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)
HISTÓRIA DA MÍDIA, 10, 2015, Porto Alegre. Anais... Porto Alegre: ALCAR, 2015.
Disponível em: <http://www.ufrgs.br/alcar/encontrosnacionais-1/encontros-
nacionais/10o-encontro-2015/gt-historia-do-jornalismo/do-impressoao-digital-a-
historia-do-jornal-do-brasil/view>. Acesso em: 03 out. 2019.
BONES, Elmar; BRAGA Kenny; DIONI, Cleber; SOUZA, João Borges de. Perfis
parlamentares: Leonel Brizola. Porto Alegre: Assembleia Legislativa do Estado do Rio
Grande do Sul, 2004.
BRIZOLA, aclamado, pede ao PDT cuidado com oba-oba. Jornal do Brasil, Rio de Janeiro,
ano 94, n.79, 26 jun.1989. Primeiro caderno, p. 3.
BRIZOLA ainda teme fraude. Jornal do Brasil, Rio de Janeiro, ano 94, n.220, 14 nov.1989.
Primeiro caderno, p. 4.
BRIZOLA compara Collor a Sarney e prevê agressões. O Globo, Rio de Janeiro, ano 65,
n.20355, 15 ago.1989. Primeiro caderno, p. 3.
BRIZOLA, Leonel. A Globo, o Ibope e as pesquisas. Jornal do Brasil, Rio de Janeiro, ano
94, n.64, 11 jun.1989b. Primeiro caderno, p. 7.
BRIZOLA, Leonel. A nossa caminhada. Jornal do Brasil, Rio de Janeiro, ano 94, n.85, 02
jul.1989c. Primeiro caderno, p. 7.
BRIZOLA, Leonel. Engana-se quem quiser. Jornal do Brasil, Rio de Janeiro, ano 94, n.43,
21 mai.1989a. Primeiro caderno, p. 7.
BRIZOLA quer assessoria estrangeira nas eleições. O Globo, Rio de Janeiro, ano 65,
n.20366, 26 ago.1989. Primeiro caderno, p. 5.
BRIZOLA volta a fazer crítica às pesquisas. O Globo, Rio de Janeiro, ano 64, n.20273, 25
mai.1989. Primeiro caderno, p. 6.
BRIZOLA teme nova fraude. Jornal do Brasil, Rio de Janeiro, ano 94, n.200, 25 out.1989.
Primeiro caderno, p. 5.
COSTA, Izabel Cristina Gomes da. O PDT e o socialismo trabalhista: entre antigas e
novas tradições. Revista Veredas da História, Rio de Janeiro, v.1, n. 8, jan./jun. 2011.
Disponível em: <http://www.seer.veredasdahistoria.com.br/ojs-
2.4.8/index.php/veredasdahistoria/article/view/66>. Acesso em: 07 out. 2019.
ESTRANHOS na pesquisa. Jornal do Brasil, Rio de Janeiro, ano 94, n.143, 29 ago.1989.
Primeiro caderno, p.10.
FERREIRA, Jorge. O Governo Goulart e o golpe civil-militar de 1964. In: FERREIRA, Jorge;
DELGADO, Lucília de Almeida Neves. (org.). Brasil Republicano; vol. 3 – o tempo da
experiência democrática – da democratização de 1945 ao golpe civil-militar. Rio de
Janeiro: Civilização Brasileira, 2003, p. 323-404.
GOMES, Rodrigo de Aguiar. 1989: a maior eleição da história. Porto Alegre: Lorigraf,
2014.