Os grandes doadores, tanto democratas quanto republicanos, não apenas tem mais influaªncia polatica do que o eleitor manãdio, como também tem crena§as mais radicais.
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)
A influaªncia polatica descomunal dos doadores de elite, cujas opiniaµes tendem a ser mais extremistas do que a dos eleitores convencionais, explica em parte por que a polarização polatica estãoaumentando. | REUTERS / Joshua Roberts
Em novembro de 2012, os membros democratas recanãm-eleitos do Congresso dos Estados Unidos tiveram cerca de uma semana para saborear suas vita³rias. Em seguida, o Comitaª de Campanha do Congresso Democrata aconselhou-os a comea§ar a usar o telefone por 3-4 horas por dia. Para quem eles deveriam estar ligando? Principalmente, doadores de elite - menos de 1% dos americanos que da£o aos candidatos mais de US $ 200 em qualquer ciclo eleitoral.
Nãoénovidade que os polaticos cortejam os doadores de elite ou que os doadores de elite tenham maior acesso polatico e influaªncia do que o eleitor tapico. Mas, como o economista polatico da Stanford Graduate School of Business Neil Malhotra aponta em um artigo publicado recentemente no Public Opinion Quarterly , "sabemos muito pouco sobre o que eles realmente querem do governo".
Essa éuma questãoparticularmente relevante durante o ciclo eleitoral atual, aparentemente intermina¡vel, no qual a batalha pelo controle dos ramos executivo e legislativo do governo federal éincomumente contenciosa e repleta de implicações para o futuro da nação.
Malhotra e seu co-autor David Broockman , um ex-professor da Stanford GSB que recentemente se mudou para a Universidade da Califa³rnia, Berkeley, baseou suas descobertas em uma pesquisa realizada com 1.152 doadores de elite, que coletivamente contribuaram com mais de US $ 17,2 milhões para campanhas eleitorais desde 2008. Que A pesquisa foi realizada para um estudo anterior com o objetivo de compreender a anatomia polatica dos empreendedores de tecnologia no Vale do Silacio, que eles rotularam de "liberais".
As visaµes extremas da classe de doadores
A principal descoberta da pesquisa éque as opiniaµes políticas dos doadores de elite são mais radicais do que as opiniaµes dos eleitores partida¡rios em geral. Eles também variam amplamente por partido.
“Se vocêolhar para os doadores republicanosâ€, explica Malhotra, “eles tem visaµes muito mais extremistas do que os republicanos comuns em questões econa´micas, como tributação, redistribuição de riqueza e gastos em programas sociais. Por exemplo, um bom número de eleitores republicanos quer assistaªncia médica universal, mas muito poucos doadores republicanos querem isso. Por outro lado, os doadores e eleitores republicanos tem opiniaµes muito semelhantes sobre questões sociais, como o aborto e o casamento gay. Eles não estãofora da linha nessa arena. â€
Malhotra e Broockman encontraram um padrãosemelhante entre doadores e partida¡rios democratas, mas em uma imagem espelhada. “Os doadores democratas são, no manimo, um pouco mais liberais nas questões econa´micas do que os partida¡rios democratasâ€, diz Malhotra. “Mas suas visaµes sociais são muito mais liberais do que partida¡rias, especialmente quando vocêolha para questões como a pena de morte.â€
Curiosamente, tanto os doadores democratas quanto os republicanos são mais pra³-globalização quando se trata de questões como imigração e livre comanãrcio do que o eleitor manãdio em seus respectivos partidos. “Os doadores republicanos não são pra³-livre comanãrcio ou pra³-imigração per se, apenas mais pra³-livre comanãrcio e pra³-imigração do que os eleitores republicanos. Direi, poranãm, que desde 2016, quando Trump se tornou o indicado, os doadores republicanos estãomais anti-livre comanãrcio do que nunca â€, acrescenta Malhotra. “Os doadores democra¡ticos são o grupo mais pra³-globalização da amostra.â€
Como os doadores polarizam
Essa pesquisa, combinada com a influaªncia polatica descomunal de doadores de elite, pode explicar um motivo pelo qual a polarização polatica estãoaumentando. Tambanãm ajuda a explicar por que os polaticos republicanos e democratas a s vezes buscam legislação e políticas que va£o contra os desejos e interesses dos eleitores que os elegeram.
Na verdade, Malhotra e Broockman descobriram, quando se trata de questões econa´micas, a lacuna entre as visaµes dos doadores republicanos e dos eleitores republicanos émaior do que a lacuna entre os eleitores republicanos e democratas. Da mesma forma, a lacuna entre as visaµes dos doadores democratas e dos eleitores democratas em relação a s questões sociais émaior do que a diferença entre as opiniaµes dos eleitores democratas e republicanos.
