Introdução
A América Latina é a região mais desigual do mundo (v. gráfico 1). Nos últimos 30 anos, a distribuição da renda no subcontinente apresentou três tendências. Durante os anos 1990 e início da década de 2000, a desigualdade aumentou na maioria dos países sobre os quais há dados comparáveis. Entre 2002 e 2013, a desigualdade se reduziu em praticamente todos os países. No entanto, a partir de 2013 (e até 2017, último ano para o qual há informações), essa tendência de redução apresentou sinais de esgotamento em alguns países onde a desigualdade começou a crescer, enquanto em outros o ritmo de queda foi reduzido; em outro subconjunto de países, contudo, a redução da desigualdade prosseguiu. Se considerarmos todo o período, os níveis de desigualdade mais recentes são menores que os predominantes no início da década de 1990 (v. gráfico 2).
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)
O tema da alta concentração de renda na América Latina voltou a ocupar as manchetes devido à onda de protestos ocorridos no Chile, na Colômbia e no Equador nos últimos meses de 2019. No entanto, há uma aparente incongruência entre as tendências detectadas no comportamento da desigualdade ao longo dos últimos 30 anos e o manifesto descontentamento. De fato, a desigualdade na América Latina caiu neste século em uma escala poucas vezes observada na história (isso fica claro ao analisar os dados disponíveis). Por volta de 2000, o coeficiente de Gini era 0,514, isto é, 12% mais alto que o dado mais recente, de 0,4551.
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)
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)
Uma queda dessa magnitude significa que, por exemplo, no Brasil – o país mais desigual da região –, a renda recebida pelos 10% mais ricos da população deixou de ser aproximadamente 60 vezes mais elevada que a dos 10% mais pobres para se tornar menos de 40 vezes mais alta. A desigualdade diminuiu em todos os países da região, inclusive nos três onde os protestos foram intensos. Neste século, o coeficiente de Gini no Chile diminuiu de 0,481 (2006) para 0,465 (2017); na Colômbia, passou de 0,562 (2001) para 0,496 (2017); e no Equador, de 0,532 (2003) para 0,446 (2017)2.
Se a desigualdade passou por uma queda inusitada no período recente, como explicar o descontentamento social e sua virulência? Esta seção sugere algumas explicações. São mencionadas particularmente três: o impacto negativo do fim do auge das matérias-primas sobre as condições de vida; a limitação dos indicadores utilizados (por exemplo, o coeficiente de Gini); e as limitações dos dados utilizados para medir a desigualdade de maneira cabal.
Nos países da América do Sul, o fim do auge das matérias-primas se refletiu em uma queda da taxa de crescimento da renda por habitante; alguns entraram inclusive em franca recessão. O descontentamento se manifestou não apenas por movimentos de protesto; o voto popular nas eleições presidenciais recentes se caracterizou pela penalização dos partidos governistas, independentemente de seu matiz ideológico (em países governados pela esquerda, foram eleitos candidatos mais à direita e vice-versa). Esse foi um voto de protesto diante da perda de poder aquisitivo, do desemprego e da erosão de benefícios governamentais. A isso seria preciso acrescentar que, em vários países, os níveis de desigualdade reverteram a tendência da década anterior e começaram a subir. Foi o que ocorreu no Brasil, por exemplo, e no Paraguai em menor medida. Embora tenha havido uma queda da desigualdade quando são comparados os níveis do início do século com os mais recentes, durante os últimos anos ocorreu em diversos países uma estagnação dessa queda ou até mesmo um aumento da desigualdade. O menor dinamismo econômico, combinado com uma crescente desigualdade, provocou um aumento da incidência da pobreza, justamente quando se reduziu capacidade fiscal para oferecer mecanismos de compensação. De acordo com a Comissão Econômica para a América Latina e o Caribe (Cepal), aumentou desde 2015 a incidência da pobreza na região, e as previsões do organismo indicam que o número de pobres teria alcançado em 2019 um total de 191 milhões (seis milhões a mais que no ano anterior), dos quais 72 milhões estariam em condições de extrema pobreza. Em comparação com 2014, haveria mais 27 milhões de pobres, dos quais 26 milhões se encontrariam em condições de extrema pobreza3. Combinações desse tipo alimentam o descontentamento, pois a população experimenta uma intensa frustração. O progresso palpável durante a primeira década do século não se sustentou.
