<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-336035868927588362</id><updated>2012-01-30T00:53:44.637-02:00</updated><category term='Papa'/><category term='Índio da Costa'/><category term='Anatel'/><category term='Bahia'/><category term='Cinismo'/><category term='China'/><category term='Avaí'/><category term='Justiça'/><category term='a'/><category term='Orgânicos'/><category term='Legalidade'/><category term='celebração'/><category term='MEC'/><category term='Estado'/><category term='T. S. Elliot'/><category term='Irga'/><category term='ZH'/><category term='Fernando Miranda'/><category term='Servidores'/><category term='Muilheres'/><category term='Operação Rodin'/><category term='Fatec'/><category term='Industrialização'/><category term='Revista Isto é'/><category term='Marco Maia'/><category term='Ana de Hollanda'/><category term='Segregação'/><category term='Bento Gonçalves'/><category term='Itamar Franco'/><category term='Desenvolvimento'/><category term='Imortal'/><category term='1º Turno'/><category term='Oi'/><category term='Agricultura'/><category term='América Latina'/><category term='Programas Estruturantes'/><category term='Nassif'/><category term='STF'/><category term='Felipão'/><category term='Minas Geraos'/><category term='Vice'/><category term='Luis Augusto Lara'/><category term='Oslo'/><category term='Futebol'/><category term='meritocracia'/><category term='Ocidente'/><category term='Inter 2000'/><category term='Parreira'/><category term='Crise'/><category term='Corvos'/><category term='Internet Explorer'/><category term='Tuberculose'/><category term='Luta'/><category term='Colônia'/><category term='Enem'/><category term='Protocolos dos Sábios de Sião'/><category term='Magistério'/><category term='Miriam Leitão'/><category term='Radicalismo'/><category term='Peru'/><category term='Correio do Povo'/><category term='Juventude'/><category term='Bizarro'/><category term='Reforma Agrária'/><category term='Demência'/><category term='Golpe'/><category term='José Otávio'/><category term='Mônica Serra'/><category term='Glifosato'/><category term='Imortalidade'/><category term='Alston'/><category term='Voltaire Schilling'/><category term='Yeda'/><category term='Ulisses'/><category term='Lina Vieira'/><category term='Palmeiras'/><category term='Ditadura'/><category term='CNBB'/><category term='Madri'/><category term='Wenzel'/><category term='Sementes'/><category term='TRE'/><category term='Geraldo Brideiro'/><category term='Lênin'/><category term='AL'/><category term='Obama'/><category term='Frio'/><category term='ABC'/><category term='Monteiro Lobato'/><category term='Marxismo'/><category term='Militares'/><category term='Desrespeito'/><category term='Trabalhismo'/><category term='Allende'/><category term='Ronaldo'/><category term='Lilian Ramos'/><category term='THC'/><category term='Flávio Koutzii'/><category term='Submissão'/><category term='Alcool'/><category term='Maria do Rosário'/><category term='Polìticos'/><category term='Gaza'/><category term='Michel Temer'/><category term='Evolucionismo'/><category term='Gerdau'/><category term='Dersa'/><category term='Suíça'/><category term='Bugio'/><category term='EPTC'/><category term='Universidade'/><category term='Promessas'/><category term='Marco Maciel'/><category term='Neve'/><category term='Publicidade'/><category term='Evo Morales'/><category term='governo Britto'/><category term='Marina Silva'/><category term='Liberdade de Imprensa'/><category term='(in)Veja'/><category term='Poupança'/><category term='Democracia'/><category term='Razão'/><category term='Partdaização'/><category term='Michael Moore'/><category term='Relações Exteriores'/><category term='Fernando Haddad'/><category term='UNE'/><category term='Povão'/><category term='Sérvia'/><category term='Falácia'/><category term='Operação Condor'/><category term='ISL'/><category term='Partidos'/><category term='Barbárie'/><category term='Senador Biônico'/><category term='Miséria'/><category term='Crises'/><category term='Alceu Collares'/><category term='SEC'/><category term='JN'/><category term='Loucura'/><category term='PP'/><category term='Boni'/><category term='Palocci'/><category term='PIG'/><category term='Galeano'/><category term='Fumicultura'/><category term='Via Campesina'/><category term='Sul21'/><category term='Teologia da Prosperidade'/><category term='Surreal'/><category term='Azaléia'/><category term='Política'/><category term='Canalhice'/><category term='Viomundo'/><category term='Desmatamento'/><category term='Estado Laico'/><category term='Silas Malafaia'/><category term='Manuela'/><category term='PSOL'/><category term='Mônica Leal'/><category term='Salário Mínimo'/><category term='Salvatore Cacciola'/><category term='Grécia'/><category term='UDN'/><category term='Imparcilidade Ativa'/><category term='Marcelo Rech'/><category term='Teologia da Libertação'/><category term='Pedro Bial'/><category term='Programa Eleitoral'/><category term='Agronegócio'/><category term='Roberto Freire'/><category term='Mirian Leitão'/><category term='Uruguai'/><category term='Marcos Valério'/><category term='Esquerda'/><category term='Emir Sader'/><category term='Ibope'/><category term='Data Folha'/><category term='PM'/><category term='Islamismo'/><category term='Paulo Renato'/><category term='Hospital de Clínicas'/><category term='UPPs'/><category term='Pedro Ruas'/><category term='Direita'/><category term='Mariza Abreu'/><category term='Ricardo Lied'/><category term='Drogas'/><category term='Bachelet'/><category term='Amaury Ribeiro Jr.'/><category term='Febre Amarela'/><category term='Minuano'/><category term='Homofobia'/><category term='Folha'/><category term='Multinacionais'/><category term='RJ'/><category term='Chico Buarque'/><category term='Petrobrás'/><category term='Fujimori'/><category term='Mídia'/><category term='Florestm Fernandes'/><category term='Bohn Gass'/><category term='Dinheiro'/><category term='DEM'/><category term='Computador'/><category term='Farsul'/><category term='Crônica Esportiva'/><category term='Fepam'/><category term='Liberdade de Expressão'/><category term='economia'/><category term='Chico Fraga'/><category term='Battisti'/><category term='Direitos Humanos'/><category term='Uribe'/><category term='História'/><category term='Governo Dilma'/><category term='Eduardo Galeano'/><category term='Carlos Lacerda'/><category term='Intifada'/><category term='DETRAN'/><category term='Boicote'/><category term='Henry Ford'/><category term='Eric Hobsbawm'/><category term='Gilmar Mendes'/><category term='Chaves'/><category term='Álcool'/><category term='Homer Simpson'/><category term='Soja'/><category term='impeachment'/><category term='Carlos Crusius'/><category term='Milan'/><category term='Pampeiro'/><category term='Pesquisas'/><category term='PPR'/><category term='Marx'/><category term='Keynesiano'/><category term='Buenos Aires'/><category term='Inquisição'/><category term='Lanceiros Negros'/><category term='Sexo'/><category term='AI 5 Digital'/><category term='Pampa'/><category term='Pelé'/><category term='Israel'/><category term='Seleção Brasileira'/><category term='Globalização'/><category term='Aposentados'/><category term='Revolucionário'/><category term='Jorge Furtado'/><category term='Rousseau'/><category term='Ditabranda'/><category term='Odebrecht'/><category term='Violência'/><category term='PV'/><category term='RS Urgente'/><category term='PPS'/><category term='Dom Dadeus Grings'/><category term='Millôr'/><category term='Walna Vilarins'/><category term='Graziano'/><category term='Mobilização'/><category term='Cade'/><category term='Caso Bruno'/><category term='Veja'/><category term='Darwin'/><category term='Olívio Dutra'/><category term='PHA'/><category term='Engenheiros do Hawaii'/><category term='Centro'/><category term='Figueiredo'/><category term='Fogaça'/><category term='Lei Seca'/><category term='Keiko Fujimori'/><category term='meio ambiente'/><category term='África do Sul'/><category term='Collor'/><category term='Classe Média'/><category term='Araponga'/><category term='Wianey'/><category term='OMS'/><category term='Mito'/><category term='Saramago'/><category term='Contra-Revolucionário'/><category term='Honduras'/><category term='Idiotização'/><category term='Nardes'/><category term='Baixaria'/><category term='PTB'/><category term='Bioma Pampa'/><category term='Conservadores'/><category term='copa do mundo'/><category term='Pepe Mujica'/><category term='Uruguaiana'/><category term='Porto Alegre'/><category term='Hamas'/><category term='Mensalão'/><category term='Noam Chomsky'/><category term='Band'/><category term='2º Turno'/><category term='Ferreira Gullar'/><category term='Dunga'/><category term='Humala'/><category term='Campis'/><category term='Estadão'/><category term='Vilão'/><category term='Daer'/><category term='Flamengo'/><category term='Marolinha'/><category term='Empresariado'/><category term='Record'/><category term='Alegrete'/><category term='Matemática'/><category term='Prefeitura'/><category term='Traição'/><category term='pré-sal'/><category term='Tsunami'/><category term='Hegel'/><category term='Opus Dei'/><category term='Dossiê'/><category term='Paulo Feijó'/><category term='Belo Monte'/><category term='Petróleo'/><category term='Domingo'/><category term='Wagner Tiso'/><category term='Previdência'/><category term='Medalhas'/><category term='Fundae'/><category term='Criacionismo'/><category term='Êxodo Rural'/><category term='Mafalda'/><category term='Getúlio Vargas'/><category term='Mega Não'/><category term='Telecomunicações'/><category term='Dialética'/><category term='Soninha'/><category term='Câmbio'/><category term='Lasier'/><category term='PT'/><category term='Tortura'/><category term='Hillary Clinton'/><category term='Lula Lá'/><category term='PC do B'/><category term='Fraude'/><category term='Direitos'/><category term='Serra Gaúcha'/><category term='Paulo Roberto Falcão'/><category term='Albergues'/><category term='Chevron'/><category term='Freud'/><category term='‏'/><category term='Imparcialidade'/><category term='Cansei'/><category term='Massacre'/><category term='Mercedes Sosa'/><category term='Tarso Genro'/><category term='Felicidade'/><category term='Ruralistas'/><category term='Governo Tarso'/><category term='PFL'/><category term='Mercado'/><category term='Hugo Chaves'/><category term='Veríssimo'/><category