Existe esse populismo brando entre os eleitores em geral, que tende a ser mais economicamente liberal e socialmente moderado. Considerando que os doadores de elite são mais liberta¡rios.
Neil Malhotra
“Muitas vezesâ€, diz Malhotra, “o Partido Republicano impaµe políticas economicamente conservadoras que, de acordo com as pesquisas, os eleitores republicanos não apa³iam. E se vocêolhar para o Partido Democrata, seus polaticos estãofalando sobre políticas sociais e culturais que a maioria de sua base não apoia - os eleitores regulares naquele partido são muito mais socialmente moderados do que os doadores de elite â€.
Esse comportamento aparentemente contradita³rio se estende a polatica de globalização. “Vocaª vaª essa divisão em que os polaticos estãopressionando por acordos de livre comanãrcio ou liberalização da imigração, coisas para as quais hámenos apoio entre os eleitoresâ€, diz Malhotra.
“Então, se vocêjuntar tudoâ€, ele acrescenta, “eu diria que existe esse populismo brando entre os eleitores em geral, que tende a ser mais economicamente liberal e socialmente moderado. Considerando que os doadores de elite são mais liberta¡rios em alguns aspectos - mais economicamente conservadores e mais socialmente liberais do que a base de seus partidos. â€
Doadores de elite e as eleições de 2020
A pesquisa de Broockman e Malhotra sugere que, seja qual for o resultado da eleição de 2020, o partido vencedor provavelmente tomara¡ decisaµes políticas que, em muitos casos, va£o contra os desejos de seus constituintes principais.
“Se os republicanos mantiverem o controle, vocêesperaria um aumento nas tentativas de promover políticas economicamente conservadoras que são muito impopulares entre o paºblico, porque a classe doadora republicana os estãopressionandoâ€, explica Malhotra. “A conta fiscal de 2017 foi o exemplo perfeito. Quando os eleitores republicanos foram questionados se concordavam com partes especaficas deste projeto, a maioria deles não concordou. Mas o projeto foi aprovado de qualquer maneira. Então, vocêpode imaginar pea§as de legislação muito semelhantes em torno dos cuidados de saúde e questões como essa. â€
“Tambanãm acho bastante revelador o fato de não haver um pacote massivo de empregos de infraestrutura aprovado no primeiro mandato de Trump, embora isso tenha sido uma grande parte da campanha. Isso porque não era popular entre os doadores de elite, a menos que eles se beneficiassem diretamente. â€
E se Biden ganhar a presidaªncia e os democratas assumirem o controle do Congresso? “Podemos ver uma situação em que não hábloqueio dos doadores a legislação economicamente liberalâ€, disse Malhotra. “Portanto, coisas como o Medicare para todos e esforços legislativos macia§os para lidar com a mudança climática teriam boas chances de aprovação. Podemos esperar ver indicados judiciais com registros muito, muito socialmente liberais, também, porque os doadores de elite tem muita influaªncia sobre isso â€.
O impacto de pequenas doações
Para aqueles que estãodesanimados com a influaªncia polatica descomunal dos doadores de elite, não importa quais sejam suas opiniaµes políticas, Malhotra sugere uma tendaªncia emergente a se observar: os pequenos doadores, que poderiam tornar os doadores de elite menos influentes, graças a s tecnologias digitais.
“A grande coisa que surgiu no lado democrata éa ascensão do pequeno doadorâ€, diz ele. “Vocaª tem organizações que podem levantar grandes quantias de dinheiro em pequenas doações muito rapidamente. Por exemplo, depois da morte de Ruth Bader Ginsburg, todas essas pequenas doações entraram no partido por meio do Act Blue e de outros sites. Isso sugere que o Partido Democrata pode se tornar o partido de doadores menores sem rosto â€.
O poder dos pequenos doadores não estãono tamanho da doação individual, porque US $ 20 por si são não va£o comprar influaªncia. No entanto, éuma forte expressão de motivação e paixa£o.
“Digamos que vocêganhe algo em torno de US $ 30.000 por ano e esteja motivado a fazer uma doação de US $ 20 não dedutavel de impostosâ€, diz Malhotra, “isso não éconversa fiada. Talvez as partes comecem a pensar em como podem alavancar essas pessoas que estãodispostas a desistir de $ 20 do seu suado dinheiro. Essa éuma visão muito diferente da doação daquela em que os candidatos estãoligando para obter da³lares de doadores de elite, que, por sua vez, podem esperar um retorno de seu investimento em acesso ou polatica. â€