Em segundo lugar, é possível que os indicadores utilizados para medir a desigualdade não sejam os mais apropriados para captar a relação entre ela e o descontentamento social. O coeficiente de Gini (e todos os demais indicadores da concentração de renda utilizados convencionalmente) mede as diferenças relativas nos níveis de renda das pessoas e lares, quando talvez o que provoque um aprofundamento do descontentamento social seja o crescimento de lacunas absolutas. Se a renda de todos aumentasse na mesma proporção em um país, seu coeficiente de Gini seria o mesmo antes e depois de tal crescimento. Com relação ao poder aquisitivo, contudo, aquele que partisse de uma renda mais alta se beneficiaria mais desse crescimento uniforme em termos absolutos do que quem tivesse inicialmente uma renda menor.
O que aconteceu com as diferenças de renda em termos absolutos? Tomemos como exemplo o caso do Chile, país que – diante dos protestos iniciados em outubro de 2019 e sua inesperada virulência – se tornou foco especial de atenção. Ainda que, segundo as informações das pesquisas de lares, a renda recebida pela parcela 10% mais rica tenha deixado de ser aproximadamente 33 vezes mais elevada que a da parcela 10% mais pobre em 2000 para se tornar 20 vezes mais alta em 2017, as diferenças em termos absolutos cresceram notavelmente. Durante o mesmo período, a diferença entre a renda recebida pelos 10% mais ricos em comparação com os 10% mais pobres cresceu simplesmente 50% (e 45% quando se compara a diferença na renda dos 10% mais pobres com a do habitante médio)4.
Ou seja, ainda que o setor mais pobre tenha melhorado de situação, o grupo mais rico pôde aumentar cada vez mais seu consumo de luxo, ao passo que a população pobre e as classes médias continuaram enfrentando situações difíceis provocadas por um contrato social no qual o Estado oferece serviços e benefícios cada vez mais escassos, especialmente aos grupos vulneráveis e médios. Em seu lúcido artigo sobre o tema, Andras Uthoff descreve como os sistemas de pensões e de saúde no Chile – estabelecidos durante a ditadura militar – falharam de modo contundente em termos da provisão de um seguro, da suavização do consumo ao longo do ciclo de vida e do alívio da pobreza na velhice no caso do sistema de pensões, e também quanto a fornecer um seguro e prevenção de doenças no caso do sistema de saúde. Mesmo depois das reformas introduzidas a partir de 2006 para melhorar o sistema de pensões nas dimensões mencionadas, 70% dos cidadãos consideram que os benefícios estão aquém dos níveis necessários. Na verdade, mais de 40% dos beneficiários chilenos recebem renda inferior à linha da pobreza, e 79% deles abaixo do salário mínimo. As taxas de substituição são extremamente deficientes, já que aproximadamente 50% dos beneficiários recebem uma pensão inferior a 38% do valor médio de seus salários nos últimos dez anos (essa realidade é ainda pior para as mulheres, já que a cifra correspondente é de 24,5%)5. De fato, em uma sugestiva coluna publicada em Voxeu, Sebastián Edwards enfatiza que o Chile está mal posicionado em praticamente todas as dimensões do Índice para uma Vida Melhor proposto pela Organização para a Cooperação e o Desenvolvimento Econômico (ocde) e que esses fatores contribuíram para o mal-estar coletivo, mesmo com a redução da desigualdade média em termos relativos6.
