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:* Elizabeth Percy née Seymour ( 1716 – 1776 ), only daughter of the 1st Earl, married Sir Hugh Smithson
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:* and Elizabeth
:* Emma, by " Charlotte Brontë and Another Lady ", published 1980 ; although this has been attributed to Elizabeth Goudge, the actual author was Constance Savery.
:* Elizabeth Pierrepont married Sir Thomas Erskine, 1st Earl of Kellie, forbear of the Earls of Kellie.
:* George Gower-( The Armada Portrait of Elizabeth I, 1588 ?, one of the greatest English portraits in existence )
:* Ferdinando Sutton ( 1588-1621 ), who married Honora Seymour, a daughter of Edward Seymour, Viscount Beauchamp, who was considered by some a potential claimant to the throne on the death of Elizabeth I.
:* and Percy
:* and née
:* Anne Spencer, Countess of Sunderland ( née Lady Anne Churchill ; 1683 – 1716 ), second daughter of the 1st Duke
:* and Seymour
:* 7 Grade II: St Mary's Church ( Upton-cum-Chalvey ), Upton Court, the Kederminster and Seymour Almshouses in Langley, St Peter's Church ( Chalvey ), The Ostrich Inn ( Colnbrook ), and King John's Palace ( Colnbrook )
:* Roger Moore plays " heir to the Goldfarb Girdles fortune " Seymour Goldfarb, Jr., who perpetually identifies himself as actor Roger Moore and signs in to the race under that name ; his character behaves similarly to James Bond and only once ( by his mother ) is referred to by his real name.
:* Seymour Goldfarb is frequently shown evading police by using various James Bond-type gadgets ( such as oil slicks, smoke screens, switchable number plates ) installed in his Aston Martin DB5.
:* and –
:* 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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