación de externalidades, al tiempo que limitan (aunque no suprimen) la posibilidad de las elites de aislarse. La falta de adecuado acceso a la salud, saneamiento, viviendas básicas y sistemas de aseguramiento colectivo define una fuerte externalidad negativa, que incrementa el riesgo agregado para toda la población de las medidas adoptadas (necesidad de movilidad, imposibilidad de sostener formas mínimas de distanciamiento y confinamiento parcial o total).
En segundo lugar, la estrategia de lockdown y cuarentena hace que de las cuatro esferas que producen y asignan bienes y servicios (mercado, Estado, familia y comunidad)4, una desnude sus fuertes limitaciones y las otras se vean jerarquizadas; esto contrasta con lo sucedido en los últimos 40 años en la región. Así, el papel del mercado y su capacidad de resolver eficientemente la asignación de recursos y la coordinación de agentes se ven cuestionados tanto por la naturaleza del vector de riesgo como porque la estrategia epidemiológica limita su funcionamiento. En contraste, frente a la estrategia epidemiológica adoptada, se revalorizan: (a) el Estado como mecanismo vinculante en la extracción y asignación de recursos y la coordinación de agentes; (b) las familias como forma básica de producción de aseguramientos y pooling de recursos; y (c) la comunidad como espacio potencial de solidaridad y formas no mercantilizadas de intercambio.
La pandemia, con variaciones por país, afectó no solo a la amplia población que ya carecía de acceso a condiciones básicas de vida, sino también a grupos muy «vulnerables» a cambios mínimos en su forma de vida; otros, aun cuando tienen capacidad de respuesta en el corto plazo, no podrán sostenerla si la situación se extiende en el tiempo. Es que las vulnerabilidades ante shocks externos no son un rasgo coyuntural sino estructural de América Latina. La magnitud y profundidad del shock pueden ser coyunturales, pero la precariedad de aseguramientos y de acceso a bienes colectivos es estructural. América Latina ya mostró y muestra una estructura social altamente vulnerable a los shocks idiosincráticos o vitales propios del ciclo de vida de las personas (enfermedad, vejez, desempleo, etc.).
El desafío que enfrenta la región en materia de ingresos y bienestar es por tanto triple: elevar a aquellos sectores con déficits extremos antes de la pandemia, evitar la caída de sectores afectados por sus efectos y garantizar tasas razonables de reemplazo de ingresos a sectores medios-bajos que sufran pérdidas de empleo y salarios. Atender este desafío es imprescindible para otorgar certidumbre intertemporal y evitar un sobreajuste negativo del consumo y de la demanda agregada. A nuestro modo de ver, la solución más directa a este triple desafío es una política de renta básica universal financiada con una reforma fiscal progresiva, junto con el fortalecimiento y la ampliación del acceso a bienes y servicios públicos de toda la población5.
Así como, a finales del siglo xix e inicios del siglo xx, el descubrimiento de vectores epidemiológicos derivó en una gran inversión en materia de salud pública, sería deseable que la pandemia actual promoviera modelos de universalismo incondicional, tanto en la transferencia de ingresos como en el acceso a bienes y servicios públicos colectivos. Los efectos de la pandemia demuestran que esto es necesario no solo por razones de derechos o equidad social, sino también por razones de eficiencia y eficacia.
En contraste, lo que hasta aquí predomina en la región son estrategias que repiten la naturaleza estratificada, segmentada y excluyente de los sistemas de protección social y que abordan en forma precaria el fortalecimiento de servicios públicos y colectivos claves. Pese al fracaso de estas estrategias tanto en la «normalidad» previa como frente a las necesidades derivadas de la crisis de covid-19, en la región persiste un abordaje fragmentado, temporal, paliativo y de baja inversión en bienes públicos y de mérito.
Esto se observa junto con una retórica oficial y oficialista que pretende que los programas implementados abrevan en el espíritu de la renta básica universal. Pero hasta aquí se trata solo de una retórica reiterada y exacerbada por el drama desatado por la pandemia. Un modelo de universalismo ciudadano incondicional se sustenta en tres pilares que la región nunca ha construido y que siguen sin plantearse con claridad conceptual y temporal en la crítica coyuntura actual: una fiscalidad progresiva estable, una garantía de renta universal, incondicional y permanente, y una matriz robusta de bienes públicos y de mérito de larga duración.