term='Villaverde'/><category term='Coronéis'/><category term='Mendonça de Barros'/><category term='Jango'/><category term='Wikileaks'/><category term='Kafka'/><category term='Fátima Bernardes'/><category term='Religião'/><category term='Defesa'/><category term='Neopentecostais'/><category term='Ódio'/><category term='ABL'/><category term='Roberto Marinho'/><category term='Blogs'/><category term='RS'/><category term='Sustentabilidade'/><category term='Bolinha de Papel'/><category term='Mano Menezes'/><category term='Suécia'/><category term='Itália'/><category term='Roberto Jefferson'/><category term='CPI da Corrupção'/><category term='Jornalismo'/><category term='pedro simon'/><category term='Garotinho'/><category term='Papeleiras'/><category term='Vera Fischer'/><category term='Pink Floyd'/><category term='SUS'/><category term='Argentina'/><category term='MG'/><category term='Inter'/><category term='Exterminador'/><category term='Chile'/><category term='Clarin'/><category term='Mobilidade Urbana'/><category term='PAC'/><category term='Ética'/><category term='FEE'/><category term='Rio'/><category term='Revolução Francesa'/><category term='Maradona'/><category term='Sérgio Moraes'/><category term='EUA'/><category term='Mangabeira Unger'/><category term='Carlos Minc'/><category term='Nazismo'/><category term='Transnacionais'/><category term='Bu$ato'/><category term='metrô'/><category term='Júlio de Castilhos'/><category term='Patologia'/><category term='Igreja Católica'/><category term='Zelaya'/><category term='Ateísmo'/><category term='Reacionário'/><category term='privilégios'/><category term='Britto'/><category term='Wikipédia'/><category term='Nélson Jobim'/><category term='A Privataria Tucana'/><category term='Tegucigalpa'/><category term='Cristianismo'/><category term='Governo Lula'/><category term='Desinformação'/><category term='Liberais'/><category term='Bancos'/><category term='Troféus'/><category term='Comunismo'/><category term='Inflação'/><category term='Imprensa'/><category term='Complexo de Vira-lata'/><category term='CNT/Sensus'/><category term='Estradas'/><category term='FMI'/><category term='consumismo'/><category term='Incoerência'/><category term='PDS'/><category term='Aquecimento Global'/><category term='Redação'/><category term='CBF'/><category term='Bicameral'/><category term='Celulose'/><category term='Tiririca'/><category term='Paulo Autuori'/><category term='Gangue da Matriz'/><category term='FAO'/><category term='Amauri Soares'/><category term='Fox'/><category term='Eduardo Azeredo'/><category term='Quino'/><category term='Odone'/><category term='Marco Aurélio'/><category term='Petkovic'/><category term='Honestidade'/><category term='Maconha'/><category term='FM Cultura'/><category term='Marília Gabriela'/><category term='Soberania'/><category term='Daniel Dantas'/><category term='Bioma'/><category term='Saúde'/><category term='Monopólio'/><category term='Roboanel'/><category term='Fundamentalismo'/><category term='Câncer'/><category term='Legislação Ambiental'/><category term='Alckimin'/><category term='Evangélicos'/><category term='Haiti'/><category term='Orçamento Participativo'/><category term='Ana Maria Braga'/><category term='Davos'/><category term='Ceticismo'/><category term='Fracasso'/><category term='Sarah Palin'/><category term='Ministro'/><category term='EBC'/><category term='Verônica Serra'/><category term='Petrobrax'/><category term='O Globo'/><category term='Índia'/><category term='Comissão da Verdade'/><category term='Senadores'/><category term='Agapan'/><category term='Antônio Cândido'/><category term='Apple'/><category term='Bafômetro'/><category term='Comunique-se'/><category term='Trem-bala'/><category term='Sitotsky'/><category term='Alimentos'/><category term='Simone de Beauvoir'/><category term='Diogo Mainardi'/><category term='Kadafi'/><category term='PSDB'/><category term='Moacir Scliar'/><category term='Monsanto'/><category term='Colaboração'/><category term='Lauro Quadros'/><category term='CBS'/><category term='Fascismo'/><category term='Pacote'/><category term='Leonardo'/><category term='Joaquim Barbosa'/><category term='Egito'/><category term='Covas'/><category term='Trololó'/><category term='Mentira'/><category term='Mitificação'/><category term='Marcon'/><category term='Exclusão'/><category term='Kant'/><category term='Iuguslávia'/><category term='Deserto Verde'/><category term='Gripe Porcina'/><category term='Jabor'/><category term='MPE'/><category term='Revista Fórum'/><category term='Unicameral'/><category term='Morte'/><category term='Entrevista'/><category term='Pensamento Único'/><category term='Déficit Zero'/><category term='Boquirroto'/><category term='Anistia'/><category term='Fl´vio Koutzii'/><category term='Redes Sociais'/><category term='Capitalismo'/><category term='Vox Populi'/><category term='TSE'/><category term='Caixa 2'/><category term='Hitler'/><category term='Enciclopédia'/><category term='Presidente'/><category term='Mudança'/><category term='SOPA'/><category term='Lied'/><category term='Sarkozy'/><category term='Bin Laden'/><category term='Golpismo Midiático'/><category term='Microsoft'/><category term='Willian Bonner'/><category term='PMDB'/><category term='Software Livre'/><category term='Paz'/><category term='SP'/><category term='Apagão'/><category term='Fumo'/><category term='Brasil'/><category term='Pobresa'/><category term='Juscelino Kubitschek'/><category term='Moralismo'/><category term='Muro de Berlim'/><category term='FAG'/><category term='Financistas'/><category term='Revista Época'/><category term='Ford'/><category term='BRIC'/><category term='Concentração da Terra'/><category term='Marcelo Cavalcante'/><category term='Energia'/><category term='TV Brasil'/><category term='CPERS'/><category term='Lao Tsé'/><category term='Steve Jobs'/><category term='Jaime Caetano Braun'/><category term='Temporão'/><category term='Dieese'/><category term='Emater'/><category term='BNDES'/><category term='Demotucanos'/><category term='Nova Classe Média'/><category term='Bala de Prata'/><category term='Buchmann'/><category term='Líbia'/><category term='Cidania'/><category term='PDT'/><category term='Terra'/><category term='Imperialismo'/><category term='Irrigação'/><category term='Banalização'/><category term='Vida'/><category term='Luciano Alabarse'/><category term='Everaldo Maciel'/><category term='Síria'/><category term='PPB'/><category term='Atraso'/><category term='Ali Kamel'/><category term='PCB'/><category term='Cavaleiro'/><category term='Cidade'/><category term='Reforma Política'/><category term='Paulo Preto'/><category term='Déficit'/><category term='Língua'/><category term='Bolívia'/><category term='Tunísia'/><category term='Adão Paiani'/><category term='Augusto Nunes'/><category term='Brazil'/><category term='Salários'/><category term='Jornalistas'/><category term='Maragatos'/><category term='Umberto Eco'/><category term='Pinochet'/><category term='Latifúndio'/><category term='Vacina'/><category term='Mubarak'/><category term='Governabilidade'/><category term='Republicanos'/><category term='Carta Capital'/><category term='Preconceito'/><category term='Crime'/><category term='Farrapos'/><category term='Amnésia'/><category term='Governo Yeda'/><category term='Livros'/><category term='Rudolph Murdoch'/><category term='Grêmio'/><category term='Stalinismo'/><category term='Fórum Social Mundial'/><category term='Lulismo'/><category term='Raul Pont'/><category term='Eleitos'/><category term='Tecnologia'/><category term='Ultra-direita'/><category term='Arruda'/><category term='Laerte Braga'/><category term='Consumidor'/><category term='Homenagem'/><category term='Manchete'/><category term='Propaganda'/><category term='Teotônio Vilela'/><category term='Neoliberalismo'/><category term='Madre Tereza de Calcutá'/><category term='Arena'/><category term='Juremir'/><category term='Obsolescência Programada'/><category term='MP'/><category term='Fábio Koff'/><category term='Novo Jeito'/><category term='Idelber Avelar'/><category term='Telefônica'/><category term='Paulo Paim'/><category term='Ana Amélia'/><category term='Extrema-direita'/><category term='Rigotto'/><category term='Impostos'/><category term='Irlanda'/><category term='Vanguarda'/><category term='Eros Grau'/><category term='Quarta Frota'/><category term='Rolim'/><category term='Luis Fernando Veríssimo'/><category term='Água'/><category term='Fogo Amigo'/><category term='QI'/><category term='Nardoni'/><category term='Mírian Dutra'/><category term='Sema'/><category term='Estupro'/><category term='UE'/><category term='Poder Econômico'/><category term='João Simões Lopes Neto'/><category term='Celso Amorim'/><category term='Kayser'/><category term='Congresso Nacional'/><category term='Partidarização'/><category term='Colômbia'/><category term='França'/><category term='MDB'/><category term='OTAN'/><category term='Twitter'/><category term='Irã'/><category term='Lei Azeredo'/><category term='Desemprego'/><category term='Memória'/><category term='20 de Setembro'/><category term='Antônio Dorneu Maciel'/><category term='Diplomacia'/><category term='Liberalismo'/><category term='Daslu'/><category term='Bisol'/><category term='CEEE'/><category term='Vaticano'/><category term='Piratini'/><category term='Escrevinhador'/><category term='acaso'/><category term='Pedágios'/><category term='Nizan Guanaes'/><category term='Golpistas'/><category term='Direção'/><category term='Leitura'/><category term='MPF'/><category term='Pacificação'/><category term='Fidel'/><category term='Escolaridade'/><category term='Efeito Manada'/><category term='Mírian Leitão'/><category term='Queda'/><category term='Globo'/><category term='Valdemiro Santiago'/><category term='ONU'/><category term='Internet'/><category term='Cone Sul'/><category term='Gabeira'/><category term='Educação'/><category term='Gisele Bundchen'/><category term='Nelson Motta'/><category term='Marcelo Madureira'/><category term='Câmara de Vereadores'/><category term='Transgenia'/><category term='Genocídio'/><category term='Mundo'/><category term='Clube dos 13'/><category term='Receita Federal'/><category term='Pentecostais'/><category term='Estupidez'/><category term='Stédile'/><category term='Farsa'/><category term='Luis Fernando Schmidt'/><category term='Deseducação'/><category term='Rosane de Oliveira'/><category term='Oriente Médio'/><category