Os brinquedos provam ser melhores investimentos do que ouro, arte e tatulos financeiros
De acordo com uma pesquisa do Barclays, os ricos investem cerca de 10% de sua riqueza em joias, arte, antiguidades, vinhos coleciona¡veis ​​e carros (além do investimento tradicional em tatulos financeiros).
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)
Crédito: PixabayÂ
Formas incomuns de investimento, como a coleta de brinquedos, podem gerar altos retornos. Por exemplo, os prea§os do mercado secunda¡rio de conjuntos de LEGO aposentados crescem 11% ao ano, o que émais rápido do que ouro, ações e tatulos, dizem os economistas da Universidade de HSE. Seu artigo foi publicado na revista Research in International Business and Finance .
De acordo com uma pesquisa do Barclays, os ricos investem cerca de 10% de sua riqueza em joias, arte, antiguidades, vinhos coleciona¡veis ​​e carros (além do investimento tradicional em tatulos financeiros). A demanda por esses produtos éparticularmente alta (assim como o crescimento de seus prea§os ) nospaíses em desenvolvimento, como China, Raºssia epaíses do Oriente Manãdio. Esses investimentos alternativos são bem estudados, ao contra¡rio de bens mais incomuns, cuja compra pode parecer menos sanãria: conjuntos de Lego, bonecas Barbie, minifiguras de super-hera³is ou modelos de carros e trens.
Victoria Dobrynskaya, uma das autoras do estudo e professora associada da Faculdade de Ciências Econa´micas
“Estamos acostumados a pensar que as pessoas compram itens como joias, antiguidades ou obras de arte como um investimento. No entanto, existem outras opções, como brinquedos coleciona¡veis. Dezenas de milhares de nega³cios são feitos no mercado secunda¡rio de LEGO. Mesmo levando em consideração os prea§os baixos da maioria dos aparelhos, esse éum mercado enorme e pouco conhecido pelos investidores tradicionais. '
Pode haver várias razões para o rápido crescimento do prea§o dos conjuntos. Primeiro, eles são produzidos em quantidades limitadas, particularmente coleções especiais dedicadas a filmes ica´nicos, livros ou eventos hista³ricos. Em segundo lugar, depois que os conjuntos são retirados, o número deles disponíveis no mercado secunda¡rio não égrande: muitos proprieta¡rios não veem valor neles (e perdem ou jogam pea§as), enquanto outros, pelo contra¡rio, valorizam e não quer vendaª-los. Terceiro, os conjuntos de LEGO foram produzidos por várias décadas e tem muitos fa£s adultos. Seria razoa¡vel supor que quanto mais tempo se passasse desde que o conjunto foi fabricado, mais ele seria valorizado como uma amostra cla¡ssica ou um objeto nosta¡lgico. No entanto, não houve estudos acadaªmicos para substanciar essa suposição.
Os autores do artigo analisaram os prea§os de 2.322 conjuntos de LEGO de 1987-2015. O conjunto de dados incluiu informações sobre vendas prima¡rias e transações de leila£o online (apenas as vendas de novos conjuntos não abertos foram selecionadas). Os prea§os do mercado secunda¡rio geralmente comea§am a crescer dois ou três anos depois que um conjunto éaposentado, mas háuma variação significativa nos retornos variando de -50% a + 600% ao ano. Os prea§os dos conjuntos pequenos e muito grandes crescem mais rapidamente do que os prea§os dos manãdios, provavelmente porque os conjuntos pequenos costumam conter pea§as ou figuras únicas, enquanto os grandes são produzidos em pequenas quantidades e são mais atraentes para os adultos. Os prea§os dos conjuntos tema¡ticos dedicados a edifacios famosos, filmes populares ou feriados sazonais tendem a apresentar o maior crescimento no mercado secunda¡rio (os mais caros incluem Millennium Falcon, Cafe on the Corner, Taj Mahal, Death Star II e Imperial Star Destroyer). Outra categoria atraente inclui conjuntos que foram lana§ados em edições limitadas ou distribuados em eventos promocionais: a raridade aumenta seu valor do ponto de vista dos colecionadores.
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O retorno manãdio dos conjuntos de LEGO éde 10-11% ao ano (e ainda mais alto se o novo conjunto foi comprado no mercado prima¡rio com um desconto), que émais do que ações, tatulos, ouro e muitos itens coleciona¡veis, como selos ou vinhos , produção.
Além disso, os prea§os da LEGO são fracamente dependentes do mercado de ações (eles estavam crescendo mesmo durante a crise financeira de 2008) e são relativamente baixos em comparação com arte, antiguidades e carros, o que os torna um manãtodo de investimento confia¡vel e acessavel. No entanto, os autores do estudo afirmam que o investimento na LEGO vale a pena apenas no longo prazo (ou seja, mais de três anos) e incorre em custos de transação mais elevados (por exemplo, entrega e armazenamento) do que o investimento em tatulos financeiros.
'Os investidores em LEGO geram altos retornos com a revenda de conjuntos não embalados, particularmente os raros, que foram produzidos em edições limitadas ou hámuito tempo. Conjuntos produzidos 20-30 anos atrás deixam os fa£s de LEGO nosta¡lgicos, e os prea§os deles sobem vertiginosamente. Mas, apesar da alta lucratividade dos conjuntos de LEGO no mercado secunda¡rio em geral, nem todos os conjuntos são igualmente bem-sucedidos e épreciso ser um verdadeiro fa£ de LEGO para entender as nuances do mercado e ver o potencial de investimento em um determinado conjunto ', disse Victoria Dobrynskaya .