Rasgos estructurales de los sistemas de protección social en América Latina
Los sistemas de protección social en América Latina se desarrollaron de manera fragmentada, con instituciones que establecen límites a la expansión de la cobertura y un desigual acceso a los beneficios para los distintos grupos de población. La incorporación a las instituciones de protección social no siempre es por derecho de las personas, sino más bien por selección de grupos de población por parte de las autoridades políticas. Se observa así una evidente tensión entre un discurso universalista de reconocimiento de derechos sociales igualitarios y una práctica particularista que segmenta a la población en grupos gestionados de manera desigual6.
En parte, esta tensión se debe a que la región nunca logró replicar las formas de organización económica y social de los Estados de Bienestar maduros, ya sea en sus niveles de industrialización y formalidad salarial o en los modelos familiares nucleares «tradicionales». Pese a que América Latina no completó nunca la industrialización ni la primera transición demográfica, el nuevo milenio encuentra a buena parte de la región embarcada en procesos propios de la sociedad postindustrial y de la segunda transición demográfica. Estos procesos, combinados con regímenes segmentados y particularistas de protección social, amplían la vulnerabilidad social de gran parte de la población tanto en la «normalidad» de la reproducción social como frente a shocks externos inesperados.
La elevada presencia de la economía informal es uno de los rasgos sobresalientes. No se trata de un problema aislado que merece un trato especial, sino de un particular modo de regulación de la economía y de gestión política de la población subordinada que no se ha podido superar en las fases cíclicas de crecimiento económico. En América Latina, el mercado laboral es un espacio de desigualdad social que se proyecta a otros espacios sociales y al sistema de políticas públicas. Las evidencias históricas permiten afirmar que en la región no es posible: (a) obtener el ideal de pleno empleo para toda la fuerza laboral; (b) cumplir con los imperativos que el sistema capitalista impone al contrato laboral como mecanismo de asignación de empleos disponibles y distribución equitativa del ingreso; (c) alcanzar una cobertura universal e igualitaria con las políticas actuales de protección social.
Pese a ello, las instituciones sociales continúan organizándose con reglas que buscan preservar la primacía distributiva del mercado laboral y que tratan la pobreza y la exclusión social como cuestiones residuales. Por el contrario, la pobreza y la marginalidad no son derivados de pérdidas circunstanciales de ingresos por crisis cíclicas o reconversiones productivas, sino problemas estructurales resultantes del modo de funcionamiento tanto del mercado laboral como de las instituciones de protección social.
Los sistemas de seguridad social contributiva: exclusión, estratificación y sostenibilidad
Los mercados laborales segmentados por productividad, tamaño y capacidad regulatoria del Estado limitan los niveles de cobertura de los seguros sociales y excluyen a los grupos más vulnerables de la población. Así, los sistemas de seguro social contributivos registran en la región tres rasgos característicos: déficit de cobertura, marcada estratificación y déficits de sostenibilidad demográfica y fiscal.
En la práctica, los seguros sociales se encuentran estratificados por niveles de ingresos y estabilidad laboral; así, quienes más requieren de aseguramiento social son quienes menos acceden, y cuando acceden, lo hacen en condiciones más precarias. Por ejemplo, las tasas de reemplazo de jubilaciones y pensiones contributivas suelen favorecer a los grupos de altos ingresos y a los empleados públicos, mientras que son muy bajas para trabajadores independientes, rurales o domésticos. Además, amplios grupos de población no tienen cobertura de pensiones ni de desempleo, licencias o enfermedades.
Pese a que cubren solo a una parte de la población, los seguros sociales contributivos requieren de subsidios desde rentas generales por sus bajas tasas de sostenimiento y crecientes déficits financieros. En este contexto, los subsidios profundizan la desigualdad regresiva. Por ejemplo, es común observar que gran parte de los ingresos por rentas generales que financian los seguros sociales proviene de impuestos regresivos como el iva, cuando gran parte de la población más pobre no tiene cobertura. Además, los propios aportes a la seguridad social son raramente progresivos.
Lo anterior favorece la defensa de una renta básica universal financiada a partir de rentas generales, que opere como crédito fiscal en un impuesto progresivo a los ingresos (rentas) personales y al capital. Esto no solo garantizaría una cobertura universal de transferencias de ingresos, sino que otorgaría a tales transferencias un sesgo progresivo, frente a la regresividad de los sistemas actualmente vigentes.