term='FGV'/><category term='Telefonia'/><category term='Iniciativa Privada'/><category term='Frente Popular'/><category term='Jornal Já'/><category term='Berfran Rosado'/><category term='Eucalipto'/><category term='Mozilla Firefox'/><category term='Brizola'/><category term='Terremoto'/><category term='Fortunatti'/><category term='GM'/><category term='Poder'/><category term='11 de Setembro'/><category term='TV Cultura'/><category term='Fase'/><category term='Pecuária'/><category term='Sindicância'/><category term='Boaventura'/><category term='Lula'/><category term='Ciro'/><category term='Agrotóxicos'/><category term='Aldo Rebelo'/><category term='Dom Pedrito'/><category term='Jornais'/><category term='Cartel'/><category term='Marco Peixoto'/><category term='Terrorismo'/><category term='Espanha'/><category term='Dilma'/><category term='Desgoverno'/><category term='Azenha'/><category term='Ricos'/><category term='Humor'/><category term='OAB'/><category term='Mulheres'/><category term='Sociologia'/><category term='Batalha dos Aflitos'/><category term='Beto Albuquerque'/><category term='Al Qaeda'/><category term='Tucanos'/><category term='Rejeição'/><category term='NBC'/><category term='FSM 2009'/><category term='Aborto'/><category term='Claro'/><category term='Monocultura'/><category term='Homosexuais'/><category term='Mário Maestri'/><category term='Venezuela'/><category term='Cigarro'/><category term='PGE'/><category term='Internautas'/><category term='Música'/><category term='Brigada Militar'/><category term='Europa'/><category term='Japão'/><category term='Natal'/><category term='IBGE'/><category term='Corsan'/><category term='TCE'/><category term='Mercadante'/><category term='Caso Eliseu'/><category term='PIB'/><category term='Ronaldinho'/><category term='Rodrigo Maia'/><category term='bohnm'/><category term='Segurança Pública'/><category term='URSS'/><category term='Gente Diferenciada'/><category term='Barcelona'/><category term='José Carlos Aleluia'/><category term='Ivar Pavan'/><category term='Aeroyeda'/><category term='Sensacionalismo'/><category term='Mercosul'/><category term='Discurso'/><category term='Telebrás'/><category term='São Paulo'/><category term='Ocupe Wall Street'/><category term='Stela Farias'/><category term='Movimentos Sociais'/><category term='William Waack'/><category term='Itamaraty'/><category term='BBB'/><category term='Dólar'/><category term='Avatar'/><category term='Governador'/><category term='Santiago'/><category term='Nepotismo'/><category term='Cuba'/><category term='Zero Hora'/><category term='Censura'/><category term='Privataria'/><category term='Brenner de Moraes'/><category term='Polícia Federal'/><category term='CPI'/><category term='MSNBC'/><category term='PNLB'/><category term='Canoas'/><category term='Neocons'/><category term='Kassab'/><category term='Ricardo Teixeira'/><category term='Banda Larga'/><category term='Contradições'/><category term='América'/><category term='Socialismo'/><category term='ACM'/><category term='Impunidade'/><category term='Bebida'/><category term='Blogosfera'/><category term='Voto'/><category term='Edir Macedo'/><category term='Brizola Neto'/><category term='Aécio Neves'/><category term='Democracia Liberal'/><category term='Exploração'/><category term='Tragédia'/><category term='Renúncia'/><category term='Bóris Casoy'/><category term='Código Florestal'/><category term='Noruega'/><category term='Serra'/><category term='Tamiflu'/><category term='Pinheirinho'/><category term='Figueirense'/><category term='Leonardo da Vinci'/><category term='CNN'/><category term='Wall Street'/><category term='Érico Veríssimo'/><category term='Protógenes'/><category term='Privatização'/><category term='Churrascão'/><category term='Alexandre Garcia'/><category term='Automóvel'/><category term='México'/><category term='Espetacularização'/><category term='Keynesianismo'/><category term='Humalla'/><category term='Manipulação'/><category term='Polícia'/><category term='Julian Assange'/><category term='Portugal'/><category term='Autodidata'/><category term='Coca-cola'/><category term='Desigualdade'/><category term='Rússia'/><category term='Santa Cruz do Sul'/><category term='Web'/><category term='Sarney'/><category term='Lair Ferst'/><category term='Bresser Pereira'/><category term='Cervejeiras'/><category term='PIPA'/><category term='Planos de Saúde'/><category term='José Dirceu'/><category term='Estatal'/><category term='Popularidade'/><category term='Voltaire'/><category term='Bolsa-Família'/><category term='Poder Político'/><category term='Petrobras'/><category term='TV'/><category term='Zé Otávio'/><category term='Carta Maior'/><category term='Verdade'/><category term='Caça às Bruxas'/><category term='Palestina'/><category term='Vitória'/><category term='MST'/><category term='UERGS'/><category term='Lisboa'/><category term='Pornografia'/><category term='Corrupção'/><category term='Plano de Carreira'/><category term='Revolução Farroupilha'/><category term='Bom Senso'/><category term='Fiergs'/><category term='Patrícia Poeta'/><category term='João Havelange'/><category term='Espionagem'/><category term='Deputados'/><category term='Factóide'/><category term='Michelangelo'/><category term='Sul 21'/><category term='Pesquisa'/><category term='TV E'/><category term='Bancadas'/><category term='Francisco Luçardo'/><category term='Anonimato'/><category term='Irresponsabilidade'/><category term='Banestado'/><category term='Encruzilhada do Sul'/><category term='Paulo Santana'/><category term='Transparência'/><category term='Celso Roth'/><category term='Incentivos Fiscais'/><category term='Berlusconi'/><category term='Professores'/><category term='PLC'/><category term='Tradição'/><category term='Romantismo'/><category term='FHC'/><category term='Índios'/><category term='Rádi Gaúcha'/><category term='Ricardo Kotscho'/><category term='CCs'/><category term='Liberddade de Imprensa'/><category term='Lia Luft'/><category term='Aldeia Gaulesa'/><category term='BM'/><category term='PSB'/><category term='José Clovis de Azevedo'/><category term='TFP'/><category term='Tonho Crocco'/><category term='Zeca Moraes'/><category term='DF'/><category term='Estiagem'/><category term='Vênus Platinada'/><category term='Merval Pereira'/><category term='George W. Bush'/><category term='Inveja'/><category term='Direito'/><category term='RBS'/><category term='Tancredo Neves'/><category term='Jair Bolsonaro'/><category term='Olimpíadas'/><category term='Eleições'/><category term='Eduardo Frei'/><category term='Racismo'/><category term='Engels'/><category term='Victor Bacchetta'/><category term='Robin Hood'/><category term='Aod Cunha'/><category term='Machismo'/><category term='Fernando Pimentel'/><category term='Carlos Augusto Montenegro'/><category term='Arena TricolorA'/><category term='Federalismo'/><category term='Intolerância'/><category term='Elite'/><category term='Tribunal de Contas'/><category term='PNBL'/><category term='Presidenta'/><title type='text'>Alfabetizados Políticos</title><subtitle type='html'>O pior analfabeto é o analfabeto político. Ele não ouve, não fala, nem participa dos acontecimentos políticos. Ele não sabe que o custo de vida, o preço do feijão, do peixe, da farinha, do aluguel, do sapato e do remédio dependem das decisões políticas.

Bertolt Brecht</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://alfabetizadospoliticos.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default?start-index=101&amp;max-results=100'/><author><name>Gelso Job</name><uri>http://www.blogger.com/profile/15788350778684404150</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_9bCCyO5nNMQ/TLzs-QeGi0I/AAAAAAAAAcY/35YtZeAJU5w/S220/100_0278.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>648</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-336035868927588362.post-1409781350840605078</id><published>2012-01-30T00:51:00.002-02:00</published><updated>2012-01-30T00:53:44.645-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Luta'/><category scheme='http://www.blogger.com/atom/ns#' term='Pinheirinho'/><category scheme='http://www.blogger.com/atom/ns#' term='São Paulo'/><category scheme='http://www.blogger.com/atom/ns#' term='Massacre'/><category scheme='http://www.blogger.com/atom/ns#' term='Idelber Avelar'/><title type='text'>O Massacre de Pinheirinho e o Futuro da Luta</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" class="size-medium wp-image-817" height="185" src="http://revistaforum.com.br/idelberavelar/wp-content/uploads/2012/01/pinheirinho-300x185.gif" title="pinheirinho" width="300" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="wp-caption alignleft" id="attachment_817" style="width: 310px;"&gt;&lt;a href="http://revistaforum.com.br/idelberavelar/wp-content/uploads/2012/01/pinheirinho.gif"&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="wp-caption-text"&gt;Por &lt;a href="http://revistaforum.com.br/idelberavelar/2012/01/27/o-massacre-de-pinheirinho-e-o-futuro-da-luta/"&gt;Idelber Avelar&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lembremos, para sempre, Pinheirinho. Num país em que a desmemória é  tanto uma política oficial de Estado como uma espécie de requisito para o  exercício capenga e precário da cidadania, reiterar uma e outra vez o  que aconteceu já é um primeiro passo. No dia 22 de janeiro de 2012,  domingo, como naquele 22 de janeiro que, na Rússia, ficou conhecido como  &lt;a href="http://en.wikipedia.org/wiki/Bloody_Sunday_%281905%29"&gt;Domingo Sangrento&lt;/a&gt;, em São José dos Campos, São Paulo, &lt;a href="http://www.youtube.com/watch?v=NBjjtc9BXXY"&gt;aconteceu isto&lt;/a&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A combinação de elementos que compõem o massacre é uma espécie de  catálogo da história do Brasil, com todos os componentes que vemos  reiterados, uma e outra vez, ao longo dos anos: 1) um terreno que era  propriedade do Estado (desde o assassinato de seus donos originais, em  1969) passa às mãos de um megaespeculador, já acusado de quebrar uma &lt;a href="http://pt.wikipedia.org/wiki/Bolsa_de_Valores_do_Rio_de_Janeiro"&gt;instituição financeira&lt;/a&gt;  do poder público; isso não impede que a propriedade estatal seja  transferida a mãos privadas por misteriosos caminhos, com fortes  indícios de grilagem; 2) o poder público se exime de uma de suas mais  elementares obrigações, a de recolher