# # File: imbalance-summary.dat # # Note: generated by ./gather-otu.scr in /home/fabian/Dewey/D5/D51/D511/D511.5_Graphs/Reference # Note: summary of tree im/balance measures # Note: List of all topologically distinct rooted, unlabeled, bifurcating trees (up to 16 leaves) # Meta: Guidetree Topology, Phylogeny, Binary Trees, Balance, Imbalance # Meta: Consensus Fork Index, CFI, Colless' Index, Sackin Score, Shannon Entropy, Cherries # Note: number of tree topologies given by Wedderburn-Etherington numbers (OEIS A001190) # Note: extract data from ../ConstructTrees # Note: using -rwxrwxr-x 1 fabian fabian 34533 May 12 16:11 ../Sokal/xSokal # Ref: Sievers et al, 'Systematic exploration of guide-tree topology effects for small protein alignments', BMC Bioinformatics 2014, 15:338 # Note: 1.N: number of leaves (operating taxonomic units); 2.D: maximum tree depth/height; 3.Sack: Sackin measure; 4.Coll: Colless measure; 5.InvM: inv-max measure after Sokal; 6.Entro: Shannon Entropy; 7.dia: tree diameter; 8.SSack: scaled Sackin measure (S-bal)/(chn-bal), bal=N*log2(N), chn=(N+2)*(N-1)/2; 9.CColl: scaled Colless measure (C-bal)/(chn-bal), bal=0, chn=(N-1)*(N-2)/2; 10.cher: number of cherries (a,b); 11.cat: length of longest caterpillar (z,(y,(...,(b,a)))); 12.sym: number of symmetries (a,b) <-> (b,a); 13.tree: tree in Newick format; # Date: Thu May 12 16:20:28 IST 2016 # #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 2 leaves there are 1 distinct topologies 2 1 2 0 0.000000 0.301030 3 1.000000 1.000000 1 2 1 (x,x) # Note: for 3 leaves there are 1 distinct topologies 3 2 5 1 1.000000 0.451545 4 1.000000 1.000000 1 3 1 (x,(x,x)) # Note: for 4 leaves there are 2 distinct topologies 4 3 9 3 1.500000 0.526802 5 1.000000 1.000000 1 4 1 (x,(x,(x,x))) 4 2 8 0 2.000000 0.602060 5 0.000000 0.000000 2 2 3 ((x,x),(x,x)) # Note: for 5 leaves there are 3 distinct topologies 5 4 14 6 1.833333 0.564431 6 1.000000 1.000000 1 5 1 (x,(x,(x,(x,x)))) 5 3 13 3 2.500000 0.602060 5 0.581653 0.500000 2 2 3 (x,((x,x),(x,x))) 5 3 12 2 2.500000 0.677317 6 0.163306 0.333333 2 3 2 ((x,x),(x,(x,x))) # Note: for 6 leaves there are 6 distinct topologies 6 5 20 10 2.083333 0.583246 7 1.000000 1.000000 1 6 1 (x,(x,(x,(x,(x,x))))) 6 4 19 7 2.833333 0.602060 6 0.777294 0.700000 2 2 3 (x,(x,((x,x),(x,x)))) 6 4 18 6 2.833333 0.639689 6 0.554588 0.600000 2 3 2 (x,((x,x),(x,(x,x)))) 6 4 17 5 2.833333 0.714946 7 0.331882 0.500000 2 4 2 ((x,x),(x,(x,(x,x)))) 6 3 16 2 3.500000 0.752575 6 0.109176 0.200000 3 2 4 ((x,x),((x,x),(x,x))) 6 3 16 2 3.000000 0.752575 7 0.109176 0.200000 2 3 3 ((x,(x,x)),(x,(x,x))) # Note: