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)
Rev. Carta Inter., Belo Horizonte, v. 11, n. 1, 2016, p. 245-273
263
Karina Lilia Pasquariello Mariano, Regiane Nitsch Bressan, Bruno Theodoro Luciano
Tabela II. Você conhece estas Instituições? (em %)
Bolívia Colômbia Equador Peru Total
FMI
Não Conheço 66,17 66,92 54,17 55,42 60,67
Conheço 33,83 33,08 45,83 44,58 39,33
Banco Mundial
Não Conheço 57,25 61,67 54,75 51,42 56,27
Conheço 42,75 38,33 45,25 48,58 43,73
ONU
Não Conheço 55,25 52,08 47,92 43,08 48,83
Conheço 47,75 47,92 52,08 56,92 51,17
OEA
Não Conheço 55,33 56,50 50,17 45 51,75
Conheço 44,67 43,5 49,83 55 48,25
Mercosul
Não Conheço 60,92 73 68,5 72,83 68,81
Conheço 39,08 27 31,5 27,17 31,19
UNASUL
Não Conheço 75,75 73,75 72 86,58 77,02
Conheço 24,25 26,25 28 13,42 22,98
CAN
Não Conheço 75,92 79,33 73,08 67,83 74,04
Conheço 24,08 20,67 26,92 32,17 25,96
ALBA
Não Conheço 76,92 84,67 74,92 78,08 78,65
Conheço 23,08 15,33 25,08 21,92 21,35
SICA
Não Conheço 88 85,5 85,58 88,5 86,9
Conheço 12 14,5 14,42 11,5 13,10
CAF
Não Conheço 72,4 81,1 58,3 74,2 71,5
Conheço 27,6 18,9 41,6 25,8 28,5
Chi-Quadrado ,000
Fonte: Latinobarômetro, 2009, 2010.
Nesse sentido, pressupõe-se que a realização de eleições diretas ajudaria a
aumentar o interesse e conhecimento da população em relação aos processos de
integração regional porque, em princípio, estimulariam debates e a divulgação
de propostas partidárias voltadas para a promoção da integração. Isso seria
intensificado também com a existência de parlamentares dedicados exclusivamente
à representação dessa sociedade no âmbito da integração e escolhidos diretamente
por meio de eleições, o que deveria contribuir para divulgar o processo de
integração andino na opinião pública desses países. Mais uma vez, os dados não
indicam isso.