Mesmo durante uma crise de custo de vida, com taxas de juro e inflação elevadas, espera-se que o gasto médio por pessoa no Natal de 2023 no Reino Unido atinja até £974 . Os retalhistas, os anunciantes e o sentido de tradição continuam a encorajar-nos
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)
Crédito: Unsplash
Mesmo durante uma crise de custo de vida, com taxas de juro e inflação elevadas, espera-se que o gasto médio por pessoa no Natal de 2023 no Reino Unido atinja até £974 . Os retalhistas, os anunciantes e o sentido de tradição continuam a encorajar-nos a níveis de consumo cada vez maiores.
É claro que o consumismo sazonal excessivo tem sido motivo de preocupação há muito tempo. Mas e se esse apetite por tratar a nós mesmos e aos nossos entes queridos realmente fizer as pessoas se sentirem mais felizes durante a época mais fria e escura do ano?
Aqui está o que alguns dos grandes economistas da história podem ter pensado sobre a correria do Natal moderno…
Precisa ou quer
O frenesi de comprar presentes, alimentos e decorações provavelmente teria atraído o desdém do economista e filósofo escocês Adam Smith (1723-1790). Ele sem dúvida teria considerado algumas das coisas que nos convencemos de que precisamos como excessivas, "frívolas e inúteis".
Smith tinha pouco tempo para consumo que não atendesse a necessidades físicas reais – como a necessidade de água ou calor. No cerne da teoria do consumo em economia está o conceito de “utilidade” , que é interpretado de várias maneiras como “utilidade” ou algo que contribui para a felicidade, satisfação ou bem-estar. Para Smith, a utilidade derivava da satisfação de necessidades genuínas.
Ao consumir muito além desse nível, a satisfação que tendemos a procurar no Natal pode estar mais de acordo com a visão do filósofo inglês John Stuart Mill (1806-1873). Ele adotou um conceito mais hedonista de utilidade seguindo o de seu padrinho Jeremy Bentham (1748-1832). A opinião deles era que a utilidade também vem do prazer que experimentamos no consumo.
Mas se tivessem discutido a questão com Smith, Mill e Bentham provavelmente teriam concordado que a utilidade derivada do prazer só aumenta em importância quando as necessidades fundamentais da maioria das pessoas são satisfeitas. E isso significa que os maiores níveis de utilidade só podem ser experimentados pelos ricos, que têm os meios para conseguir o que desejam.
Rendimentos decrescentes
O economista americano – e crítico do capitalismo – Thorstein Veblen (1857-1929) estava preocupado com um tipo diferente de utilidade que é uma faceta familiar dos Natais modernos – o “consumo conspícuo”. As grandes árvores , as decorações luxuosas e os presentes caros podem fazer parte de uma utilidade destinada a impressionar os outros – uma demonstração de status elevado.
Consumir em excesso – e proporcionar a mesma oportunidade aos seus convidados – seria visto por Veblen como uma prova da generosidade e riqueza do anfitrião. Mas isso não precisa ser restrito aos convidados. As atraentes luzes de Natal também são apreciadas pelos transeuntes, tornando-se um espetáculo sazonal de prosperidade para todo o bairro desfrutar.
E há ainda a própria ceia de Natal, que ilustra outra visão de utilidade que pode parecer familiar.
Pois enquanto você come e bebe (talvez mais do que normalmente), você pode muito bem experimentar a ideia de “ utilidade marginal decrescente ”. Simplificando, esta é a teoria de que cada unidade adicional de algo que você consome acrescenta cada vez menos à sua satisfação geral.
Na mesa de Natal, por exemplo, o prazer daquele primeiro delicioso bocado de peru (ou de nozes assadas) não se repete com o segundo bocado, ou com o terceiro, ou com o vigésimo. À medida que você fica mais saciado e suas papilas gustativas menos tentadas, o prazer de cada porção subsequente diminui.
Esta ideia de diminuição da utilidade marginal do consumo só se tornou parte da economia dominante na década de 1870, quando foi (re)descoberta por gente como Carl Menger (1841-1921) e Léon Walras (1834-1910). Mas agora afeta tudo, desde os preços de retalho (compre um e receba a segunda metade do preço, porque o segundo é menos valioso) até à forma como os governos decidem as taxas de imposto sobre o rendimento (taxas mais elevadas causam menos danos aos ricos).
Embora Bentham e muitos outros economistas tenham lutado (e ainda o façam) com a dificuldade de comparar o valor da utilidade entre tipos e indivíduos, há poucos argumentos sobre a utilidade de comparar utilidades marginais.
Sem arrependimentos
Então, como devemos procurar maximizar a nossa utilidade – ou satisfação ou bem-estar – no Natal? Deveríamos redistribuir parte da nossa riqueza para caridade para atender às necessidades daqueles que têm menos?
Devemos dar muitos presentes? Deveríamos comer como hedonistas ou investir em decorações e festas para impressionar os outros?
O economista alemão Hermann Gossen (1810-1858) poderá sugerir que, para maximizar a utilidade, precisamos de diversificar e fazer todas estas coisas. Mas ele sugere que cada atividade dura apenas até recebermos uma certa satisfação.
Por exemplo, só comemos fatias de peru a ponto de a última garfada proporcionar o mesmo grau de prazer que a última bolacha puxada ou o último presente aberto. Uma vez que há pouco prazer em comer outro broto, é hora de passar para algo diferente - como uma sobremesa.
Essa pode ser uma forma de evitar o consumo excessivo. Se tentarmos ter em mente quanto prazer é genuinamente obtido com aquele copo extra de xerez ou com outro jogo de charadas, temos uma boa chance de parar antes de nos arrependermos de ter continuado.
E o arrependimento, tão vividamente evocado pelo Fantasma do Natal Passado em A Christmas Carol, de Charles Dickens, é algo a ser evitado. Os nossos “espíritos dos economistas do passado” provavelmente concordariam todos com isso.