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"Snarks"(c) - Tote

George Szerekes (mathematician, U of NSW, Australia) discovered the "Szekeres snark" graph in 1973 that's cubic (every vertex has 3 edges meeting), bridgeless (can't disconnect it into 2 pieces by deleting 1 edge), and edges can't be colored with 3 colours. This graph has 50 vertices and 75 edges, in spring colors with pentagons on a crisp B&W stripe.Recycled, nonwoven laminated plastic tote, 16"H x 20"W x 5"D + shoulder straps.(c) 2011 Textiles for Thinkers, LLCAll Rights Reserved.
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