Existem maneiras de aumentar seu pagamento na loteria Mega Millions de $ 1,1 bilhão, diz o professor
Para a maioria das pessoas, são apenas múltiplos de nove, mas em 2022 foram a chave para uma grande vitória na loteria nas Filipinas. O prêmio de $ 4 milhões foi notável. O fato de 433 pessoas terem que dividir, ainda mais.
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)
De acordo com uma nova pesquisa, os jogadores de loteria de baixa renda perdem 10% a mais por bilhete do que os jogadores de loteria de alta renda devido a como e quando escolhem jogar. O professor associado de marketing Yakov Bart diz que há maneiras de igualar o campo de jogo. Crédito: Alyssa Stone/Northeastern University
9, 18, 27, 36, 45, 54.
Para a maioria das pessoas, são apenas múltiplos de nove, mas em 2022 foram a chave para uma grande vitória na loteria nas Filipinas. O prêmio de $ 4 milhões foi notável. O fato de 433 pessoas terem que dividir, ainda mais.
Na época, os críticos questionaram os resultados da Grande Loteria e os políticos quase imediatamente pediram uma investigação. Mas Yakov Bart, professor associado de marketing da Northeastern University, diz que os resultados, embora improváveis, não são tão surpreendentes.
Uma nova pesquisa publicada por Bart mostra que como e quando as pessoas escolhem jogar na loteria pode produzir resultados radicalmente diferentes – e que esses padrões de jogo são diferentes para pessoas de baixa e alta renda. Com a Mega Millions nos Estados Unidos valendo US$ 1,1 bilhão, tornando-se o terceiro maior prêmio da Mega Millions de todos os tempos, Bart diz que sua pesquisa é útil não apenas para entender o comportamento socioeconômico do consumidor. Ele revela insights sobre como maximizar o pagamento e nivelar o campo de jogo para jogadores de loteria de baixa renda.
"Não é apenas se você joga na loteria ou não", diz Bart. "Nós basicamente mostramos que, dependendo de como as pessoas tomam essas decisões, o resultado muda."
Embora seja esperado que os jogadores percam dinheiro em cada bilhete de loteria , com base em dados da loteria da Califórnia, Bart descobriu que, em média, os jogadores de baixa renda perdem cerca de 10% a mais por bilhete do que os jogadores de loteria de alta renda. Tudo se resume a várias decisões importantes que os jogadores tomam quando decidem apostar no jackpot.
A primeira decisão que todo jogador toma é quando jogar. Os jackpots aumentam a cada sorteio, então escolher quando jogar faz uma grande diferença.
"São as pessoas em áreas de alta renda que compram de forma mais seletiva", diz Bart. "Eles são mais propensos a comprar bilhetes nos momentos em que o jackpot é alto em comparação com pessoas em áreas de baixa renda, que são mais propensas a comprar bilhetes independentemente do [tamanho] do jackpot."
Os jogadores também precisam escolher qual jogo jogar e como escolher seus números. Em jogos como o Mega Millions, os jogadores ganham acertando os seis números na combinação vencedora. Eles podem escolher uma combinação manualmente ou optar por uma escolha rápida, que seleciona uma combinação de números aleatórios. Esta é uma das decisões mais importantes que um jogador toma e pode fazer uma grande diferença quando o vencedor do jackpot é anunciado.
"Isso é importante porque, é claro, a maneira como as pessoas escolhem os números, as pessoas que optam por fazer a escolha manual do número para o bilhete, não escolhem os números aleatoriamente", diz Bart. "Eles escolhem números com certos padrões, como se vê."
Por que isso importa? Veja a loteria das Filipinas. Quanto mais pessoas escolherem a combinação certa, mais pessoas haverá para dividir o jackpot. E se as pessoas tendem a escolher números em padrões específicos – aniversários, números da sorte, múltiplos de nove – as chances são maiores de que as pessoas escolham as mesmas combinações.
"Descobrimos que as pessoas que vivem em áreas de baixa renda são mais propensas a escolher essa seleção manual em vez da escolha rápida, o que contribui substancialmente para essa diferença de 10% nos ganhos com a compra de ingressos", diz Bart.
Embora não seja uma garantia, Bart recomenda usar a seleção rápida para maximizar as chances de ganhar o jackpot completo. Mas, para realmente igualar o campo de jogo entre jogadores de baixa renda, que normalmente escolhem os próprios números, e jogadores de alta renda, que usam com mais frequência a escolha rápida, Bart diz que a educação e a comunicação com os jogadores serão vitais.
"Se as agências de loteria tornassem o pagamento esperado por sorteio do jackpot facilmente disponível, não apenas a chance de ganhar, ... isso poderia afastar os clientes dos jogos de sorteio menos lucrativos e isso beneficiaria os clientes de baixa renda", diz Bart.
Ele admite que esse tipo de mensagem pode reduzir os lucros do estado com certos jogos, mas educar os jogadores sobre as vantagens de escolhas rápidas beneficiaria os jogadores e poderia ser feito por varejistas, não apenas por agências de loteria.
"É uma consideração importante em termos de educação do público, porque as loterias são uma das poucas oportunidades disponíveis para os pobres aumentarem substancialmente sua riqueza e mudarem seu status socioeconômico , mas porque eles tomam decisões de loteria piores em comparação com os consumidores de alta renda, eles obtêm ganhos esperados mais baixos", diz Bart. "Essa é realmente a chave."
A pesquisa está disponível como um documento de trabalho no SSRN Electronic Journal .
Mais informações: Paul Parker et al, Impact of Lottery Play Decisions on Consumer and Retailer Earnings, SSRN Electronic Journal (2022). DOI: 10.2139/ssrn.3660130