Torus Link of Siefert Surfaces Free 3D print model

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A Torus Link Unveiled in Elegant Mathematics Sculpture Specifically, this exquisite piece is a Seifert surface for (3,3) torus link Crafted with meticulous care, it stands 1.5mm thick. A torus link, in fact, is a unique connection that can be elegantly inscribed on a torus. A Seifert surface delicately spans its companion link, much like a soap film tenaciously clinging to its wire-frame base The surface cleverly serves as an ingenious bridge between the one-dimensional link and the three-dimensional space where it resplendently exists The captivating torus links and their remarkable Seifert surfaces live most vibrantly in the four-dimensional sphere, a sublime extension of the familiar globe The intricate patterns on each enchanting Seifert surface unfold from two masterful applications of the Schwartz-Christoffel theory of complex analysis, magically converting a simple Euclidean triangle into an entrancing hyperbolic one. This awe-inspiring mathematical artwork was skillfully created by Henry Segerman, a distinguished mathematician and mathematical artist. www.segerman.org This imposing build demands utmost attention. It's an unyielding one-piece pour; however, navigating the complex challenge of support and post-processing proves formidable.