Dia da Matemática: Pavilhão do Conhecimento aberto até à meia-noite para celebrar os números
09 de Março de 2023
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Uma paixão para uns, um “bicho-de-sete-cabeças” para outros. No próximo dia 14 de março, terça-feira, celebra-se o Dia Internacional da Matemática e, também, o Dia Internacional do Pi, uma dupla efeméride que o Pavilhão do Conhecimento irá assinalar com uma programação de 14 horas non stop feita de atividades, desafios, espetáculos e debates, entre as dez da manhã e... a meia-noite!
Qual será o ângulo mais matemático do Pavilhão? Os visitantes vão procurá-lo pelo museu e registá-lo para a posteridade e para a exposição de "Fotomática" que estará patente no Átrio durante todo o dia. A melhor fotografia será premiada com um cartão dos Circuitos Ciência Viva, que dá acesso gratuito aos 22 Centros Ciência Viva do país.
Numa versão dos “Jogos sem Fronteiras” adaptada à matemática, miúdos e graúdos serão desafiados a resolver puzzles, cálculos mentais e corridas aritméticas no menor tempo possível.
O Pi é um número irracional que dá para muitas contas. E contas não vão faltar para dar cor a um cordão gigante que começa em 3,14 e nunca mais acaba! (Até à meia-noite temos tempo...)
Maria da Graça Marques e Marília Pires, investigadoras da Universidade do Algarve, juntam-se à festa, convidando o público a descobrir a matemática escondida em balões, cartolinas, fios, agulhas, colas e folhas coloridas e que irá dar origem a poliedros de vários tamanhos e feitios.
O Auditório José Mariano Gago recebe quatro momentos muito especiais:
- O matemático Jorge Buescu revelará à audiência três brilhantes pérolas do nosso passado matemático, em “Três momentos cintilantes na Matemática europeia” (das 11.00 às 12.00).
- A Associação Ludus apresenta o seu célebre “Circo Matemático”, que promete conquistar os corações menos matemáticos (das 16.00 às 17.00).
- Na mesa redonda “A matemática escondida no dia a dia” ficaremos a saber que ela está em todo o lado mesmo que, por vezes, nos passe despercebida. Participam a economista Joana Vaz Pais (ISEG), o epidemiologista Manuel Carmo Gomes, a especialista em computação e processamento de linguagem Luísa Coheur (INESC ID) e a matemática Carlota Simões (Universidade de Coimbra) (das 18.00 às 19.00).
- Ao longo de 12 temporadas, o professor e autor Rogério Martins mostrou-nos que tudo “Isto é Matemática” no magazine emitido pela SIC Notícias (Prémio Ciência Viva Media 2013). Neste dia dedicado aos números, apresenta-nos os seus fantásticos exemplos e demonstrações ao vivo no espetáculo “Segredos do Mundo” (das 21.00 às 22.00).
O Dia da Matemática “Todas as Horas Contam” tem o apoio da Sociedade Portuguesa de Matemática.
Programa completo em https://www.pavconhecimento.pt/dia-internacional-da-matematica/2023