triangulations/triangulations/S^4/21/gAMLMQaabcdeffffya1ayaQaaanaqaObEaOb.poly

{"_id":"gAMLMQaabcdeffffya1ayaQaaanaqaObEaOb.poly","DIM":4,"_info":{"description":"Simplicial complex obtained from  by a series of bistellar flips.\n"},"_ns":{"polymake":["https://polymake.org","4.9"]},"F_VECTOR":[21,186,554,645,258],"PURE":true,"_type":"topaz::SimplicialComplex","FACETS":[[7,11,14,17,19],[1,7,14,17,19],[2,9,10,19,20],[2,4,10,19,20],[9,11,12,18,19],[2,9,13,19,20],[0,11,14,16,20],[4,7,9,11,13],[2,4,11,19,20],[1,9,11,18,20],[0,6,11,18,20],[2,4,11,17,20],[3,8,11,14,16],[0,10,11,14,18],[1,14,17,18,19],[1,6,11,16,18],[1,6,11,15,16],[2,9,10,17,20],[0,2,10,11,16],[4,7,11,14,19],[1,6,14,18,20],[0,6,11,15,20],[1,3,8,14,20],[8,10,11,14,16],[0,10,11,14,16],[0,8,10,14,16],[1,9,10,19,20],[4,11,16,17,20],[4,8,10,11,13],[11,12,17,18,19],[0,2,10,11,18],[1,2,11,15,16],[2,10,11,15,16],[4,11,16,17,18],[4,6,8,10,13],[0,4,6,8,10],[4,8,9,11,13],[1,9,10,11,19],[1,6,11,18,20],[3,5,8,11,16],[2,4,11,17,18],[1,5,7,12,14],[2,9,10,15,17],[5,7,11,12,14],[1,6,8,14,20],[0,4,6,10,18],[1,2,6,8,15],[1,2,6,8,14],[7,11,16,17,20],[0,7,11,16,20],[2,9,11,17,20],[2,9,11,13,20],[0,6,10,14,18],[0,8,9,11,17],[5,8,10,11,16],[1,5,11,12,14],[1,2,5,11,14],[6,10,14,17,18],[0,6,8,15,20],[0,6,8,14,20],[2,10,11,15,18],[0,5,8,11,12],[0,5,8,10,16],[2,5,6,11,14],[0,8,9,15,17],[0,1,2,5,11],[0,9,11,15,17],[9,10,11,15,17],[1,6,11,15,20],[1,6,8,15,20],[1,2,5,6,14],[3,5,6,11,17],[6,9,11,12,19],[6,10,11,14,17],[3,6,10,11,17],[0,4,8,9,11],[0,4,6,9,11],[6,8,10,11,14],[6,8,10,11,13],[0,4,5,8,10],[0,2,5,10,16],[4,6,8,9,13],[5,9,10,11,19],[3,8,14,16,20],[0,8,14,16,20],[10,11,14,15,17],[1,3,11,12,14],[1,4,10,11,19],[1,4,7,11,19],[3,5,8,16,20],[5,7,11,17,20],[3,5,11,17,20],[0,6,8,10,14],[4,11,14,19,20],[4,11,14,16,20],[2,5,9,10,19],[2,6,8,11,14],[8,11,12,17,18],[2,8,11,17,18],[11,13,14,19,20],[2,6,8,9,15],[2,8,9,15,17],[0,1,7,12,13],[0,1,5,7,12],[9,10,11,17,20],[1,9,11,18,19],[3,10,11,17,20],[2,8,9,11,17],[2,8,9,11,13],[1,2,6,15,16],[2,6,9,15,16],[2,5,6,9,16],[3,4,16,17,20],[10,11,14,15,18],[9,12,13,18,19],[9,10,11,15,16],[5,9,10,11,16],[6,9,11,15,16],[12,13,17,18,19],[0,6,9,11,15],[2,9,10,15,16],[2,5,9,10,16],[3,4,14,16,20],[10,14,15,17,18],[2,11,13,19,20],[2,4,5,10,19],[1,4,10,11,13],[1,4,7,11,13],[0,1,7,11,13],[6,9,12,13,19],[2,6,8,11,13],[1,4,7,14,19],[1,4,14,19,20],[1,3,4,14,20],[2,8,15,17,18],[13,14,17,18,19],[1,4,7,12,13],[2,5,6,11,19],[0,7,11,15,20],[2,10,15,17,18],[2,4,10,17,18],[0,4,5,8,11],[1,9,10,11,20],[1,3,10,11,20],[2,4,5,11,19],[11,13,14,18,20],[0,8,11,12,17],[1,10,11,12,13],[1,3,10,11,12],[8,12,15,17,18],[0,8,12,15,17],[0,4,6,11,18],[0,6,14,18,20],[1,4,10,19,20],[1,3,4,10,20],[3,4,10,17,20],[2,4,10,17,20],[11,12,13,17,19],[0,11,12,13,17],[2,5,6,9,19],[4,6,9,12,13],[1,4,10,12,13],[1,3,4,10,12],[5,7,11,14,17],[5,6,11,14,17],[1,4,7,12,14],[1,3,4,12,14],[13,14,15,17,18],[0,12,13,15,17],[0,5,8,16,20],[0,5,7,16,20],[6,10,11,12,13],[3,6,10,11,12],[1,3,8,11,14],[1,2,8,11,14],[0,11,13,15,17],[1,2,5,6,16],[0,7,11,13,15],[4,6,10,12,13],[3,4,6,10,12],[1,2,8,11,15],[5,6,9,11,19],[0,5,8,12,15],[3,5,8,11,20],[5,6,9,11,16],[9,11,13,18,20],[1,11,17,18,19],[1,11,16,17,18],[4,5,10,11,19],[4,5,8,10,11],[0,2,4,11,18],[0,2,4,5,11],[0,1,11,12,13],[0,1,5,11,12],[5,7,16,17,20],[3,5,16,17,20],[11,13,14,15,18],[8,11,12,15,18],[2,8,11,15,18],[0,2,4,10,18],[0,2,4,5,10],[0,1,5,7,16],[0,1,2,5,16],[0,1,7,11,16],[0,1,2,11,16],[0,5,8,15,20],[0,5,7,15,20],[1,5,7,14,17],[0,7,12,13,15],[0,5,7,12,15],[1,5,7,16,17],[1,6,14,17,18],[1,5,6,14,17],[3,4,11,14,16],[7,11,13,15,18],[7,11,12,15,18],[4,7,9,11,12],[4,6,9,11,12],[7,9,11,13,18],[5,7,11,15,20],[5,7,11,12,15],[0,11,14,18,20],[2,6,9,13,19],[2,6,8,9,13],[0,6,8,9,15],[0,4,6,8,9],[6,11,12,13,19],[2,6,11,13,19],[5,8,11,15,20],[5,8,11,12,15],[4,7,9,12,13],[7,9,11,12,18],[12,13,15,17,18],[1,7,11,17,19],[1,7,11,16,17],[1,8,11,15,20],[1,3,8,11,20],[3,4,6,11,12],[7,12,13,15,18],[7,9,12,13,18],[11,13,14,17,19],[11,13,14,15,17],[4,7,11,12,14],[3,4,11,12,14],[3,5,6,11,16],[3,5,6,16,17],[1,6,16,17,18],[1,5,6,16,17],[13,14,18,19,20],[9,13,18,19,20],[1,14,18,19,20],[1,9,18,19,20],[4,6,11,16,18],[3,4,6,11,16],[4,6,16,17,18],[3,4,6,16,17],[4,6,10,17,18],[3,4,6,10,17]]}