tributos sobre o terreno, que  acumula trinta anos sem pagamento de IPTU; 3) uma comunidade de pobres, à  qual foi negado um direito básico, consagrado na Constituição, o da  moradia, ocupa o terreno e &lt;a href="http://www.vejosaojose.com.br/cidadeempedeguerra.htm"&gt;passa a reinventá-lo&lt;/a&gt;:  constroem suas casas; montam um sistema de arruamento e de coleta de  lixo; preservam todas as matas ciliares e nascentes do local; 4) o poder  público não só se recusa a fazer o que estaria na sua alçada para  ajudar os pobres (adjudicar o terreno e regularizá-lo), como atua,  efetivamente, como advogado do grileiro especulador, movendo ações  contra os moradores em nome do interesse privado sem nunca lembrar-se de  cobrar os milhões de IPTU devidos; 5) o Tribunal de Justiça de São  Paulo, o mesmo que, como bem lembrou o jurista e poeta Pádua Fernandes, &lt;a href="http://opalcoeomundo.blogspot.com/2012/01/violencia-e-pinheirinho-tiros-e-bombas.html"&gt;anulou a condenação do Ubiratan do Carandiru&lt;/a&gt;,  emite ordem de reintegração de posse, num contexto de conflito de  competências com a Justiça Federal, que concedera ao movimento &lt;a href="http://www.solidariedadepinheirinho.blogspot.com/2012/01/tribunal-regional-federal-suspende.html"&gt;uma liminar que suspendia dita ordem;&lt;/a&gt;  6) com pressa e desespero que estavam em flagrante contraste com as  décadas e décadas de abandono do terreno até que nele chegassem os  moradores, em descumprimento de acordo político supostamente selado dias  antes, em desobediência à ordem da Justiça Federal (cuja tensão com a  ordem da Justiça Estadual sugeriria, para além de qualquer discussão  técnico-jurídica, que o mais sensato seria esperar), em aparente  contradição com a &lt;a href="http://www.dji.com.br/normas_inferiores/regimento_interno_e_sumula_stj/stj__0150.htm"&gt;Súmula nº 150&lt;/a&gt; do Superior Tribunal de Justiça (lembrada por Samuel Martins &lt;a href="http://opalcoeomundo.blogspot.com/2012/01/violencia-e-pinheirinho-tiros-e-bombas.html"&gt;no blog de Pádua&lt;/a&gt;), a prefeitura e o governo estadual realizam &lt;a href="http://www.tsavkko.com.br/2012/01/massacre-do-pinheirinhos-fotos-e-videos.html"&gt;uma invasão policial de surpresa&lt;/a&gt;, numa manhã de domingo, com blindados, balas de borracha e cães, impondo sobre os moradores &lt;a href="http://www.cartacapital.com.br/sociedade/liguei-para-o-190-com-medo-da-policia/"&gt;um horror que estende durante todo o dia&lt;/a&gt;,  sob o silêncio impassível do governo federal, com a exceção da  declaração de um Ministro, de que “acompanhamos o desdobramento do caso”  e a presença de um assessor, baleado pela Polícia de forma &lt;a href="http://blogdosakamoto.uol.com.br/2012/01/24/pinheirinho-brasil-e-a-tragedia-do-desenvolvimento/"&gt;“grave mas não imperdoável”&lt;/a&gt;,  segundo palavras de seu superior. Lançados ao relento sem nenhum plano  de nenhuma instância governamental, eles voltam à condição em que os  quer ver o poder. Já não são os cidadãos orgulhosos apesar de pobres,  sujeitos de um poder constituinte, apesar de oprimidos, de Pinheirinho.  Já eram puro &lt;i&gt;homo sacer&lt;/i&gt;, a vida que (aos olhos do poder) não  vale nada, a vida que pode ser sacrificada sem ser objeto de luto.  Saltei várias etapas, mas mesmo um relato exaustivo não teria  apresentado uma lógica diferente: os ricos privatizando o Estado à  margem da lei, o Estado como braço armado dos ricos, com frequência ao  arrepio da própria lei, o Judiciário como fundamentação legal de um  saqueio já definido a priori, como fato consumado.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span id="more-812"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;É um próprio membro do Ministério Público Federal, o mestre em  Direito e professor da UFBA Vladimir Aras, quem caracteriza o episódio  como &lt;a href="http://blogdovladimir.wordpress.com/2012/01/25/o-pinheirinho-e-o-naufragio-da-justica/"&gt;naufrágio da Justiça&lt;/a&gt;, afirmando: &lt;i&gt;Essa  grave e vergonhosa violação de direitos fundamentais precisa ser  reparada. Se não o for mediante uma intervenção federal (art. 34, inciso  VI ou VII, alínea `b`, da CF) ou num &lt;/i&gt;&lt;i&gt;&lt;b&gt;incidente de deslocamento de competência&lt;/b&gt;&lt;/i&gt;&lt;i&gt;  (art. 109, V-A, da CF), que o seja perante a Corte Interamericana de  Direitos Humanos, numa ação de responsabilização internacional do País.&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Por que foram expulsos os moradores de Pinheirinho? A melhor resposta &lt;a href="http://www.quadradodosloucos.com.br/2542/mil-pinheirinhos-contra-a-comiseracao-desgracada/"&gt;me parece ser a de Bruno Cava&lt;/a&gt;: &lt;i&gt;Qualquer  um em Pinheirinho sabe porque foram removidos. Sabe melhor do que os  acadêmicos de direito. Basta ouvir os moradores. Porque tem muito  dinheiro envolvido, porque os poderosos não podem aceitar vida fora das  regras instituídas (a propriedade e o trabalho), porque não pode virar  um tão mau exemplo para os pobres do mundo. Lidar com um Pinheirinho já  dá tanto trabalho, imaginem mil, dez mil ocupações atrevidas? Não pode.&lt;/i&gt; Em outras palavras, como apontou João Telésforo &lt;a href="http://brasiledesenvolvimento.wordpress.com/2012/01/25/justica-nao-e-pacificacao/"&gt;em texto que faz perfeita dobradinha com o de Bruno&lt;/a&gt;, equivoca-se Elio Gaspari ao confundir Justiça com pacificação: &lt;i&gt;O  jornalista da Folha compartilha da perspectiva comum de que a solução  justa é a que “pacifica” a questão, ainda que com prejuízos à parte mais  fraca – na verdade, com o maior prejuízo possível que ela seja capaz de  aceitar. Se a parte não aceita o “acordo” que se busca impor a ela, e  como resposta recebe a violência, a culpa do conflito é dela!&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;É por isso que esse Poder precisa mentir. Como destacou meu amigo Hugo Albuquerque &lt;a href="http://descurvo.blogspot.com/2012/01/dez-mentiras-que-cercam-o-pinheirinho.html?spref=tw"&gt;em um post memorável que está entre os melhores da história do Descurvo&lt;/a&gt;,  essas mentiras são “consciente e oportunamente utilizada[s] pelo  Poder”. Cada uma delas – e Hugo foi certeiro na compilação das dez  “melhores”, ou seja, as mais cínicas – embute uma longa história que se  repete a cada atrocidade contra os pobres em nossa história: a que  justifica o massacre com argumentos legalistas (5), a que manipula a  própria lógica legalista de classe (3), a que pura e simplesmente  falseia a realidade da violência (1, 4), a que culpa as vítimas,  atribuindo-lhes atos e atributos que estão disseminados por todo o corpo  social, que não são exclusividade sua (6, 8), aquela a que recorrem os  partidários da instância do poder público que é autora do massacre,  culpando como autor justamente a instância que se omitiu (7), aquela a  que recorrem os partidários da instância do poder público que se omitiu,  isentando-se com o argumento de que nada podia ser feito nem dito (9), a  que culpa as vítimas simplesmente por terem defendido o único que  tinham, o único que os distinguia enquanto sujeitos sociais (2) e,  finalmente, a que é a mais própria do Brasil, a que é a cara da nossa  História, aquela que o Poder—em todas as suas instâncias—quer nos impor  agora, na hora do luto (10).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Que essa mentira seja, como as outras, recusada. A luta—e não o  conformismo, a desmemória, o cinismo e a servidão voluntária ao Poder—se  impõe. E ela se impõe não porque tenhamos certeza de seu sucesso. Ela  se impõe porque, hoje, não nos está dada a possibilidade de não lutar.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/336035868927588362-1409781350840605078?l=alfabetizadospoliticos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alfabetizadospoliticos.blogspot.com/feeds/1409781350840605078/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/o-massacre-de-pinheirinho-e-o-futuro-da.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/1409781350840605078'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/1409781350840605078'/><link rel='alternate' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/o-massacre-de-pinheirinho-e-o-futuro-da.html' title='O Massacre de Pinheirinho e o Futuro da Luta'/><author><name>Gelso Job</name><uri>http://www.blogger.com/profile/15788350778684404150</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_9bCCyO5nNMQ/TLzs-QeGi0I/AAAAAAAAAcY/35YtZeAJU5w/S220/100_0278.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-336035868927588362.post-1177671287036382640</id><published>2012-01-25T14:11:00.004-02:00</published><updated>2012-01-25T14:18:37.439-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Capitalismo'/><category scheme='http://www.blogger.com/atom/ns#' term='Marx'/><category scheme='http://www.blogger.com/atom/ns#' term='URSS'/><category scheme='http://www.blogger.com/atom/ns#' term='Comunismo'/><category scheme='http://www.blogger.com/atom/ns#' term='Engels'/><category scheme='http://www.blogger.com/atom/ns#' term='Marxismo'/><title type='text'>Marx 2020</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-KdM7-eTmozA/TyANKWXE6bI/AAAAAAAAEPU/YUvPBMukr_Q/s1600/karl-marx-by-kenmeyerjr.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-KdM7-eTmozA/TyANKWXE6bI/AAAAAAAAEPU/YUvPBMukr_Q/s400/karl-marx-by-kenmeyerjr.jpg" width="291" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="background-color: white; text-align: justify;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;"Tudo  o que sei é que eu não sou marxista". Filósofo mais do que agitador,  cientista mais do que ativista, amante da democracia. Eis quem realmente  era o pai do&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;&lt;b style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Manifesto do Partido Comunista&lt;/b&gt;&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.  Palavra de quem está arquivando a sua imensa obra ainda inédita: 114  volumes, o último dos quais será publicado em 2020. Em tempo, talvez,  para entender em que mundo viveremos, como demonstra um trecho jamais  lido do&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;&lt;b style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Capital&lt;/b&gt;&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, que parece ter sido escrito hoje.