for 7 leaves there are 11 distinct topologies 7 6 27 15 2.283333 0.592653 8 1.000000 1.000000 1 7 1 (x,(x,(x,(x,(x,(x,x)))))) 7 5 26 12 3.083333 0.602060 7 0.863918 0.800000 2 2 3 (x,(x,(x,((x,x),(x,x))))) 7 5 25 11 3.083333 0.620874 7 0.727836 0.733333 2 3 2 (x,(x,((x,x),(x,(x,x))))) 7 5 24 10 3.083333 0.658503 7 0.591754 0.666667 2 4 2 (x,((x,x),(x,(x,(x,x))))) 7 4 23 7 3.833333 0.677317 6 0.455672 0.466667 3 2 4 (x,((x,x),((x,x),(x,x)))) 7 4 23 7 3.333333 0.677317 7 0.455672 0.466667 2 3 3 (x,((x,(x,x)),(x,(x,x)))) 7 5 23 9 3.083333 0.733761 8 0.455672 0.600000 2 5 2 ((x,x),(x,(x,(x,(x,x))))) 7 4 22 6 3.833333 0.752575 7 0.319590 0.400000 3 2 4 ((x,x),(x,((x,x),(x,x)))) 7 4 21 5 3.833333 0.790204 7 0.183509 0.333333 3 3 3 ((x,x),((x,x),(x,(x,x)))) 7 4 21 5 3.333333 0.790204 8 0.183509 0.333333 2 4 2 ((x,(x,x)),(x,(x,(x,x)))) 7 3 20 2 4.000000 0.827832 7 0.047427 0.133333 3 3 4 ((x,(x,x)),((x,x),(x,x))) # Note: for 8 leaves there are 23 distinct topologies 8 7 35 21 2.450000 0.597356 9 1.000000 1.000000 1 8 1 (x,(x,(x,(x,(x,(x,(x,x))))))) 8 6 34 18 3.283333 0.602060 8 0.909091 0.857143 2 2 3 (x,(x,(x,(x,((x,x),(x,x)))))) 8 6 33 17 3.283333 0.611467 8 0.818182 0.809524 2 3 2 (x,(x,(x,((x,x),(x,(x,x)))))) 8 6 32 16 3.283333 0.630282 8 0.727273 0.761905 2 4 2 (x,(x,((x,x),(x,(x,(x,x)))))) 8 5 31 13 4.083333 0.639689 7 0.636364 0.619048 3 2 4 (x,(x,((x,x),((x,x),(x,x))))) 8 5 31 13 3.583333 0.639689 7 0.636364 0.619048 2 3 3 (x,(x,((x,(x,x)),(x,(x,x))))) 8 6 31 15 3.283333 0.667910 8 0.636364 0.714286 2 5 2 (x,((x,x),(x,(x,(x,(x,x)))))) 8 5 30 12 4.083333 0.677317 7 0.545455 0.571429 3 2 4 (x,((x,x),(x,((x,x),(x,x))))) 8 5 29 11 4.083333 0.696132 7 0.454545 0.523810 3 3 3 (x,((x,x),((x,x),(x,(x,x))))) 8 5 29 11 3.583333 0.696132 8 0.454545 0.523810 2 4 2 (x,((x,(x,x)),(x,(x,(x,x))))) 8 4 28 8 4.333333 0.714946 7 0.363636 0.380952 3 3 4 (x,((x,(x,x)),((x,x),(x,x)))) 8 6 30 14 3.283333 0.743168 9 0.545455 0.666667 2 6 2 ((x,x),(x,(x,(x,(x,(x,x)))))) 8 5 29 11 4.083333 0.752575 8 0.454545 0.523810 3 2 4 ((x,x),(x,(x,((x,x),(x,x))))) 8 5 28 10 4.083333 0.771389 8 0.363636 0.476190 3 3 3 ((x,x),(x,((x,x),(x,(x,x))))) 8 5 27 9 4.083333 0.809018 8 0.272727 0.428571 3 4 3 ((x,x),((x,x),(x,(x,(x,x))))) 8 4 26 6 4.833333 0.827832 7 0.181818 0.285714 4 2 5 ((x,x),((x,x),((x,x),(x,x)))) 8 4 26 6 4.333333 0.827832 7 0.181818 0.285714 3 3 4 ((x,x),((x,(x,x)),(x,(x,x)))) 8 5 27 9 3.583333 0.809018 9 0.272727 0.428571 2 5 2 ((x,(x,x)),(x,(x,(x,(x,x))))) 8 4 26 6 4.333333 0.827832 8 0.181818 0.285714 3 3 4 ((x,(x,x)),(x,((x,x),(x,x)))) 8 4 25 5 4.333333 0.865461 8 