{"chars": 1, "complexity": 1, "g": 0, "n": 3, "terms": 1, "value": "1"}
{"chars": 49, "complexity": 2, "g": 0, "n": 4, "terms": 5, "value": "1/2*L1^2 + 1/2*L2^2 + 1/2*L3^2 + 1/2*L4^2 + 2*p^2"}
{"chars": 286, "complexity": 3, "g": 0, "n": 5, "terms": 21, "value": "1/8*L1^4 + 1/2*L1^2*L2^2 + 1/8*L2^4 + 1/2*L1^2*L3^2 + 1/2*L2^2*L3^2 + 1/8*L3^4 + 1/2*L1^2*L4^2 + 1/2*L2^2*L4^2 + 1/2*L3^2*L4^2 + 1/8*L4^4 + 1/2*L1^2*L5^2 + 1/2*L2^2*L5^2 + 1/2*L3^2*L5^2 + 1/2*L4^2*L5^2 + 1/8*L5^4 + 3*L1^2*p^2 + 3*L2^2*p^2 + 3*L3^2*p^2 + 3*L4^2*p^2 + 3*L5^2*p^2 + 10*p^4"}
{"chars": 20, "complexity": 1, "g": 1, "n": 1, "terms": 2, "value": "1/48*L1^2 + 1/12*p^2"}
{"chars": 82, "complexity": 2, "g": 1, "n": 2, "terms": 6, "value": "1/192*L1^4 + 1/96*L1^2*L2^2 + 1/192*L2^4 + 1/12*L1^2*p^2 + 1/12*L2^2*p^2 + 1/4*p^4"}
{"chars": 339, "complexity": 3, "g": 1, "n": 3, "terms": 20, "value": "1/1152*L1^6 + 1/192*L1^4*L2^2 + 1/192*L1^2*L2^4 + 1/1152*L2^6 + 1/192*L1^4*L3^2 + 1/96*L1^2*L2^2*L3^2 + 1/192*L2^4*L3^2 + 1/192*L1^2*L3^4 + 1/192*L2^2*L3^4 + 1/1152*L3^6 + 1/24*L1^4*p^2 + 1/8*L1^2*L2^2*p^2 + 1/24*L2^4*p^2 + 1/8*L1^2*L3^2*p^2 + 1/8*L2^2*L3^2*p^2 + 1/24*L3^4*p^2 + 13/24*L1^2*p^4 + 13/24*L2^2*p^4 + 13/24*L3^2*p^4 + 14/9*p^6"}
{"chars": 1385, "complexity": 4, "g": 1, "n": 4, "terms": 70, "value": "1/9216*L1^8 + 1/768*L1^6*L2^2 + 1/384*L1^4*L2^4 + 1/768*L1^2*L2^6 + 1/9216*L2^8 + 1/768*L1^6*L3^2 + 1/128*L1^4*L2^2*L3^2 + 1/128*L1^2*L2^4*L3^2 + 1/768*L2^6*L3^2 + 1/384*L1^4*L3^4 + 1/128*L1^2*L2^2*L3^4 + 1/384*L2^4*L3^4 + 1/768*L1^2*L3^6 + 1/768*L2^2*L3^6 + 1/9216*L3^8 + 1/768*L1^6*L4^2 + 1/128*L1^4*L2^2*L4^2 + 1/128*L1^2*L2^4*L4^2 + 1/768*L2^6*L4^2 + 1/128*L1^4*L3^2*L4^2 + 1/64*L1^2*L2^2*L3^2*L4^2 + 1/128*L2^4*L3^2*L4^2 + 1/128*L1^2*L3^4*L4^2 + 1/128*L2^2*L3^4*L4^2 + 1/768*L3^6*L4^2 + 1/384*L1^4*L4^4 + 1/128*L1^2*L2^2*L4^4 + 1/384*L2^4*L4^4 + 1/128*L1^2*L3^2*L4^4 + 1/128*L2^2*L3^2*L4^4 + 1/384*L3^4*L4^4 + 1/768*L1^2*L4^6 + 1/768*L2^2*L4^6 + 1/768*L3^2*L4^6 + 1/9216*L4^8 + 7/576*L1^6*p^2 + 1/12*L1^4*L2^2*p^2 + 1/12*L1^2*L2^4*p^2 + 7/576*L2^6*p^2 + 1/12*L1^4*L3^2*p^2 + 1/4*L1^2*L2^2*L3^2*p^2 + 1/12*L2^4*L3^2*p^2 + 1/12*L1^2*L3^4*p^2 + 1/12*L2^2*L3^4*p^2 + 7/576*L3^6*p^2 + 1/12*L1^4*L4^2*p^2 + 1/4*L1^2*L2^2*L4^2*p^2 + 1/12*L2^4*L4^2*p^2 + 1/4*L1^2*L3^2*L4^2*p^2 + 1/4*L2^2*L3^2*L4^2*p^2 + 1/12*L3^4*L4^2*p^2 + 1/12*L1^2*L4^4*p^2 + 1/12*L2^2*L4^4*p^2 + 1/12*L3^2*L4^4*p^2 + 7/576*L4^6*p^2 + 41/96*L1^4*p^4 + 17/12*L1^2*L2^2*p^4 + 41/96*L2^4*p^4 + 17/12*L1^2*L3^2*p^4 + 17/12*L2^2*L3^2*p^4 + 41/96*L3^4*p^4 + 17/12*L1^2*L4^2*p^4 + 17/12*L2^2*L4^2*p^4 + 17/12*L3^2*L4^2*p^4 + 41/96*L4^4*p^4 + 187/36*L1^2*p^6 + 187/36*L2^2*p^6 + 187/36*L3^2*p^6 + 187/36*L4^2*p^6 + 529/36*p^8"}
{"chars": 11, "complexity": 2, "g": 2, "n": 0, "terms": 1, "value": "43/2160*p^6"}
{"chars": 88, "complexity": 3, "g": 2, "n": 1, "terms": 5, "value": "1/442368*L1^8 + 29/138240*L1^6*p^2 + 139/23040*L1^4*p^4 + 169/2880*L1^2*p^6 + 29/192*p^8"}
{"chars": 444, "complexity": 4, "g": 2, "n": 2, "terms": 21, "value": "1/4423680*L1^10 + 1/294912*L1^8*L2^2 + 29/2211840*L1^6*L2^4 + 29/2211840*L1^4*L2^6 + 1/294912*L1^2*L2^8 + 1/4423680*L2^10 + 11/276480*L1^8*p^2 + 29/69120*L1^6*L2^2*p^2 + 7/7680*L1^4*L2^4*p^2 + 29/69120*L1^2*L2^6*p^2 + 11/276480*L2^8*p^2 + 19/7680*L1^6*p^4 + 181/11520*L1^4*L2^2*p^4 + 181/11520*L1^2*L2^4*p^4 + 19/7680*L2^6*p^4 + 551/8640*L1^4*p^6 + 7/36*L1^2*L2^2*p^6 + 551/8640*L2^4*p^6 + 1085/1728*L1^2*p^8 + 1085/1728*L2^2*p^8 + 787/480*p^10"}
Chosen range: {'entries': 8, 'longest': 339, 'longest_at': ('1', '3'), 'block_kb': 1.212890625}