Além disso, duas variáveis que incidem consideravelmente no poder aquisitivo não estão incorporadas nas medidas convencionais de desigualdade e pobreza: os impostos indiretos – imposto sobre valor agregado (iva), impostos específicos, entre outros – e os subsídios ao consumo. Os indicadores de desigualdade e pobreza utilizam a renda disponível (ou o que se aproxime mais desse conceito) para medir o bem-estar, conceito que não capta o impacto de aumentos tributários sobre o consumo ou reduções nos subsídios. Não existem séries de indicadores de desigualdade ou pobreza que captem as perdas no consumo real que a população pode ter sofrido no período posterior ao auge das matérias-primas em decorrência da redução de determinados subsídios (ou dos aumentos dos impostos indiretos sobre o consumo). Entretanto, sabemos que os recursos fiscais atribuídos aos subsídios para derivados de combustíveis fósseis diminuíram consideravelmente em El Salvador, Equador, Argentina, Bolívia, Venezuela e, em menor medida, no México, o que causou alta de preços sobretudo em tarifas elétricas, combustíveis e outros produtos energéticos para a população.
A terceira razão que pode explicar a intensidade dos protestos e o voto contra os partidos no poder é que os dados utilizados para medir a desigualdade talvez não sejam suficientes para quantificar os níveis de concentração de renda entre os muito ricos e para avaliar mudanças nas tendências dessa concentração.
As fontes de informação convencionais dos indicadores de desigualdade são as pesquisas de lares. Uma conhecida limitação dessas pesquisas é que, por vários motivos, elas não captam bem a ponta superior da distribuição, ou seja, a renda dos mais ricos. Particularmente, os lares tendem a declarar menos renda do que realmente recebem, sobretudo a procedente de rendimentos do capital. Por isso, tanto o grau de desigualdade como a tendência podem estar mal calculados. Quando as pesquisas são corrigidas e esse viés é superado, os resultados podem ser muito diferentes. A título de exemplo, serão examinados três trabalhos relativamente recentes sobre Brasil, Chile e Uruguai7.
Com os dados corrigidos, o coeficiente de Gini do Brasil não só é muito mais alto que o calculado com os dados da pesquisa, como praticamente já não se observa queda da desigualdade a partir de 2000 (v. gráfico 3). Além disso, o peso da redistribuição em benefício dos setores de baixa renda recaiu sobre a população do oitavo e nono decis (isto é, sobre as classes médias, particularmente a classe média alta), ao passo que o grupo mais rico continuou elevando sua renda8. No caso do Chile, a proporção da renda captada pela parcela dos 1% mais ricos da população com os dados corrigidos por subdeclaração da renda do topo é sistematicamente mais alta e não mostra a tendência de baixa observada com a pesquisa de lares (v. gráfico 4). No caso do Uruguai, a proporção que recebe o grupo dos 1% mais ricos é maior com os dados corrigidos e aumenta ao invés de diminuir, como ocorre com os dados de pesquisas (v. gráfico 5).
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)
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)
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)
A partir desses exercícios, fica claro que, para medir a desigualdade cabalmente, é imprescindível ter acesso a informações fiscais (por exemplo, declarações de impostos anonimizadas) e outras fontes administrativas que permitam calcular melhor a renda, sobretudo da população pertencente aos estratos mais elevados. Enquanto isso não acontecer, teremos uma visão parcial e tendenciosa do grau de desigualdade e de sua evolução ao longo do tempo, o que nos levará a diagnósticos errôneos sobre as causas e consequências da desigualdade, além de recomendações de políticas públicas incompletas e equivocadas.
Como conclusão, quando se considera o retrocesso no bem-estar da população dos países da América do Sul ocorrido com o fim do auge das matérias-primas, as limitações dos sistemas de pensões e de saúde no Chile e a alta dos preços de combustíveis de primeira necessidade em vários países devido à redução dos subsídios governamentais, e quando são considerados indicadores da desigualdade que captam melhor o que ocorreu com as diferenças da renda absoluta entre ricos e pobres, assim como a concentração de renda no topo da distribuição, a onda de protestos como rebelião contra a desigualdade adquire total sentido9.