How to Drill a Square HoleJill Britton2011-01-12 | Russian Video with no audio and excellent animations.Reuleaux Wheeled BikeJill Britton2013-03-07 | A Chinese man has successfully patented his new invention - a bicycle with odd-sided wheels.Teacher Talk: Math TrailJill Britton2013-02-01 | Original FASE video featuring National Math Trail creator, Kay Toliver, and her Harlem students.Prime Numbers and the Movie CubeJill Britton2013-01-24 | The film excerpt includes my sister ... actress Nicky Guadagni ... as Dr. Helen Holloway.Impossible StaircaseJill Britton2013-01-09 | ...Sand MandalaJill Britton2012-10-23 | Tibetan sand mandala, Chenrezig the Buddha of compassion Mandala.Craft Foam StanpsJill Britton2012-09-09 | Kathy Kromer shows us a quick, easy and inexpensive idea using sticky-back craft foam to create your own custom stamps. .Mobius StripJill Britton2012-07-04 | Four experiments with a mobius strip.Hexa-tetra-flexagonJill Britton2012-04-28 | A cyclic square flexagon with six faces.Chinatown Math Trail 8Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Chinatown Math Trail 7Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Chinatown Math Trail 6Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Chinatown Math Trail 5Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Chinatown Math Trail 4Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Chinatown Math Trail 3Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Chinatown Math Trail 2Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Chinatown Math Trail 1Jill Britton2012-03-22 | Math Trail by three Camosun College education students in Victoria's Chinatown.Mobius Strip II Animated MovieJill Britton2012-01-06 | Delightful animation of ants crawling on a Mobius strip. Escher would have loved it!Race to Catch a Buckyball (Part 4 of 4)Jill Britton2011-12-04 | Classic NOVA program on the discovery of buckminsterfullerene.Race to Catch a Buckyball (Part 3 of 4)Jill Britton2011-12-04 | Classic NOVA program on the discovery of buckminsterfullerene.Race to Catch a Buckyball (Part 2 of 4)Jill Britton2011-12-04 | Classic NOVA program on the discovery of buckminsterfullerene.The CycloidJill Britton2011-10-24 | Russian video on the classic cycloid curve. For details in English, visit http://en.etudes.ru/en/mov/mov015/index.php.Hexagonal KaleiodocycleJill Britton2011-08-16 | Details another way of assembling and flexing a hexagonal kaleidocycle.M. C. Escher KaleidocycleJill Britton2011-06-25 | Escher kaleidocycle by Doris Schattschneider and Wallace Walker . Download a printable version (with assembly instructions) from
http://britton.disted.camosun.bc.ca/kaleidocycle_color.pdf (requires Adobe Acrobat).Masters of Illusion (Part 2)Jill Britton2011-04-10 | Uses state-of-the-art computer graphics to demonstrate how scientific linear perspective was used by Renaissance artists to create the illusion of three-dimensional space.Math Trail: How to Make a BrewJill Britton2011-04-02 | ...Victoria Math Trail: Railway GardenJill Britton2011-04-02 | Victoria Math Trail: Railway GardenMath Trail Video 3Jill Britton2011-02-18 | ...Math Trail Video 2Jill Britton2011-02-18 | ...Math Trail Video 1Jill Britton2011-02-18 | ...Math & Pi & Red Planet MarsJill Britton2011-01-18 | Math excerpt from classic 1952 Sci-Fi movie "Red Planet Mars".Martin Gardner and FlexagonsJill Britton2011-01-12 | Flexagon excerpt from David Suzuki's 1996 "The Nature of Things" program on Gardner http://vimeo.com/7176521Coxeter, Martin Gardner & M.C. EscherJill Britton2011-01-12 | Escher excerpt from David Suzuki's 1996 "The Nature of Things" program on Gardner http://vimeo.com/7176521Mathematics of the Honeycomb (Part 2 of 2)Jill Britton2011-01-12 | The elegance of the honeycomb was not fully appreciated until modern mathematical methods were applied. A case history in scientific method and bionics.Mathematics of the Honeycomb (Part 1 of 2)Jill Britton2011-01-12 | The elegance of the honeycomb was not fully appreciated until modern mathematical methods were applied. A case history in scientific method and bionics.Downtown Victoria Math Trail (5 of 5)Jill Britton2011-01-12 | See http://britton.disted.camosun.bc.ca/geometry/MathTrail_Lofthouse_Brilling_Wu.pdf for the trail.Downtown Victoria Math Trail (4 of 5)Jill Britton2011-01-12 | See http://britton.disted.camosun.bc.ca/geometry/MathTrail_Lofthouse_Brilling_Wu.pdf for the trail.Downtown Victoria Math Trail (3 of 5)Jill Britton2011-01-12 | See http://britton.disted.camosun.bc.ca/geometry/MathTrail_Lofthouse_Brilling_Wu.pdf for the trail.Downtown Victoria Math Trail (2 of 5)Jill Britton2011-01-12 | See http://britton.disted.camosun.bc.ca/geometry/MathTrail_Lofthouse_Brilling_Wu.pdf for the trail.Downtown Victoria Math Trail (1 of 5)Jill Britton2011-01-12 | See http://britton.disted.camosun.bc.ca/geometry/MathTrail_Lofthouse_Brilling_Wu.pdf for the trail.Curves of Constant WidthJill Britton2011-01-12 | An animation of non-circular rollers, including a Reuleaux triangle. All rollers have constant width.The Maya Base-20 Number SystemJill Britton2011-01-12 | Examine the sophisticated base 20 system developed by the ancient Maya, which included a value for zero.Toddler Destroys Sand MandalaJill Britton2011-01-12 | ...Escher and the AlhambraJill Britton2011-01-12 | The effect of the Alhambra on Escher from the film "The Life and Works of M. C. Escher".Tetrahedron KiteJill Britton2011-01-12 | ...Teabag Folding: Triangle FoldJill Britton2011-01-12 | Teabag folding is used to create symmetrical designs and medallions. [Originally eight decorative European teabag wrappers were folded and locked together.] The triangle fold is one of the basic folds.Teabag Folding: Square FoldJill Britton2011-01-12 | Teabag folding is used to create symmetrical designs and medallions. [Originally eight decorative European teabag wrappers were folded and locked together.] The square fold is one of the basic folds.Design Classics: London Underground MapJill Britton2011-01-12 | History of the classic map by Harry Beck; includes an animated topological transformation from true geography. See http://video.google.com/videoplay?docid=5337876505495608598# ... for the entire video.Cosmos: The Platonic SolidsJill Britton2011-01-12 | Carl Sagan discusses Pythagoras, then introduces the dodecahedron and the other Platonic Solids.Monty Hall Problem: Numb3rs and 21Jill Britton2011-01-12 | Description and solution of the famous problem as it appeared in the TV show Numb3rs and in the movie 21.