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;A reportagem é de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Andrea Tarquini&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, publicada no jornal&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;La Repubblica&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, 08-01-2012. A tradução é de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Moisés Sbardelotto&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Agitador,  revolucionário, profeta inflexível da luta de classes. Foi assim que  ele permaneceu na memória do mundo. Mas não: ele foi acima de tudo  teórico e cientista, politólogo e pensador crítico sempre curioso, muito  atento até às ciências naturais e às novas tecnologias. Acreditava na  democracia e na liberdade de expressão muito mais do que se pensa,  considerava-as irrenunciáveis. E ele tinha previsto a seu modo a crise  contemporânea do capitalismo atual, muito mais do que as ditaduras  totalitárias real-socialistas transmitiram.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Ele surge do passado como um moderno&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;new-labourista&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  um progressista alemão ou um liberal norte-americano, dos seus escritos  de milhares de páginas amareladas, mas desempoeiradas cuidadosamente em  um belo edifício neoclássico aqui de Berlim, no número 22/23 da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Jaegerstrasse&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Aqui na esplêndida&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Mitte&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, a um passo da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Gendarmenmarkt&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, a praça das cerimônias prussianas e do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Kaiser&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, talvez a mais bela da capital. Estamos no quarto andar da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Berlin-Brandenburgische Akademie der Wissenschaften&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  a Academia de Ciências que revê a sua obra e, um volume depois do  outro, prepara a sua publicação completa: 114 tomos de hoje até 2020, e  sabe-se lá como o mundo será então.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;"Certamente, ele o tinha estudado e previsto muito melhor de como nos foi dito pelos poderes que&amp;nbsp; o usaram&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;post-mortem&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;", explica o doutor&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Gerald Hubmann&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, responsável, ao lado do professor&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Manfred Neuhaus&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, do grande trabalho.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Mas, enfim, de quem estamos falando? De&amp;nbsp;&lt;/span&gt;&lt;b style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Karl Marx&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  justamente ele. Aqui, os seus escritos, livros, anotações, cartas são  estudados, relidos de modo crítico e publicados passo a passo. E ele, "o  velho barbudo" – como o chamaram, afetuosa e reverentemente, muitas  gerações de militantes de esquerda –, juntamente com&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Friedrich Engels&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, volta a ser atual sob uma outra luz.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;É um mergulho na história, o da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Jaegerstrasse 22/23&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.  Um mergulho sereno na ducha fria e inquietante da crise do mundo  global. Os volumes, reeditados em versão crítica e científica, um depois  do outro, se empilham nas salas dos acadêmicos.&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;&lt;b style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Mega&lt;/b&gt;&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;&amp;nbsp;–  "grande" em grego antigo – é o nome do projeto das obras completas de  Marx e Engels, revista de modo crítico. Mega, em alemão, é uma sigla:&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx-Engels GesamtAusgabe&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.  Remexendo nas cartas consumidas pelo tempo, descobrem-se coisas que os  contemporâneos de Marx queriam ignorar, e que o marxismo-leninismo  oficial preferiu censurar.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;As&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;&lt;b style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Teses sobre Feuerbach&lt;/b&gt;&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, explica&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Hubmann&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, não fizeram parte, no início, de&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;&lt;b style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;A ideologia alemã&lt;/b&gt;&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.  Foram inseridas apenas depois, e o todo, segundo Marx, era apenas uma  coleção de apontamentos "destinados para os ratos". Apontamentos de  agitação política entregues aos manuscritos seus da época, todos à pena  com correções e rasuras, os desenhos de rostos muitas vezes femininos,  talvez esboçados por&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Engels&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;&amp;nbsp;ao lado. Slogans políticos transformados em ortodoxia na&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;URSS&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Em suma: a teoria segundo a qual a existência material determina a consciência, base do materialismo histórico, explica&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Hubmann&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, era uma ideia em que&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;não  acreditava. "Olhe aqui", diz ele, mostrando um volume reeditado, "Marx  disse: 'Tudo o que eu sei é que não sou um marxista'".&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;"Um livro depois do outro", explica&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Hubmann&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, "nós, curadores do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Mega&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, descobrimos um outro&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.  Não um 'cachorro morto', não um ideólogo do passado, mas sim um  politólogo e cientista atual. Um homem que continuou pesquisando com  curiosidade até a velhice e soube ver e prever as raízes da crise de  hoje. Estudou, nos seus últimos anos, a evolução do capitalismo, de  capitalismo industrial a sistema cada vez mais baseado no crédito e nas  finanças e, portanto, exposto às suas oscilações e às suas incertezas", a  crises ingovernáveis em detrimento de todos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;A reviravolta, a sua fase depois do&amp;nbsp;&lt;/span&gt;&lt;i style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;&lt;b style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Capital&lt;/b&gt;&lt;/i&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  começou com o estudo da economia norte-americana: os grandes espaços, a  exigência de construir às pressas ferrovias e outras infraestruturas, o  crescente apetite por matérias-primas, o boom da agricultura, explicam  os acadêmicos, impuseram a crescente dependência da economia real ao  crédito: era necessário cada vez mais dinheiro.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Mega II/13:&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;eis as análises do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;idoso  sobre os novos processos de circulação do capital, sobre o seu  desenvolvimento turbinado como sistema cada vez mais financeiro. Parece  ler páginas sobre a crise dos nossos dias, mas, ao contrário, são tão  velhas quanto um século e meio.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Foi um acaso, um acidente da história que o projeto&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Mega&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;tenha podido ver a luz do dia. Obras, correspondências e apontamentos de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;e&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Engels&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;estavam ao alcance das mãos, no arquivo do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;SPD&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;[Partido Social-Democrata alemão]. Depois da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Revolução Bolchevique&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, nasceu um volumoso trabalho comum de cientistas social-democratas alemães e do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;PCUS&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;[Partido Comunista da União Soviética] para organizá-los.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Parte do material foi levado para Moscou, outra parte permaneceu na vibrante&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Berlim&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;da frágil&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;República de Weimar&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.  Foram as raízes da obra completa, mas os dramas daqueles anos a  secaram. A pesquisa daqueles cientistas e filósofos também caiu muito  rapidamente sob os olhos desconfiados da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;NKVD&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, a polícia secreta de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Stalin&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;. O ditador, relata&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Hubmann&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  não gostou de descobrir certas páginas críticas, certas notas sobre a  exigência da liberdade de expressão e do livre debate entre forças  políticas e sociais. Menos ainda lhe agradou descobrir que Marx e Engels  tinham escrito muito mais do que Lenin e não teorizavam um  totalitarismo, muito menos os gulag.