![](data:image/png;base64,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)
JANUS.NET, e-journal of International Relations
e-ISSN: 1647-7251
Vol. 7, Nº. 2 (Novembro 2016-Abril 2017), pp. 69-96
Sobre a ordem constitucional no/do fascismo italiano
Pedro Velez
Reconstituição e hipostasiação do Estado. A anulação das soberanias
sociais e a construção de uma organização política mono-árquica
integral-integradora
O chamado vinténio fascista é cada vez mais visto como um «sperimento
costituzionale»
. Seguindo a interpretação do arquitecto da sua matriz fundamental, do
«Guardasigilli [Ministro da Justiça] dela Revoluzione» e Jurista do fascismo (como
também não deixou de ser apelidado contemporaneamente) Alfredo Rocco, interpretação
que os chamados constitucionalistas fascistissimi (Sergio Panunzio e Carlo Costamagna)
desenvolveriam, tal processo pode ser visto como (tentativa de) construção de uma
ordem que, enquanto organização monoárquica integradora do social no político, pudesse
actualizar em grau máximo a ideia de Estado
.
Em Janeiro de 1925, em pleno Parlamento, Mussolini anunciou a abertura de um novo
tempo político-constitucional. A partir de tal momento, o governo fascista deixou
efectivamente de ser um “governo normal” passando a ser o agente-director de uma
ditadura soberana (para utilizar terminologia schmittiana) definidora de uma nova
constitucionalidade (formal e material)
. Muito em especial com a “engenharia
e Jeremy Mitchell (eds.), Conditions of Democracy in Europe 1919–39, Systematic Case Studies, Palgrave
Macmillan, Houndmills/London, 2000, pp. 294 a 320.
Vide Enzo Fimiani, Fascismo e regime tra meccanismi statutari e «costituzione materiale», em M. Palla
(dir.), Lo Stato fascista, La Nuova Italia-Rcs, Firenze, 2001, pp. 79 a 176. Sobre a instituição do «regime»
fascista, maxime sobre os processos de transformação constitucional que tiveram lugar no vinténio, vide:
Livio Paladin, Fascismo (diritto costituzionale), em Enciclopedia del Diritto, vol. XVI, Giuffrè Editore, Milano,
1967, pp. 887-901; S. Labriola, la costituzione autoritaria, em S. Labriola, Storia della costituzione italiana,
Esi, Napoli, 1995, pp. 203 a 274; Alberto Aquarone, L’organizzazione dello Stato totalitario, 2.ª ed., Einaudi,
Torino, 2002. Ver também Renzo de Felice, Brève histoire du Fascisme, trad., Éditions Audibert, Paris,
2002; Philip Morgan, Italian Fascism 1915–1945, 2.ª ed., Palgrave Macmillan, Houndmills/New York, 2004,
cap. 3; John Pollard, The Fascist Experience in Italy, Routledge, London/New York 1998/2005, caps. 3 e 4.
Para uma consulta aos instrumentos jurídico-formais que instituíram um edifício constitucional fascista vide
Alberto Aquarone, L’organizzazione dello Stato totalitario, cit., pp. 315 e ss. [«appendice»]; pode ver-se
também Italie, em B. Mirkine-Guetzévitch, Les Constitutions de l’ Europe Nouvelle avec les texts
constitutionnels, parte II.ª, Librairie Delagrave, Dixième Édition, Paris, 1938, pp. 371 a 427.
Alfredo Rocco, La trasformazione dello Stato: dallo Stato liberale allo Stato fascista, La Voce, Roma, 1927
(os escritos de Rocco, designadamente as relações antecedendo as chamadas leis fascistissime, eram
considerados, na publicística fascista, como escritos canónicos, e fonte de interpretação autêntica da
doutrina do Estado e do direito constitucional fascista); Sergio Panunzio, Teoria generale dello Stato
fascista, 2.ª ed., Cedam, Padova, 1937; Carlo Costamagna, Storia e Dottrina del fascismo, Editrice Torinese,
Torino, 1938. Vide Pietro Costa, Lo ‘Stato Totalitario’: un campo semantico nella giuspubblicistica del
Fascismo, em Quaderni fiorentini per la storia del pensiero giuridico moderno, n.º 28, Tomo I, Giuffrè,
Milano, 1999, pp. 61 a 174. Hodiernamente, aqui e ali, parece apontar-se, mais ou menos explicitamente,
para uma caracterização da experiência do regime fascista italiano como projecto de actualização
superlativa da ideia de Estado – vide supra: Marcel Gauchet, À l'épreuve des totalitarismes, L'avènement
de la démocratie III, Bibliothèque des sciences humaines, Gallimard, Paris, 2010, pp. 348 e ss. (capítulo
VIII, «Le fascisme en quête de lui-même»); David D. Roberts, The totalitarian experiment in twentieth-
century Europe: Understanding the poverty of great politics, Routledge, London/New York, 2006, pp.271 e
ss. Pensa-se também na literatura do entre-guerras: vide Rudolf Smend, Constitucion y Derecho
Constitucional, Centro de Estudios Constitucionales, Madrid, 1985. Para uma topografia dos olhares sobre
o fascismo italiano, ver por todos Emilio Gentile, Qu’est-ce que le fascisme? Histoire et interpretation, versão
francesa, Gallimard, Paris, 2004, maxime pp. 67 e ss.
Certas transformações legislativas inicialmente operadas pelo novo governo de direcção fascista pareciam
já anunciar a superação da forma de Estado democrático-liberal: o Régio Decreto n.º 31 de 14 Janeiro 1923
criaria um corpo militar de defesa da ordem pública directamente dependente do Presidente do Conselho,
a Milícia Voluntária para a Segurança Nacional (Milizia Voluntaria per la Sicureza Nazionale, M.V.S.N.) – por
um posterior Decreto-Lei de 4 agosto de 1924, n.º 1292, a Milícia, tornar-se-ia, porém, parte integrante
das forças armadas, tendo os seus membros de prestar juramento ao Rei. A famosa lei Acerbo, a Lei n.º
2444 de 18 Novembro 1923, operaria uma primeira transformação de fundo da legislação eleitoral,
assegurando dois terços dos assentos parlamentares à lista apoiada por 25 por cento dos sufrágios. O R.D.L.
n.º 3288 de 15 de Julho de 1923, publicado somente a 8 de Julho de 1924, restringiria a liberdade de