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A venda das 50 figurinhas faltantes pela Panini (ITA 2015)

STICKERNOMICS Football albums Got, got, got, got, got, need

1 THE World Cup is still two weeks away, but for children worldwide (plus disturbing numbers of adults)

the race to complete the Brazil 2014 sticker book started long ago. Panini, an Italian firm, has produced

sticker albums for World Cups since Mexico 1970; this year’s version has 640 stickers to collect. Collecting

them is no idle pursuit, however. Getting every slot filled delivers an early lesson in probability, the value of

5 statistical tests and the importance of liquidity.

When you start an album, your first sticker (in Britain, they come in packs of five) has a 640/640

probability of being needed. As the spaces get filled, the odds of opening a pack and finding a sticker you

want fall. According to Sylvain Sardy and Yvan Velenik, two mathematicians at the University of Geneva, the

number of sticker packs that you would have to buy on average to fill the album by mechanically buying pack

10 after pack would be 899. That assumes there is no supply shock to the market (the theft of hundreds of

thousands of stickers in Brazil in April left many fearful that Panini would run short of cards).

It also assumes that the market is not being rigged. Panini says that each sticker is printed in the same

volumes and randomly distributed. In a 2010 paper Messrs Sardy and Velenik gamely played the role of

“regulator” by checking the distribution of stickers for a 660-sticker album sold in Switzerland for that year’s

15 World Cup. Out of their sample of 6,000 stickers, they expected to see each sticker 9.09 times on average

(6,000/660), which was broadly borne out in practice.

Even in a fair market, it is inefficient to buy endless packs as an individual (not to mention bloody

expensive for the parents). The answer is to create a market for collectors to swap their unwanted stickers.

The playground is one version of this market, where a child who has a card prized by many suddenly

20 understands the power of limited supply. Sticker fairs are another. As with any market, liquidity counts. The

more people who can be attracted into the market with their duplicate cards, the better the chances of finding

the sticker you want.

Messrs Sardy and Velenik reckon that a group of ten astute sticker-swappers would need a mere

1,435 packs between them to complete all ten albums, if they take advantage of Panini’s practice of selling

25 the final 50 missing stickers to order. Internet forums, where potentially unlimited numbers of people can

swap stickers, make this number fall even further. The idea of a totally efficient market should dismay Panini,

which will sell fewer packs as a result. But as in all markets, behaviour is not strictly rational. Despite

entreaties, your correspondent’s son is prepared to tear out most of his stickers to get hold of Lionel Messi.

Fonte: http://www.economist.com/news/finance-and-economics/21603019-got-got-got-got-got-need-stickernomics Acesso: 13/ago/2014

Fonte: The Economist.

De acordo com o texto,

  1. A) a empresa Panini comercializa álbuns de figurinhas da Copa do Mundo há 30 anos.
  2. B) é impossível completar o álbum sem que os colecionadores recorram a feiras e redes sociais.
  3. C) são necessárias 1.500 figurinhas para completar um álbum.
  4. D) a empresa Panini disponibiliza a venda das 50 figurinhas faltantes aos colecionadores.
  5. E) o processo de confecção e distribuição das figurinhas é feito aleatoriamente pela Panini.
Ver gabarito comentado

Resposta correta: D

A informação aparece na conta dos matemáticos: dez colecionadores espertos precisariam de 1.435 pacotinhos "if they take advantage of Panini's practice of selling the final 50 missing stickers to order", ou seja, a própria empresa vende as últimas 50 figurinhas que faltam — alternativa D. E é o distrator mais forte porque o texto realmente fala em acaso, mas apenas quanto à distribuição: "each sticker is printed in the same volumes and randomly distributed", e imprimir em volumes iguais é o oposto de imprimir aleatoriamente. A erra a conta do tempo, já que a Panini faz álbuns "since Mexico 1970", mais de quarenta anos; e C troca os números, pois o álbum tem 640 figurinhas e 1.435 é a quantidade de pacotinhos para dez álbuns.

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