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Com a brutal reviravolta autoritária na&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;URSS&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, os cientistas marxistas acabaram mal. Começando pelo seu líder,&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;David Ryazanov&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  que foi executado por traição em 1938, pouco antes do pacto  Hitler-Stalin. Outros acabaram vigiados e só a grande fama os salvou de  um pelotão de fuzilamento. Foi o caso de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;György Lukács&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, o pai húngaro do marxismo crítico.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Mas se&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Moscou&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;chorava,&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Berlim&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;não sorria. Veio 1933, a democracia de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Weimar&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;foi derrubada por&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Hitler&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;. Os arquivos do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;SPD&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;se salvaram por acaso: os social-democratas, desafiando a&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Gestapo&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, os levaram a amigos acadêmicos holandeses. "Quem sabe por que, mas, anos mais tarde – narra&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Hubmann&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;–, na Holanda ocupada, a Gestapo e a polícia colaboracionista jamais pensaram em vasculhar os porões da academia de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Amsterdã&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, jamais descobriram o que de bom grado destruiriam".&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Veio 1945, a derrota do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Eixo&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;e a&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Guerra Fria&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;com a&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Alemanha&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;dividida. A&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;URSS&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;e a&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;República Democrática da Alemanha&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;(RDA) retomaram o trabalho de edição completa depois da morte de&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Stalin&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, mas&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Brezhnev&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;o impediu: muitos manuscritos críticos, muitas ideias perigosas de convite à dúvida.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;O trabalho ficou congelado até o 1989 da queda do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Muro de Berlim&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;. "E, embora possa parecer estranho", observam os professores da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Jaegerstrasse&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, "se trabalhamos livremente e com rigor científico no&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Mega&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, também devemos isso a&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Helmut Kohl&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  certamente insuspeito de simpatias marxistas. O chanceler da  reunificação, que amava história, decidiu que, talvez ocultamente, a  pesquisa sobre essas toneladas de manuscritos que a&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;RDA&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;havia trancado no porão deveria ser retomada na&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Alemanha&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;unificada".&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Passaram-se  mais de 20 anos desde aquela enésima reviravolta em que os manuscritos  amarelados dos dois barbudos conseguiram sobreviver. Agora, o trabalho  continua, dividido entre&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Berlim&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Amsterdã&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;e&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Moscou&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.  Com o crescente interesse dos preparadíssimos cientistas oficiais  chineses, que talvez procuram neles por novas ideias para a futura  primeira potência mundial. Eles também descobrem um outro&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;. O homem que, perseguido por quase toda a&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Europa&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, ganhava a vida como correspondente do&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;New York Daily Tribune&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Revejamos essas páginas: ele narrava como um grande enviado os abalos políticos e sociais ou as crises econômicas da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Europa&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;de então, até mesmo os primeiros movimentos operários na&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Itália&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;ou na&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Espanha&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;. Não havia as comunicações modernas:&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;e&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Engels&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;enviavam os artigos para&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Nova York&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;por navio, tinham que escrevê-los pensando para que não envelhecessem.&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Jenny Marx&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  a amada esposa, mantinha a contabilidade de cada expedição. Ela também  começou a conservar os mais curiosos e incríveis escritos do marido  ancião.&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Karl&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;tinha  renunciado à política, anotava a sua confiança no livre debate e no  confronto de ideias e de forças políticas. E começou a estudar as  ciências: eis os apontamentos e rabiscos perfeitos sobre a geologia,  sobre a física, sobre os primeiros passos da ciência nuclear.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;E eis, por fim mas não por último, a descoberta mais fascinante, talvez.&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;e&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Engels&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, na&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Europa&amp;nbsp;&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;do  capitalismo sem Internet nem jatinhos, criaram uma rede de troca de  correspondência internacional. Com líderes operários, com políticos, com  cientistas, pessoas de todas as correntes de pensamento ou de  tendência: a seu modo, dizem satisfeitos os acadêmicos da&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Jaegerstrasse&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;, essa foi a primeira rede social. Funcionou durante anos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;Seja bem-vindo de volta, querido velho&amp;nbsp;&lt;/span&gt;&lt;b style="border-style: none; border-width: 0px; color: #1a1a1a; line-height: 15px; margin: 0px; outline-width: 0px; padding: 0px;"&gt;Marx&lt;/b&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;,  e desculpe-nos: muitos extremismos opostos do século XX tinham te  transmitido mal. Vemo-nos em 2020. Talvez nos serviremos de ti quando  sabe-se lá que rosto o capitalismo terá.&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white;"&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;&lt;span style="font-family: inherit;"&gt;Fonte: &lt;a href="http://www.ihu.unisinos.br/noticias/505607-marx-2020"&gt;IHU&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="background-color: white; color: #1a1a1a; line-height: 15px;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white;"&gt;Via &lt;/span&gt;&lt;a href="http://www.aldeiagaulesa.net/2012/01/marx-2020.html?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+aldeiagaulesa%2FvSKk+%28Aldeia+Gaulesa%29" style="background-color: white;"&gt;Aldeia Gaulesa&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/336035868927588362-1177671287036382640?l=alfabetizadospoliticos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alfabetizadospoliticos.blogspot.com/feeds/1177671287036382640/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/marx-2020.html#comment-form' title='4 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/1177671287036382640'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/1177671287036382640'/><link rel='alternate' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/marx-2020.html' title='Marx 2020'/><author><name>Gelso Job</name><uri>http://www.blogger.com/profile/15788350778684404150</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_9bCCyO5nNMQ/TLzs-QeGi0I/AAAAAAAAAcY/35YtZeAJU5w/S220/100_0278.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-KdM7-eTmozA/TyANKWXE6bI/AAAAAAAAEPU/YUvPBMukr_Q/s72-c/karl-marx-by-kenmeyerjr.