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Class Description for an Archetypal Playschool on NATURAL FORM - SHAPES THAT MATTER Preliminary Course Description for children of all ages
Discover the elegantly simple and magically interrelated geometries underlying nature. Learn the language of Form fundamental to Science, Art, Engineering, biology, etc.. Explore the interrelationships of crystal structures, life forms, space grids, the Platonic Solids, the Great Pyramid, bridges, bubbles, honeycombs, sunflowers, sound reflectors, the Divine proportion, curves & curved space, etc. Play with geometric blocks, puzzles, construction sets, marbles, soap bubbles and films. Build a new world of archetypal forms with straws, cardboard, etc. QUESTION: 1. Why do you want to teach this class? Geometry of Natural Form has been a passion of mine for many years. How elegantly simple and aesthetically beautiful are the underlying forms and principles upon which nature builds to create everything from atoms to honeycombs! I have constructed many models, blocks, puzzles and construction sets to illustrate the magical interrelationships of elementary forms, and when I show them to people, they too get excited and often comment that they wished mathematics had been as fascinating and understandable in school. I feel that this subject should be part of basic education and could be introduced in elementary school with blocks and construction sets. 2. Why do you think there is a demand for this class? Who would enroll and why? The geometry of natural form is fundamental to many fields of interest. The engineer will find the strongest, most modular and most easily analyzed structures in the crystal world. The chemist, electronics engineer, geometrician, biologist, botanist, etc. will see their fields magically intertwined at their roots. The teacher will discover “formal geometry” to be quite exciting, not tedious or booring. The artist and metaphysician will delight in the infinite simplicity of archetypal forms that interpenetrate, transform, and reappear continually in nature's intricate dance. 3. What skills and/or knowledge do you hope the students will gain from this class? A sense of order is essential to everyone's stability and sanity. An awesomely simple order underlies our complex physical world, and in its recognition lies the potential for liberation from our flat superficial world-view. The student should leave this course with an elementary mastery of an archetypal design language from which to understand the universe and evolve his/her own unique forms of expression. 4. In what activities will the students participate? Students will be continually challenged to see the myriad interrelationships between elementary forms. They will make models of straws and paper and play with construction sets, geometric blocks and puzzles. 5. What supplies and/or equipment will the students need to provide? students will need pencil, note paper, ruler, compass, protractor, and colored markers. They will also be asked to bring to class examples of flowers, honeycombs, crystals, etc. that they have ready access to without cost. 6. What supplies will the student receive? I will provide all materials for construction projects, including straws, fishing line, cardboard, paper, glue, etc. 7. Describe your background in this area. I have taught classes on this subject at Tomanhaus School and Community School on South Whidbey Island; at Evergreen School for the Gifted, and at The Northwest School in Seattle. I have built scores of geometric models, puzzles and construction sets, geometric playground equipment (featured on television), and houses and domes based on crystal facets. 8. Describe your teaching/training background. I taught 4 years in Peace Corps, India, and Peace Corps training programs in the U.S.; 3 years mathematics, film making, and tumbling at Tomanhaus School on Whidbey Island; and Geometry of natural form at 4 other public & private schools. I have further communications experience in acting.
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