Los programas de transferencias de ingresos no contributivos en América Latina: insuficiencia, focalización restringida y transitoriedad
Para la población excluida de los seguros sociales, en la región se han diseminado múltiples programas de transferencias condicionadas de ingresos. Estos programas se piensan como compensatorios de la situación de pobreza y suelen tener en cuenta al grupo familiar en su conjunto7.
La focalización y las condicionalidades pretenden «no dar dinero a quien no lo necesita», porque se supone que de otro modo se afectarían los incentivos para la oferta laboral en el mercado de empleo. Si bien estos programas ayudan a los sectores más desaventajados, son débiles para promover la salida de la pobreza y para construir canales de movilidad social8.
La concepción vigente relega dos funciones centrales de los sistemas de protección social: (a) su rol preventivo y asegurador frente a contingencias que afectan al conjunto de la población y (b) su rol integrador de partes desiguales en instituciones igualitarias. Así, los programas de transferencias condicionadas de ingresos no resuelven problemas de cobertura, no promueven movilidad social ni remueven la segmentación desigual de la política pública.
En la práctica, demuestran que el objetivo de garantizar una renta básica permanente y que actúe como política preventiva de situaciones de carencia no puede lograrse con tecnologías focalizadas. Con la concepción y los programas actuales tampoco puede garantizarse la efectiva realización de los derechos sociales consagrados formalmente en las constituciones y leyes de los países de la región.
La universalidad incondicional es lo que garantiza que los más vulnerables estén colectivamente representados e integrados a otros grupos de la población. Los derechos sociales son derechos colectivos que, en gran medida, se hacen efectivos al permitir el acceso a bienes y servicios (medicamentos, servicios, transferencias de dinero, etc.). Por ser derechos colectivos, no pueden operarse conforme a las características y condiciones individuales: pobre, viejo, madre, trabajador formal, etc. No es posible hacer efectivos derechos colectivos con programas segmentados según características particulares de cada persona o grupos.
Los derechos sociales se conforman sobre la base de certezas sobre riesgos sociales que involucran a toda la población. Lo contingente es la oportunidad y el lugar donde se manifiestan esos riesgos sociales, pero no el derecho de todas las personas a la cobertura; y la responsabilidad de la cobertura es de toda la sociedad. Cuando los riesgos se individualizan, se abre la puerta para que esta se desligue de esa responsabilidad transfiriendo el problema al mercado, grupo familiar, comunidad, etc. Los derechos sociales son derechos colectivos sobre los recursos comunes de la sociedad.
Los actuales programas no otorgan derechos sobre los recursos colectivos, sino que confrontan situaciones personales para que el poder político decida qué hacer. No son las personas quienes tienen autonomía y poder para reclamar derechos; son los Estados los que tienen poder para actuar sobre las personas. Los programas de transferencias condicionadas y las pensiones no contributivas son una referencia ineludible al momento de pensar la renta básica universal en la región. Algunas cuestiones parecen claras: (a) en la región están legitimadas transferencias no contributivas dirigidas a la niñez o a los adultos mayores sin acceso a pensiones contributivas; (b) esas transferencias son condicionadas a distintos modos de evaluar niveles de ingresos familiares y personales; (c) los beneficios pagados son menores y las condiciones de acceso más exigentes que las que pesan sobre grupos de personas en mejores condiciones de ingreso y bienestar.
Estas reglas operativas no son consistentes con las de la renta básica, por lo que no puede pensarse que la propuesta tenga hoy una base sólida en la región pese al creciente debate. La renta básica no es cualquier política de transferencias de ingreso y las actuales políticas en cierto modo distorsionan y desplazan el debate porque se argumenta que «ya existe algo similar».
Así, se encierra el debate de la renta básica en el estrecho campo de la gestión administrativa de una política asistencial, y no se comprende su alcance transformador del funcionamiento del sistema económico y social en su conjunto. Y los programas aplicados para responder a la pandemia han seguido esta matriz.
Vulnerabilidad social y respuestas sociales ante la pandemia: luces y sombras
En los primeros 14 años del inicio de siglo, con variantes por país, América Latina registró un proceso de reducción de la pobreza y de la pobreza extrema; sin embargo, a partir de 2015, ese proceso se estanca y empieza a revertirse en 2018 y 2019. Además, al inicio de la pandemia de covid-19, 25% de la población se encontraba en situación de muy alta vulnerabilidad, con ingresos de entre 1 y 1,8 líneas de pobreza. Cuando se considera a las tres categorías en su conjunto –extrema pobreza, pobreza y estratos bajos no pobres–, un solo país de la región registra un valor por debajo de 20% de la población y la mayor parte presenta valores por encima de 50% de las personas en las tres categorías mencionadas (v. gráfico).