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-336035868927588362.post-6850371856833629254</id><published>2012-01-24T20:47:00.002-02:00</published><updated>2012-01-25T14:08:56.325-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Déficit'/><category scheme='http://www.blogger.com/atom/ns#' term='Ministro'/><category scheme='http://www.blogger.com/atom/ns#' term='Previdência'/><category scheme='http://www.blogger.com/atom/ns#' term='Jornalistas'/><title type='text'>Um apelo aos jornalistas e ao ministro da Previdência</title><content type='html'>&lt;h2 class="titulo-post sizefont2"&gt;&lt;/h2&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;img alt="" height="300" src="data:image/png;base64,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" width="400" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="entry sizefont3"&gt;&lt;b&gt;Por Eduardo Fagnani*&lt;/b&gt; &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Na última semana, as manchetes dos jornais saudaram o bom desempenho  da Previdência Social – “o melhor resultado em nove anos”. De fato, até  novembro de 2011 o segmento urbano teve superávit de 28 bilhões de  reais. Com as renúncias fiscais – que deveriam ser bancadas pelo Tesouro  – o superávit cai para 10 bilhões reais.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Esse resultado, fruto do crescimento da economia e da criação dos  empregos formais, mostra a falácia das pregações dos profetas do  apocalipse ligados ao mercado financeiro. Alguns escreveram que sem a  reforma da previdência “o país seria ingovernável”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Por desconhecimento ou má-fé não foram éticos ao sonegar à sociedade a  informação de que problemas financeiros decorriam da redução do ritmo  de crescimento das receitas durante mais de 25 anos em que a economia  cresceu menos de 2% ao ano. Se tivesse crescido 4% ao ano, a atual  relação despesa/ PIB (7,5%) seria metade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Cansados de tantos mitos e falácias, um grupo de 33 especialistas  lançou um livro apresentando ao debate uma visão alternativa àquela  defendida pelos representantes do mercado financeiro: o real problema  era exógeno (baixo crescimento) e não endógeno (aumento de despesas).  Logo, a alternativa era maior crescimento econômico e não mais reformas  ortodoxas para suprimir direitos**.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;No meio acadêmico essa nova visão apresentada ao debate foi bem  recebida; mas foi olimpicamente ignorada pelos formadores de opinião da  grande imprensa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;No caso da Previdência Rural, até novembro de 2011 os gastos  totalizaram 49 bilhões de reais (excluindo as renúncias fiscais ao  agronegócio de 2,5 bilhões de reais). Todavia, à luz da Constituição,  esse gasto não é “déficit”. E, sua fonte de financiamento não é a  receita da previdência urbana.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O segmento rural é um benefício típico da “Seguridade Social” (todos  têm direito ao mínimo, independente da sua capacidade de contribuição),  antagônico da lógica privada do “Seguro Social” (somente tem direito  quem contribui). Esse princípio, previsto no clássico Plano Beveridge  (1944), base &lt;i&gt;welfare state, &lt;/i&gt;inspirou os constituintes de 1988.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A sociedade concordou em assegurar uma velhice digna a milhões de  trabalhadores rurais que começaram a trabalhar nas décadas de 1940, sem  registro na carteira e em condições de semiescravidão. Passados 40 anos,  em 1988, o que as forças do mercado pretendiam fazer? &amp;nbsp;Deixar oito  milhões de velhos rurais ao deus dará, vagando pelas ruas e sarjetas  urbanas. Perderam, mas jamais aceitaram a derrota.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Reza o Plano Beveridge que benefícios da Seguridade Social são pagos  pelo conjunto da sociedade por meio de impostos gerais. A Constituição  criou duas novas contribuições (CSLL e COFINS) para essa finalidade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sentenciar que a Previdência Rural incorre em “déficit” é tão  equivocado quanto afirmar que existe “rombo” nas contas dos ministérios  da Defesa, do Planejamento, da Educação ou da Casa Civil. Qual a  diferença? Nenhuma, pois todos são financiados por impostos gerais pagos  pelo conjunto da sociedade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nesse sentido, faço um modesto apelo aos jovens jornalistas: leiam os  artigos 194 e 195 da Constituição. Além de informar corretamente os  leitores, se forem éticos, não reproduzirão manchetes como “Previdência  regista menor déficit desde 2002”; ou “Déficit do INSS cai 22% e tem o  menor valor desde 2002”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ao ministro da Previdência faço outro apelo singelo: mude a forma de  contabilização dos dados da previdência. A atual – repetida desde 1989 –  é claramente inconstitucional. Já escrevi e tenho incentivado o  movimento social a impetrar Ação Direta de Inconstitucionalidade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Mas isso seria evitável se o ministério incluísse o COFINS e a CSLL  como fontes de financiamento da previdência rural. Outra medida é  excluir as renúncias fiscais – de responsabilidade do Tesouro Nacional.  Com isso o ministro transformará o “abacaxi” num delicioso suco ou, se  preferir, numa caipirinha.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;*&lt;b&gt; Eduardo Fagnani &lt;/b&gt;é Professor Doutor do Instituto de Economia da Unicamp&lt;/div&gt;&lt;div style="text-align: justify;"&gt;** FAGNANI, E; HENRIQUE, W; LÚCIO, C.. Previdência social: como  incluir os excluídos? Uma agenda voltada para o desenvolvimento  econômico com distribuição de renda. &amp;nbsp;Debates Contemporâneos – Economia  Social e do Trabalho, n. 4.&amp;nbsp; São Paulo: Editora LTr; Campinas:  IE-UNICAMP, 2008, 584 páginas (ISBN 978-85-361-1202-2)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Publicado na &lt;a href="http://www.cartacapital.com.br/economia/um-apelo-aos-jornalistas-e-ao-ministro-da-previdencia/"&gt;Carta Capital &lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/336035868927588362-6850371856833629254?l=alfabetizadospoliticos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alfabetizadospoliticos.blogspot.com/feeds/6850371856833629254/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/um-apelo-aos-jornalistas-e-ao-ministro.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/6850371856833629254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/6850371856833629254'/><link rel='alternate' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/um-apelo-aos-jornalistas-e-ao-ministro.html' title='Um apelo aos jornalistas e ao ministro da Previdência'/><author><name>Gelso Job</name><uri>http://www.blogger.com/profile/15788350778684404150</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_9bCCyO5nNMQ/TLzs-QeGi0I/AAAAAAAAAcY/35YtZeAJU5w/S220/100_0278.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-336035868927588362.post-4353047291607765091</id><published>2012-01-22T23:52:00.001-02:00</published><updated>2012-01-22T23:53:39.136-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fernando Haddad'/><category scheme='http://www.blogger.com/atom/ns#' term='Enem'/><category scheme='http://www.blogger.com/atom/ns#' term='Brizola'/><title type='text'>Os "interésses" em desestabilizar o ENEM</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;img src="http://t3.gstatic.com/images?q=tbn:ANd9GcSJnE4gV-wEsIKJJY7cYzVrUlgDj7m6vT8XshYYbvxcgIrBKE0eosJt9DRv" /&gt;&lt;img src="http://www.flb-ap.org.br/wp-content/gallery/leonel-brizola-fotos-histocias/bb7044f4-16b0-f388.jpg" /&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Em homenagem ao velho e saudoso &lt;a href="http://pt.wikipedia.org/wiki/Leonel_Brizola"&gt;Tio Briza&lt;/a&gt;, que faria aniversário nesta data e que tinha na educação do povo brasileiro um de seus ideais de vida, vamos tentar destrinchar esta questão. Uma de suas tanta expressões que marcaram época e fizeram de sua figura uma marca ímpar, era quando falava dos "INTERÉSSES" que&amp;nbsp;estariam&amp;nbsp;por trás de alguma maracutaia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pois bem, temos&amp;nbsp;assistido&amp;nbsp;a um ataque sistemático, infundado e desmedido ao ENEM por parte da grande mídia nos últimos anos. A que se deve tamanho disparate a um sistema que avalia o ensino no país e que inclui milhões de&amp;nbsp;pessoas através do Prouni, Sisu e Fies? Já dei uma pista &lt;a href="http://alfabetizadospoliticos.blogspot.com/2010/11/pig-e-direita-perdedora-tirem-as-suas.html?showComment=1289421089869"&gt;aqui&lt;/a&gt; e outra &lt;a href="http://alfabetizadospoliticos.blogspot.com/2010/11/o-pig-e-o-serra-odeiam-o-enem-por-causa.html"&gt;aqui&lt;/a&gt;, mas ultimamente temos visto que existem mais coisas por trás como já bem colocou o &lt;a href="http://rudaricci.blogspot.com/2012/01/nova-ofensiva-contra-o-enem.html"&gt;Rudá Ricci&lt;/a&gt;. Segundo ele, existem duas causas, que seriam a reação da indústria do vestibular e a eleição da capital paulista, que tem Fernando Haddad como candidato. Eu acrescentaria o lobby da elite branca cristã, que não suporta ver políticas afirmativas que questionam seus&amp;nbsp;privilégios&amp;nbsp;de 500 anos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Enfim, neste dia lembremos de Leonel Brizola e nos inspiremos em sua luta pela inclusão da parcela mais&amp;nbsp;humilde&amp;nbsp;da população no mundo das letras e isto atualmente passa necessariamente pelo ENEM.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/336035868927588362-4353047291607765091?l=alfabetizadospoliticos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alfabetizadospoliticos.blogspot.com/feeds/4353047291607765091/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/os-interesses-em-desestabilizar-o-enem.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/4353047291607765091'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/4353047291607765091'/><link rel='alternate' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/os-interesses-em-desestabilizar-o-enem.html' title='Os &quot;interésses&quot; em desestabilizar o ENEM'/><author><name>Gelso Job</name><uri>http://www.blogger.com/profile/15788350778684404150</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_9bCCyO5nNMQ/TLzs-QeGi0I/AAAAAAAAAcY/35YtZeAJU5w/S220/100_0278.