THOMAS ANAND HOLDEN Department of Philosophy University of California, Santa Barbara 5631 South Hall Santa Barbara CA 93106

Source URL: www.thomas-holden.com

• American philosophers
• University of California
• Santa Barbara
• Hume Studies
• Moral philosophers
• Philosophers of science
• Janet Broughton

MARTINIS COCKTAILS SOUR APPLE

Source URL: www.landmarkamericana.com

• Beer styles
• Dogfish Head Brewery
• Klsch
• Alcohol by volume
• Pale ale
• Bitter
• August Schell Brewing Company
• Broughton Ales

April 25, 2003 To the Kirkland Travel Grant Awards Committee: Thank you for awarding me the Kirkland Doctoral Fellowship. This award has enabled me to complete my coursework and exams by the end of my second year as a do

Source URL: www.english.ufl.edu

• Rhoda Broughton
• Rhoda
• Thesis

21 Peaks in 21 Hours June 2014 On 20th June 2014, a group of novice fell walkers traversed 21 peaks in just 20 hours and 10 minutes. They walked from Broughton Mills to the base of Cat Bells covering over 30 miles and 12

Source URL: www.sunbeamsmusic.org

• Nuttalls
• Lake District
• Great Gable
• Bowfell
• Cold Pike
• Great Carrs
• Green Gable

DE HAVILLAND DH.115 VAMPIRE TRAINER Grateful thanks to Alan Allen for much of the base information below, also to various AB-ix contributors and websites Also grateful thanks to the amazing www.adf-serials.com website Fa

Source URL: www.ab-ix.co.uk

• Broughton
• De Havilland Vampire
• De Havilland

Triangular Surface Tiling Groups for Low Genus S. Allen Broughton, Robert M. Dirks∗ , Maria T. Sloughter∗ , C. Ryan Vinroot∗ February 17, 2001 Abstract

Source URL: www.tilings.org

carclo technical plastics LED Through an Optic Presented by Jason Broughton & Mike Bean

Source URL: www.ledlightforyou.com

Kaleidoscopic Tilings on Surfaces S. Allen Broughton Department of Mathematics Rose-Hulman Institute of Technology 5500 Wabash Ave. Terre Haute, Indiana

Source URL: www.tilings.org

Bibliography [1] Nick Baeth, Jason Deblois, and Lisa Powell, Separability of Tilings, MSTRS.A. Broughton, Classifying Þnite group actions on surfaces of low genus, J. of Pure & Appl. Algebra), 233-2

Source URL: www.tilings.org

Splitting tiled surfaces with abelian conformal tiling group S. Allen Broughton September 26, 1999 Abstract Let ϕ be a reflection on a closed Riemann S, i.e., an anti-conformal

Source URL: www.tilings.org