Lo anterior es suficiente para advertir sobre los impactos de un shock como el derivado de la estrategia epidemiológica frente al covid-19 en los niveles de pobreza de la región. La evidencia advierte que, de prolongarse los confinamientos y lockdowns, la pobreza podría aumentar mucho más. La permanencia en el tiempo de estas estrategias sugiere que, para la población en situación de pobreza –y más aún en extrema pobreza–, puede implicar una crisis humanitaria de proporciones impensadas hace tan solo unos meses.
Si bien las estrategias de los gobiernos para enfrentar los efectos económicos y sociales de las medidas de contención epidemiológicas han sido muy variadas, pueden identificarse ciertas acciones comunes dirigidas a las familias y empresas, que agrupamos en cinco formas diferentes. Entre las dirigidas a las familias, tres son acciones directas de transferencias monetarias o distribución directa de alimentos u otros bienes a los hogares, incluyendo aquellas tendientes a evitar situaciones de extrema vulnerabilidad (población en situación de calle) o de necesidad de movilidad para quienes son parte de la población con alto riesgo clínico (adultos mayores). Otras dos se ubican en el plano de las exoneraciones, condonaciones o suspensiones de eventuales cortes de servicios públicos por falta de pago, así como de garantías de acceso a vivienda o habitación cuando no se tiene su propiedad. En forma más indirecta, pueden identificarse un conjunto de exoneraciones, subsidios y créditos orientados a empresas y que procuran sostener la actividad y el empleo. La tabla de la página siguiente ilustra estos diversos tipos de acciones.
![](data:image/png;base64,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)
Más allá de estas acciones, que representan magnitudes de gasto y esfuerzos importantes, se observan elementos comunes que reflejan los problemas estructurales de los sistemas de protección social de la región. Las acciones de los gobiernos frente a la emergencia registran déficits en cuatro parámetros básicos: timing (son lentas respecto al confinamiento), cobertura (son fragmentadas e incompletas), suficiencia (los valores de las transferencias son marginales) y lapso (están acotadas a la emergencia aguda, sin considerar una duración más larga y efectos intertemporales).
Estos déficits reflejan las señaladas características de los modelos de protección social de la región: paliativos ante el daño antes que preventivos, con déficits severos de cobertura, con esfuerzos fiscales insuficientes y acotados en el tiempo. A lo anterior se suman los déficits estructurales en la provisión de bienes públicos y bienes colectivos (infraestructura urbana, acceso a servicios públicos básicos, saneamiento, acceso a la salud, seguridad), que obviamente no pueden resolverse en el corto plazo y muestran de forma cruda sus debilidades ante la emergencia sanitaria y las estrategias de confinamiento.
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)
En síntesis, la respuesta regional frente a la pandemia fue importante, pero reprodujo el adn de sistemas de protección social fallidos y bienes y servicios públicos frágiles. En general, se considera el covid-19 como un shock exógeno agudo que desaparecerá y al que se culpará por los problemas remanentes y de larga data; lo cierto es que la pandemia y las acciones aplicadas para combatirla ponen en evidencia los profundos déficits estructurales de los sistemas de protección social en la región. El shock es muy agudo, pero no es autocontenido en lapsos temporales cortos; tampoco creó la vulnerabilidad social generalizada, sino que desnudó los déficits estructurales y sus consecuencias más agudas.
Posibilidad o espejismo para la renta básica universal y los bienes públicos en la agenda regional
Del análisis previo, surge que no es claro que el actual escenario en América Latina sea favorable a la implementación de una renta básica, como así también que serían deseables reformas orientadas por sus principios de organización. Existen bloqueos estructurales que el escenario de pandemia ha expuesto crudamente. Las posibilidades de la renta básica en la región dependen de la superación tanto del déficit de bienes y servicios públicos y de mérito como de la transformación de las concepciones que sostienen las actuales políticas de transferencias monetarias focalizadas y condicionadas. En otras palabras, de la revisión del conjunto de la arquitectura de los regímenes de protección social, tanto de su base fiscal como de las instituciones que proveen bienes y servicios colectivos y transferencias monetarias contributivas y no contributivas.