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-336035868927588362.post-6615394361460572739</id><published>2012-01-17T23:34:00.001-02:00</published><updated>2012-01-17T23:45:57.893-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='SOPA'/><category scheme='http://www.blogger.com/atom/ns#' term='PIPA'/><category scheme='http://www.blogger.com/atom/ns#' term='Mega Não'/><category scheme='http://www.blogger.com/atom/ns#' term='Internet'/><title type='text'>SOPA Blackout Brasil</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;h2 class="page-title"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt; &lt;/h2&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;NESTA QUARTA, &lt;b&gt;DIA 18/01&lt;/b&gt;, PROTESTE CONTRA AS&lt;br /&gt;TENTATIVAS DE CENSURA E BLOQUEIO DA INTERNET&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;TIRE SEU BLOG DA REDE DAS 8HS ÀS 20HS &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A INDÚSTRIA DO COPYRIGHT QUER APROVAR DUAS LEIS NO CONGRESSO NORTE-AMERICANO&lt;br /&gt;(&lt;a href="http://www.trezentos.blog.br/?p=6642"&gt;SOPA&lt;/a&gt; E &lt;a href="http://en.wikipedia.org/wiki/PROTECT_IP_Act"&gt;PIPA&lt;/a&gt;) QUE VISAM IMPEDIR A &lt;b&gt;LIBERDADE DE EXPRESSÃO, CRIAÇÃO E RECOMBINAÇÃO&lt;/b&gt; SOB O ARGUMENTO DE COMBATER A PIRATARIA.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Veja o tutorial: &lt;a href="http://ai5digital.com.br/"&gt;como tirar seu blog da rede&lt;/a&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Wikipedia anuncia adesão ao BLACKOUT&lt;/b&gt;, leia as razões &lt;a href="http://wikimediafoundation.org/wiki/English_Wikipedia_anti-SOPA_blackout"&gt;AQUI.&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Blog &lt;b&gt;MEGA NÃO&lt;/b&gt; detalha o protesto contra a censura na rede. &lt;a href="http://meganao.wordpress.com/"&gt;Leia!&lt;/a&gt;&lt;/div&gt;&lt;h2 class="page-title" style="text-align: justify;"&gt;SOPA Blackout&amp;nbsp;Brasil&lt;/h2&gt;&lt;div style="text-align: justify;"&gt;No dia 18/01/12 diversos sites, blogs e coletivos irão aderir ao &lt;a href="https://twitter.com/search/%23SOPABlackoutBR"&gt;#SOPABlackoutBR&lt;/a&gt;  da forma que for possível. O ideal é que o site fique fora do ar por  12h (de 8h as 20h), para que as pessoas sintam realmente como seria  terrível deixar de ter acesso ao site caso ele seja bloqueado pelo SOPA.  O período de tempo e o fato de ficar totalmente fora do ar fica a  critério de cada um.&lt;/div&gt;&lt;h2 style="text-align: justify;"&gt;Objetivo&lt;/h2&gt;&lt;div style="text-align: justify;"&gt;Mostrar às autoridades Brasileiras e grandes grupos econômicos a posição da sociedade Brasileira em relação ao &lt;a href="http://meganao.wordpress.com/2012/01/13/entenda-os-problemas-do-sopa-para-o-brasil-e-o-mundo/"&gt;SOPA&lt;/a&gt;  e demais práticas, normas, medidas judiciais e leis que ameaçam a  liberdade na Internet, e aproveitar a oportunidade para expor as ameaças  locais.&lt;/div&gt;&lt;h2 style="text-align: justify;"&gt;Por que aderir?&lt;/h2&gt;&lt;div dir="ltr" style="text-align: justify;"&gt;O SOPA apesar de ser um projeto de lei Americano, não  afetará apenas os Estados Unidos, pois o país concentra quase todos os  serviços e sites que utilizamos diariamente, e que podem ser afetados  tais como Youtube, Facebook, WordPress, Google, Gmail, Twiiter, e muitos  outros. Temos de lembrar também que muitos sites são hospedados nos  EUA, mesmo sem ter TLD americano e outros fora dos EUA com TLD americano  como (.com, .net, .org) em ambos os casos o site estará debaixo da  legislação Americana.&lt;/div&gt;&lt;div dir="ltr" style="text-align: justify;"&gt;SOPA também prevê instrumentos para bloquear os serviços de  publicidade e pagamento online sob a jurisdição dos EUA, impactando  qualquer site no mundo, apenas com base em uma denuncia de suspeita,e  sem ordem judicial.&lt;/div&gt;&lt;div dir="ltr" style="text-align: justify;"&gt;Os problemas não acabam por ai, o SOPA afetará  profundamente a liberdade de expressão na Internet, todos os sites se  verão obrigados a aplicar mecanismos de auto-censura, e filtrar toda  atividade online de seus usuários para evitar serem bloqueados.&lt;/div&gt;&lt;div dir="ltr" style="text-align: justify;"&gt;E junto com a lei Sinde na Espanha, Hadopi na França, o  SOPA pode ser um terrivel instrumento de pressão para que demais países  adotem legislações semelhantes. É importante lembrar que a Lei Sinde que  aparentemente havia sido brecada por ativistas Espanhois, foi aprovada  logo no inicio do novo mandato sob &lt;a href="https://www.eff.org/deeplinks/2012/01/spains-ley-sinde-new-revelations"&gt;grande pressão &lt;/a&gt;Americana.&lt;/div&gt;&lt;h2 style="text-align: justify;"&gt;Como aderir&lt;/h2&gt;&lt;div style="text-align: justify;"&gt;Qualquer forma de divulgação da ação é valida, estamos conectados em  rede, qualquer pequeno esforço de cada um pode resultar em grandes  impactos, veja algumas formas de agir.&lt;/div&gt;&lt;h3 style="text-align: justify;"&gt;Faça as pessoas entenderem o problema&lt;/h3&gt;&lt;div style="text-align: justify;"&gt;Se cada um conseguir explicar para cinco pessoas os problemas  envolvendo o SOPA e outros projetos de controle da rede, em pouco tempo  teremos bastante gente engajada e informada. Falar sobre o assunto é  muito importante, é um tema que afetará a todos nos e com esclarecimento  e ação poderemos evita-los.&lt;/div&gt;&lt;h3 style="text-align: justify;"&gt;Divulgando a ação&lt;/h3&gt;&lt;div style="text-align: justify;"&gt;Coloque em seu site um dos &lt;a href="http://meganao.wordpress.com/sopa-blackout-brasil/difusao-sopa-blackout/"&gt;selos&lt;/a&gt;, se desejar crie um link para o &lt;a href="http://meganao.wordpress.com/sopa-blackout-brasil/"&gt;Mega Não&lt;/a&gt;, ou para o post chamada no seu site.&lt;/div&gt;&lt;h3 style="text-align: justify;"&gt;Tirando seu site do ar&lt;/h3&gt;&lt;div style="text-align: justify;"&gt;Se você possui um site com acesso via FTP, crie uma página index.html  com sua mensagem de protesto contra o SOPA. caso não tenha idéia aponte  seu site para algumas das páginas que estarão disponíveis no endereço &lt;a href="http://ai5digital.com.br/"&gt;http://ai5digital.com.br/&lt;/a&gt; a partir de 15/01/12.&lt;/div&gt;&lt;h3 style="text-align: justify;"&gt;Tirando seu site parcialmente do ar&lt;/h3&gt;&lt;div style="text-align: justify;"&gt;Se seu site estiver hospedado no WordPress ou Blogspot, é possível  configurá-lo para apontar para uma página na home, crie esta página com a  mensagem de protesto e deixe ela como a home do blog durante o dia da  ação. Você também pode adotar a solução proposta pelo site “&lt;a href="http://www.derechoaleer.org/2012/01/18-de-enero-primer-apagon-de-internet-en-contra-sopa.html"&gt;Direito de Ler&lt;/a&gt;“&lt;/div&gt;&lt;h3 style="text-align: justify;"&gt;Twitter, Facebook, Orkut, Identica&lt;/h3&gt;&lt;div style="text-align: justify;"&gt;Não poderemos parar de usar estas redes e ferramentas neste dia, pois  eles serão muito úteis para disseminar a ação, não esqueca de usar  sempre a tag #SOPAblackoutBR. Neste caso sugiro que troque seu avatar  destas redes por um dos &lt;a href="http://meganao.wordpress.com/sopa-blackout-brasil/difusao-sopa-blackout/"&gt;avatares da ação&lt;/a&gt;.&lt;/div&gt;&lt;h3 style="text-align: justify;"&gt;Quem esta apoiando&lt;/h3&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;&lt;a href="http://meganao.wordpress.com/"&gt;Movimento Mega Não&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.trezentos.blog.br/"&gt;Coletivo Trezentos&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://idec.org.br/"&gt;IDEC&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.revistaforum.com.br/"&gt;Revista Forum&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://direitorio.fgv.br/cts/"&gt;Centro de Tecnologia e Sociedade – CTS/FGV&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://softwarelivre.org/"&gt;Software Livre Brasil&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.ganesha.org.br/"&gt;Pontão Ganesha&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://foradoeixo.org.br/"&gt;Fora do Eixo&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://partidopirata.org/"&gt;Partido Pirata do Brasil&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://rede.pelivre.org/"&gt;Rede PE Livre&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;h3 style="text-align: justify;"&gt;Quem vai participar&lt;/h3&gt;&lt;div style="text-align: justify;"&gt;Além, dos apoiadores, estes sites também vão participar do Blackout&lt;/div&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;&lt;a href="http://entropia.blog.br/" title="Difusão SOPA BlackOut"&gt;Entropia!&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.x4ids.com.br/2012/01/16/x4-ids-apoia-o-blackout-contra-o-sopa/"&gt;X4-IDS&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.sof.org.br/marcha"&gt;Marcha Mundial das Mulheres&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.visaopanoramica.com/"&gt;Visão Panorâmica&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;Estamos com um &lt;a href="https://docs.google.com/document/d/1QGsBZb-J9Er5ZdbyserR3-raPmUxqTS4o462i6t86Ng/edit"&gt;documento aberto para você colocar la os sites participantes&lt;/a&gt;, são muitos e logo apos o Blackout vamos lista-los aqui no Mega Não.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Saiba ainda quem mais vai participar no evento no &lt;a href="http://www.facebook.com/events/282502988471409/"&gt;Facebook&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/336035868927588362-6615394361460572739?l=alfabetizadospoliticos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alfabetizadospoliticos.blogspot.com/feeds/6615394361460572739/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/sopa-blackout-brasil.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/6615394361460572739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/336035868927588362/posts/default/6615394361460572739'/><link rel='alternate' type='text/html' href='http://alfabetizadospoliticos.blogspot.com/2012/01/sopa-blackout-brasil.html' title='SOPA Blackout Brasil'/><author><name>Gelso Job</name><uri>http://www.blogger.com/profile/15788350778684404150</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' wi
