description Lang's Tarantula Overview
Lang's Tarantula is a highly realistic origami model designed by physicist and origami master Robert J. Lang. Folded from a single uncut square of paper, the model features anatomical details such as eight distinct legs, pedipalps, and a segmented abdomen. The design exemplifies Lang's circle-packing and tree-finding mathematical theories applied to paper folding.
It was published as an instructional example in his seminal book 'Origami Design Secrets'.
help Lang's Tarantula FAQ
How can Lang's tarantula have eight legs and pedipalps from one square?
Robert J. Lang allocates separate regions of a single uncut sheet to the abdomen, cephalothorax, eight legs, and smaller appendages. The model demonstrates the circle-packing and crease-pattern methods explained in Origami Design Secrets.
Is Robert Lang's tarantula suitable for a beginner?
No, it is a complex model requiring accurate pre-creasing, repeated collapses, and careful shaping of many narrow points. Experience with crease patterns and advanced bases is more useful than familiarity with simple sequential diagrams alone.
What paper is best for folding Lang's tarantula?
A large, thin, strong sheet is preferable because many layers accumulate while the legs must remain narrow. Advanced folders often use treated tissue, tissue foil, or other specialist paper rather than standard origami paper.
Why is the tarantula discussed in Origami Design Secrets?
Lang uses complex arthropods to show how a desired number and arrangement of appendages can be planned mathematically. The tarantula is therefore both a finished sculpture and an example of systematic origami design.
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