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:* Lt. Godfrey – minimum between 2, 500 and 3, 000
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:* Les funérailles du général Marceau ( General Marceau's burial ), by P. H. Lamaire ( SOUTH façade, right ),
:* Le passage du pont d ' Arcole ( The Battle of Arcole ), by J. J. Feuchère ( NORTH façade, right ),
:* La prise d ' Alexandrie, ( The Fall of Alexandria ), by J. E. Chaponnière ( NORTH façade, left ),
:* Liège celebrates the Bastille Day each year since the end of the First World War, as Liège was decorated by the Légion d ' Honneur for its unexpected resistance during the Battle of Liège.
:* Baltimore has a large Bastille Day celebration each year at Petit Louis in the Roland Park area of Baltimore City.
:* Chicago has hosted a variety of Bastille Day celebrations in a number of locations in the city, including Navy Pier and Oz Park.
:* Milwaukee's four-day street festival begins with a " Storming of the Bastille " with a 43-foot replica of the Eiffel Tower.
:* Minneapolis has a celebration in Uptown with wine, French food, pastries, a flea market, circus performers and bands.
:* Montgomery, Ohio has a celebration with wine, beer, local restaurants ' fare, pastries, games and bands.
:* New York City has numerous Bastille Day celebrations each July, including Bastille Day on 60th Street hosted by the French Institute Alliance Française between Fifth and Lexington Avenues on the Upper East Side of Manhattan, Bastille Day on Smith Street in Brooklyn, and Bastille Day in Tribeca.
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:* Anne Spencer, Countess of Sunderland ( née Lady Anne Churchill ; 1683 – 1716 ), second daughter of the 1st Duke
:* William Godolphin, Marquess of Blandford ( 1700 – 1731 ), elder son of the 2nd Duchess, predeceased his mother without issue
:* Iterated function systems – use fixed geometric replacement rules ; may be stochastic or deterministic ; e. g., Koch snowflake, Cantor set, Sierpinski carpet, Sierpinski gasket, Peano curve, Harter-Heighway dragon curve, T-Square, Menger sponge
:* Strange attractors – use iterations of a map or solutions of a system of initial-value differential equations that exhibit chaos ( e. g., see multifractal image )
:* Escape-time fractals – use a formula or recurrence relation at each point in a space ( such as the complex plane ); usually quasi-self-similar ; also known as " orbit " fractals ; e. g., the Mandelbrot set, Julia set, Burning Ship fractal, Nova fractal and Lyapunov fractal.
:* Random fractals – use stochastic rules ; e. g., Lévy flight, percolation clusters, self avoiding walks, fractal landscapes, trajectories of Brownian motion and the Brownian tree ( i. e., dendritic fractals generated by modeling diffusion-limited aggregation or reaction-limited aggregation clusters ).
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