{"format":"VEF 6 field rootTwo","source_filename":"훈민정음 뿌리 다면체 .vef","source_sha256":"3b3a716966d725faf46625e3d963ab77249d321cb18d45ff109c8334080a213f","vZome_source_sha256":"0e9bf75641582ab7e4eec9a1e64997e9cda19ed4fc1b20eb5953a38b142e58bc","coordinate_notes":"Each rootTwo coordinate pair is (0,n). Viewer omits the global sqrt(2) common scale. No geometry arrangement changed.","original_faces":0,"vertices":[[-24,0,0],[-16,-8,0],[-16,0,-8],[-16,0,0],[-16,0,8],[-16,8,0],[-12,-4,-4],[-12,-4,4],[-12,4,-4],[-12,4,4],[-8,-16,0],[-8,-8,-8],[-8,-8,0],[-8,-8,8],[-8,0,-16],[-8,0,-8],[-8,0,0],[-8,0,8],[-8,0,16],[-8,8,-8],[-8,8,0],[-8,8,8],[-8,16,0],[-4,-12,-4],[-4,-12,4],[-4,-4,-12],[-4,-4,-4],[-4,-4,4],[-4,-4,12],[-4,4,-12],[-4,4,-4],[-4,4,4],[-4,4,12],[-4,12,-4],[-4,12,4],[0,-24,0],[0,-16,-8],[0,-16,0],[0,-16,8],[0,-8,-16],[0,-8,-8],[0,-8,0],[0,-8,8],[0,-8,16],[0,0,-24],[0,0,-16],[0,0,-8],[0,0,0],[0,0,8],[0,0,16],[0,0,24],[0,8,-16],[0,8,-8],[0,8,0],[0,8,8],[0,8,16],[0,16,-8],[0,16,0],[0,16,8],[0,24,0],[4,-12,-4],[4,-12,4],[4,-4,-12],[4,-4,-4],[4,-4,4],[4,-4,12],[4,4,-12],[4,4,-4],[4,4,4],[4,4,12],[4,12,-4],[4,12,4],[8,-16,0],[8,-8,-8],[8,-8,0],[8,-8,8],[8,0,-16],[8,0,-8],[8,0,0],[8,0,8],[8,0,16],[8,8,-8],[8,8,0],[8,8,8],[8,16,0],[12,-4,-4],[12,-4,4],[12,4,-4],[12,4,4],[16,-8,0],[16,0,-8],[16,0,0],[16,0,8],[16,8,0],[24,0,0]],"edges":[[1,0],[1,2],[1,13],[2,0],[2,5],[2,11],[2,16],[4,0],[4,1],[4,21],[5,0],[5,4],[6,23],[7,28],[8,7],[8,29],[8,33],[9,6],[9,34],[10,1],[10,35],[10,38],[11,1],[11,10],[11,14],[11,36],[12,3],[12,17],[12,37],[12,40],[12,47],[13,4],[13,10],[13,18],[13,38],[13,43],[14,2],[14,39],[14,44],[14,51],[15,3],[15,12],[15,45],[15,47],[15,52],[16,1],[16,4],[16,5],[16,11],[16,13],[16,21],[16,46],[16,48],[16,53],[17,3],[17,20],[17,42],[17,47],[17,49],[18,4],[18,50],[18,55],[19,2],[19,5],[19,14],[19,16],[19,22],[19,51],[19,53],[19,56],[20,3],[20,15],[20,47],[20,54],[20,57],[21,5],[21,18],[21,55],[21,58],[22,5],[22,21],[22,53],[22,56],[22,59],[23,25],[24,7],[24,60],[25,6],[25,66],[26,67],[27,63],[28,24],[29,33],[30,27],[30,68],[31,26],[31,64],[32,9],[32,65],[33,71],[34,32],[36,10],[36,35],[38,35],[38,43],[38,72],[39,11],[39,36],[40,15],[40,37],[40,45],[40,47],[40,74],[41,10],[41,11],[41,13],[41,16],[41,36],[41,38],[41,46],[41,48],[41,72],[41,73],[41,75],[42,12],[42,37],[42,47],[42,49],[42,79],[43,18],[43,50],[44,39],[46,11],[46,14],[46,19],[46,39],[46,73],[46,76],[46,81],[48,13],[48,18],[48,21],[48,43],[48,55],[48,75],[48,80],[48,83],[51,44],[51,46],[51,56],[51,81],[52,20],[52,45],[52,47],[52,57],[52,77],[53,21],[53,46],[53,48],[53,56],[53,58],[53,78],[53,81],[53,83],[53,84],[54,17],[54,47],[54,49],[54,57],[54,82],[55,50],[55,58],[55,80],[56,59],[56,84],[58,22],[58,59],[58,83],[60,85],[61,23],[61,65],[62,29],[62,60],[63,30],[64,26],[64,67],[65,86],[66,87],[67,31],[68,27],[68,63],[69,28],[69,71],[70,34],[70,66],[71,88],[72,35],[72,36],[72,89],[73,36],[73,39],[73,72],[73,89],[73,90],[74,37],[74,42],[74,47],[74,77],[74,91],[75,38],[75,43],[75,72],[75,80],[75,89],[75,92],[76,39],[76,44],[76,51],[76,73],[76,90],[77,40],[77,45],[77,47],[77,82],[77,91],[78,41],[78,46],[78,48],[78,73],[78,75],[78,81],[78,83],[78,89],[78,90],[78,92],[78,93],[79,47],[79,49],[79,54],[79,74],[79,91],[80,43],[80,50],[80,92],[81,56],[81,76],[81,90],[81,93],[82,47],[82,52],[82,57],[82,79],[82,91],[83,55],[83,80],[83,84],[83,92],[83,93],[84,58],[84,59],[84,81],[84,93],[85,62],[86,61],[86,87],[87,70],[88,69],[88,85],[89,92],[89,94],[90,89],[90,94],[92,93],[92,94],[93,90],[93,94]],"convex_hull_vertex_indices":[0,35,44,50,59,94],"tetrahedral_edge_cliques":[[1,2,11,16],[1,4,13,16],[2,5,16,19],[4,5,16,21],[10,11,36,41],[10,13,38,41],[11,14,39,46],[11,16,41,46],[12,15,40,47],[12,17,42,47],[13,16,41,48],[13,18,43,48],[14,19,46,51],[15,20,47,52],[16,19,46,53],[16,21,48,53],[17,20,47,54],[18,21,48,55],[19,22,53,56],[21,22,53,58],[26,31,64,67],[27,30,63,68],[36,41,72,73],[38,41,72,75],[39,46,73,76],[40,47,74,77],[41,46,73,78],[41,48,75,78],[42,47,74,79],[43,48,75,80],[46,51,76,81],[46,53,78,81],[47,52,77,82],[47,54,79,82],[48,53,78,83],[48,55,80,83],[53,56,81,84],[53,58,83,84],[73,78,89,90],[75,78,89,92],[78,81,90,93],[78,83,92,93]],"epistemic_notice":"The 42 K4 subgraphs are inferred from edge connectivity, not declared source cells. Regular octahedron is inferred as convex hull. XY projection does not prove precise geometric registration with separate ZIR."}