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)
“ANÁLISE DAS PRINCIPAIS CARACTERÍSTICAS DAS ESCOLAS DE XADREZ.”
▪ Tratar das questões históricas relativas ao surgimento, consolidação e popularização do xadrez enquanto prática artística, científica e esportiva.
▪ Apresentar as diferenças e especificidades dos estilos de jogo: tático, posicional e universal.
▪ Participação Fórum 2.
Bibliografia básica.
KASPAROV, Garry. Meus Grandes Predecessores - Vol. 1: uma história moderna sobre o desenvolvimento do jogo de xadrez. 2ª ed. Trad. Giovanni Portilho Vescovi. Editora Solis: Santana de Parnaíba- SP: 2016.
KASPAROV, Garry. Meus Grandes Predecessores - Vol. 2: uma história moderna sobre o desenvolvimento do jogo de xadrez. 2ª ed. Trad. Giovanni Portilho Vescovi. Editora Solis: Santana de Parnaíba- SP: 2017.
KASPAROV, Garry. Meus Grandes Predecessores - Vol. 3: uma história moderna sobre o desenvolvimento do jogo de xadrez. Trad. Giovanni Portilho Vescovi. Editora Solis: Santana de Parnaíba- SP: 2005.
KASPAROV, Garry. Meus Grandes Predecessores - Vol. 4: uma história moderna sobre o desenvolvimento do jogo de xadrez. Trad. Giovanni Portilho Vescovi. Editora Solis: Santana de Parnaíba- SP: 2006.
KASPAROV, Garry. Meus Grandes Predecessores - Vol. 5: uma história moderna sobre o desenvolvimento do jogo de xadrez. Trad. Giovanni Portilho Vescovi. Editora Solis: Santana de Parnaíba- SP: 2008.
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)
Objetivos:
▪ Tratar das questões históricas relativas ao surgimento, consolidação e popularização do xadrez enquanto prática artística, científica e esportiva;
▪ Apresentar as diferenças e especificidades dos estilos de jogo: tático, posicional e universal.
Inicia em 17/12/2022 às 8h 0 e finaliza em 08/01/2023 às 23h 59
FÓRUM II
Período de Habilitação:
25/12/2022 às 08:00
a
31/12/2022 às 23:59