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  1. The College of Juilly (French: Collège de Juilly) was a Catholic private teaching establishment located in the commune of Juilly, in Seine-et-Marne (France). Directed by the French Oratorians, it was created in 1638 by the Congregationists headed by Father Charles de Condren.

    • 2012
    • Orior, (I rise)
    • 1638; 385 years ago
    • Oratoire de France
  2. Le collège de Juilly est un établissement d'enseignement, placé sous la tutelle de l' Oratoire de France, qui a fonctionné presque sans interruption de 1638 à 2012.

    • Orior (« Je m'élève »)
    • 1638
    • 2012
    • Juilly
  3. Le Cours Bautain - La Salle est un établissement scolaire privé catholique regroupant école et collège situé à Juilly dans le 77. 13 rue Sainte-Marie 77230 JUILLY 01 64 36 23 23

    • College of Juilly1
    • College of Juilly2
    • College of Juilly3
    • College of Juilly4
    • College of Juilly5
  4. 18 giu 2022 · The Collége de Juilly institution and its park laid out in the 18C, famous for its boarding school created in 1638 and closed in 2012. In the 1960s, it was among the pioneers of teaching English by total immersion on the south coast of England, a method immortalized in Michel Lang’s film: À nous les petits Anglaises.

  5. 25 ago 2020 · This was the collège of Juilly, run not by Jesuits but by Oratorians. A school equally as prestigious as La Flèche or Louis-le-Grand, Juilly had produced not only Montesquieu but also military men of the stature of the maréchaux Villars and Berwick.

    • Haroldo A. Guízar
    • haguizar23@alumni.york.ac.uk
    • 2020
  6. The College of Juilly was a Catholic private teaching establishment located in the commune of Juilly, in Seine-et-Marne. Directed by the French Oratorians, it was created in 1638 by the congregationists headed by Father Charles de Condren.

  7. 28 September 1761. Limonade, Cap-Français, Saint-Domingue (now Haiti) Died. 6 October 1840. Paris, France. Summary. François Budan de Boislaurent was a Haitian born amateur mathematician best remembered for his discovery of a rule which gives necessary conditions for a polynomial equation to have n real roots between two given numbers. Biography.