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anonymous

iLearn Technology » Blog Archive » Meet Me at Midnight - 0 views

  • Meet Me at Midnight is an interactive adventure/comic book that takes place in the Smithsonian Art Museum.  Through this fun mystery adventure, students are introduced to American art and Artists from the Smithsonian collection.
Chris D

Andy Goldsworthy - 0 views

  • have strong evidence that Andy Goldsworthy is actually an alien. He and William Eggleston - who was most aptly described in an article as a man who takes photographs as though it was his first visit to planet Earth. Indeed. It was most likely Goldworthy’s ancestors who built Stonehenge. Now he is amongst us working on an utterly different creative plain. If his sculptures don’t sell you on this premise, then say his last name aloud, ‘Goldsworthy,’ and try and convince yourself it wasn’t fabricated from the minds of beings that have been intercepting AMC movie channel Bond marathons for too long.
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    Andy Goldsworthy, organic scultor
anonymous

Free Technology for Teachers: 360 Cities Now Available as Google Earth Layer - 0 views

  • 360 Cities, a provider of high quality panoramic views of cities around the world, is now available as a Google Earth layer. This layer will enable Google Earth users to explore the high quality panoramic photography of 360 Cities inside Google Earth.
anonymous

A Brief History of Pretty Much Everything | Open Culture - 0 views

  • This imaginative bit was a student’s final project for an art course. The flipbook, made entirely out of biro pens, was created with 2100 pages of drawings and took about 3 weeks to develop. Needless to say, the student got an A.
anonymous

Geometry in Art & Architecture Unit 1 - 0 views

  • In addition to looking at art and architecture, we'll cover any mathematics-related topics as we go along. The Math Topics for the first unit will be an introduction to the triangle in general, and the so-called Egyptian triangle, contained in the great pyramid. Since the Egyptian triangle contains the golden ratio, we'll introduce the ideas of ratio and proportion here, and for squaring of the circle, we must be able to find perimeters and areas of the square and the circle. The plan is to go more or less chronologically, following threads of Art, Mathematics, and Architecture, from Egypt to the present.
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