Gustave Harmant

Gustave Harmant, real name Gustave Dardoize, was a 19th-century French playwright.

Managing director of the Théâtre de la Gaité and later of the Théâtre du Vaudeville (1864-1865), his plays were presented on the most important Parisian stages of his time: Théâtre du Vaudeville, Théâtre du Palais-Royal, Théâtre de l'Odéon etc.

Plays

  • 1852 : L'Original et la Copie, comedy in 1 act and in verses, with Armand-Numa Jautard
  • 1852 : Le Parapluie de Damoclès, comedy in 2 acts mingled with couplets, with Charles Varin and Ernest Lehmann
  • 1854 : Une partie de cache-cache, comédie en vaudevilles in 2 acts, with Lehmann
  • 1854 : Quand on n'a pas le sou..., vaudeville in 1 act, with Arsène de Cey
  • 1855 : 55 francs de voiture, vaudeville in 1 act, with Alfred Delacour
  • 1857 : Théâtre d'Elbeuf... Elbeuf dans de beaux draps, à-propos vaudeville in one act
  • 1860 : Le Capitaine Georgette, vaudeville in 1 act, with Delacour and Paul Siraudin
  • 1860 : Quelle mauvaise farce !, vaudeville en 1 act, with Alexandre Guyon and Amédée de Jallais
  • 1867 : Observations tendant à la suppression du droit des indigents sur les spectacles ; followed by courte réponse à M. Husson directeur général de l'assistance publique à Paris, with Hippolyte Cogniard, Eugène Déjazet, Hippolyte Hostein and Montigny

Bibliography


gollark: I think it would make more sense as an attribute™ or something.
gollark: Broadly speaking, yes.
gollark: Oh hypermemetic ultrabees.
gollark: ```pythonfrom z3 import *iters = [ Int(f"x{i}") for i in range(40) ]solver = Solver()for n,x in enumerate(iters): if n == 0: solver.add(x == 1111111) else: last = iters[n - 1] solver.add(Or(x == last, (x * 2) == last, x == ((last * 3) + 1)))solver.add(iters[-1] == 1)print(solver.check())print(solver.model())```This is the *best* way to do collatz.
gollark: It's a theorem prover. It can tell you if certain statements/sets of statements are satisfiable, and if so how.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.