#91. Make something really complicated or really large out of pieces from a child’s building toy set

IDEA #91. It’s part art, part engineering: make something really complicated or really large out of a child’s building toy set like Legos, Construx, TinkerToys, or K’nex. Find a younger sibling or a pre-school teacher who can help you amass a truly awesome pile of raw material; choose your objective, make a design, and build away!

Go play with children’s toys!

If this seems like the simplest of all possible suggestions, think again. The lessons of pure design, structural visualization, logical planning and execution, measurement, and improvisation are essential tools for solving a great many of life’s problems, big and little. Here is a chance to be a design thinker, a maker, a true practitioner of STEAM: science, technology, engineering design, art, and mathematics.

In fact, being a professional display builder for Lego is said to be a lucrative career, and at one point the “audition” involved the deceptively simple task of building a sphere out of the random pieces the company supplied. Lego was looking for creative, adaptable brains who could imagine and then build whole new product lines and who could make the toys themselves into hitherto unimaginable constructions. All of the commercial building toys—or even a pile of homemade blocks made of scrap lumber, for that matter—have the potential to transcend their status as elementary toys to become the elemental stuff of wonderful new visions, made real.

Yard and rummage sales are great sources of these toys. They might need a quick bath in soapy water before use, but they last nearly forever, and losses to breakage or misplacement simply add to the challenge of conceptualizing and completing ambitious designs.

Alternatively, the exercise could be to start small: discover the fewest number of pieces that can make a recognizable version of a specific object, for example. Or create hordes of tiny objects or figures, arrayed in patterns.

The possibilities here are truly endless.

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