http://www.amazon.com/Concepts-Science-Education-Innovations-Technology/dp/9400759134
Concepts of Matter in Science Education (Innovations in Science Education and Technology)
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
Concepts of Matter in Science Education (Innovations in Science Education and Technology)
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