Parte de la explicación de los bloqueos está en las herencias institucionales de los sistemas de protección social de la región, como así también en las percepciones morales de la ciudadanía, en general, y de las elites con peso político en particular. Son fuertes las preferencias por estructuras institucionales basadas en las posiciones desiguales en el mercado laboral, las condicionalidades punitivas que exigen contrapartidas a las personas, la separación institucional entre políticas contributivas y no contributivas, etc. El eventual apoyo de los partidos políticos a propuestas como la renta básica también está permeado por estas preferencias. En general, se observa que aquellas políticas con mayor espacio para el ejercicio del control político sobre las acciones de las personas son las que logran mayor consenso.
En el caso de los sindicatos, la propuesta no termina de ser digerida por una tradición corporativa y proclive a sostener la fragmentación institucional que emerge del mercado laboral. La idea es que el derecho a una renta universal e incondicional puede erosionar la estructura construida sobre los derechos laborales, que el carácter individual del beneficio, que prescinde de la intermediación sindical, puede debilitar la acción colectiva, así como que no es conveniente la igualación de derechos entre trabajadores formales e informales.
En el movimiento de mujeres también se observan apoyos y reparos a la propuesta de la renta básica9. Por una parte, se reconoce que esta política debería mejorar el bienestar y fortalecer la autonomía de las mujeres, sobre todo en comparación con los actuales programas que las tienen como operadoras intermediarias en un contexto paternalista. Pero sus impactos sobre el desempeño laboral de las mujeres son observados con cautela. Por un lado, se entiende que debería ser una mejor plataforma para la inserción laboral femenina, al facilitar una distribución más equitativa y racional de los tiempos de trabajo entre hombres y mujeres. Sin embargo, para que esto suceda son necesarias acciones complementarias, especialmente en un contexto signado por la persistencia de la precariedad laboral.
Aquí se observa la necesidad de complementar políticas como la renta básica con otras políticas consistentes. En particular, con la promoción de sistemas nacionales de cuidado que garanticen la descarga de tareas no remuneradas que hoy recaen principalmente en las mujeres, y que sirvan para prevenir problemas como los que hoy sufre la región por la pandemia. Esto, además, ayudaría a generar empleos en áreas que hoy no están desarrolladas. Lo mismo puede decirse de la inversión y mejora de calidad en bienes y servicios colectivos y de mérito, que hoy registran serios déficits. Todo lo anterior debería complementarse con una reforma tributaria que revierta el sesgo regresivo de los actuales sistemas.
El debate sobre estos temas tiene un impacto positivo sobre las alicaídas democracias de la región. La posibilidad de ejercer autónomamente los derechos políticos y sociales depende del acceso a recursos de manera igualitaria, y esto solo lo puede garantizar un sistema institucional que garantice esa igualdad. Hoy lo que prima es el paternalismo estatal, el corporativismo fragmentado y el clientelismo político en el sistema de políticas sociales. Para ello son funcionales los actuales programas de transferencias condicionadas de ingresos que seleccionan personas entre los grupos necesitados, a los que pagan peores beneficios, exigen mayores condiciones, son temporales y tienen menor legitimidad que otros programas que atienden a los más pudientes.
Así no se facilita la integración social y mucho menos la movilidad social. La integración social se facilita cuando el acceso a los recursos es universal, estable, igualitario y articulado con la misma lógica en todo el sistema institucional.
La necesidad de integrar instituciones igualitarias también abarca a las propias instituciones políticas, en tanto no privilegian la participación de la ciudadanía y la necesaria autonomía personal que aquella requiere. En la organización política de los países de la región no está incorporada la idea de que la independencia política de las personas requiere independencia económica. Por el contrario, el sistema funciona con fuerte concentración de poder, escasa auditoría ciudadana y fuerte dependencia de la vida de las personas de los vaivenes del sistema político.
Las democracias latinoamericanas, incluso allí donde se observan mejoras en indicadores de bienestar de los grupos más postergados de la población, siguen funcionando bajo concepciones y con políticas públicas que concentran el poder y el control social. Una política como la renta básica obliga a cambios en muchos elementos político-institucionales, especialmente aquellos que revaloricen la importancia de la promoción de un proyecto emancipador de las personas.
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Nota: este artículo se publicó originalmente como Análisis de Coyuntura No 27 del CIEPP, agosto de 2020, y se reprodujo en Eric Alberto Orgulloso Martínez, Jaime Alberto Rendón Acevedo y Jorge Iván González Borrero (eds.): Renta básica ya. Diálogos, saberes y propuestas (Escuela Nacional Sindical, Medellín, 2020).