0.090909 0.238095 3 3 3 ((x,(x,x)),((x,x),(x,(x,x)))) 8 4 26 6 3.666667 0.827832 9 0.181818 0.285714 2 4 3 ((x,(x,(x,x))),(x,(x,(x,x)))) 8 4 25 3 4.333333 0.865461 8 0.090909 0.142857 3 4 4 (((x,x),(x,x)),(x,(x,(x,x)))) 8 3 24 0 5.000000 0.903090 7 0.000000 0.000000 4 2 7 (((x,x),(x,x)),((x,x),(x,x))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 9 leaves there are 46 distinct topologies 9 8 44 28 2.592857 0.599708 10 1.000000 1.000000 1 9 1 (x,(x,(x,(x,(x,(x,(x,(x,x)))))))) 9 7 43 25 3.450000 0.602060 9 0.935362 0.892857 2 2 3 (x,(x,(x,(x,(x,((x,x),(x,x))))))) 9 7 42 24 3.450000 0.606764 9 0.870723 0.857143 2 3 2 (x,(x,(x,(x,((x,x),(x,(x,x))))))) 9 7 41 23 3.450000 0.616171 9 0.806085 0.821429 2 4 2 (x,(x,(x,((x,x),(x,(x,(x,x))))))) 9 6 40 20 4.283333 0.620874 8 0.741446 0.714286 3 2 4 (x,(x,(x,((x,x),((x,x),(x,x)))))) 9 6 40 20 3.783333 0.620874 8 0.741446 0.714286 2 3 3 (x,(x,(x,((x,(x,x)),(x,(x,x)))))) 9 7 40 22 3.450000 0.634985 9 0.741446 0.785714 2 5 2 (x,(x,((x,x),(x,(x,(x,(x,x))))))) 9 6 39 19 4.283333 0.639689 8 0.676808 0.678571 3 2 4 (x,(x,((x,x),(x,((x,x),(x,x)))))) 9 6 38 18 4.283333 0.649096 8 0.612169 0.642857 3 3 3 (x,(x,((x,x),((x,x),(x,(x,x)))))) 9 6 38 18 3.783333 0.649096 8 0.612169 0.642857 2 4 2 (x,(x,((x,(x,x)),(x,(x,(x,x)))))) 9 5 37 15 4.583333 0.658503 7 0.547531 0.535714 3 3 4 (x,(x,((x,(x,x)),((x,x),(x,x))))) 9 7 39 21 3.450000 0.672614 9 0.676808 0.750000 2 6 2 (x,((x,x),(x,(x,(x,(x,(x,x))))))) 9 6 38 18 4.283333 0.677317 8 0.612169 0.642857 3 2 4 (x,((x,x),(x,(x,((x,x),(x,x)))))) 9 6 37 17 4.283333 0.686725 8 0.547531 0.607143 3 3 3 (x,((x,x),(x,((x,x),(x,(x,x)))))) 9 6 36 16 4.283333 0.705539 8 0.482893 0.571429 3 4 3 (x,((x,x),((x,x),(x,(x,(x,x)))))) 9 5 35 13 5.083333 0.714946 7 0.418254 0.464286 4 2 5 (x,((x,x),((x,x),((x,x),(x,x))))) 9 5 35 13 4.583333 0.714946 7 0.418254 0.464286 3 3 4 (x,((x,x),((x,(x,x)),(x,(x,x))))) 9 6 36 16 3.783333 0.705539 9 0.482893 0.571429 2 5 2 (x,((x,(x,x)),(x,(x,(x,(x,x)))))) 9 5 35 13 4.583333 0.714946 8 0.418254 0.464286 3 3 4 (x,((x,(x,x)),(x,((x,x),(x,x))))) 9 5 34 12 4.583333 0.733761 8 0.353616 0.428571 3 3 3 (x,((x,(x,x)),((x,x),(x,(x,x))))) 9 5 35 13 3.916667 0.714946 9 0.418254 0.464286 2 4 3 (x,((x,(x,(x,x))),(x,(x,(x,x))))) 9 5 34 10 4.583333 0.733761 8 0.353616 0.357143 3 4 4 (x,(((x,x),(x,x)),(x,(x,(x,x))))) 9 4 33 7 5.333333 0.752575 7 0.288977 0.250000 4 2 7 (x,(((x,x),(x,x)),((x,x),(x,x)))) 9 7 38 20 3.450000 0.747871 10 0.612169 0.714286 2 7 2 ((x,x),(x,(x,(x,(x,(x,(x,x))))))) 9 6 37 17 4.283333 0.752575 9 0.547531 0.607143 3 2 4 ((x,x),(x,(x,(x,((x,x),(x,x)))))) 9 6 36 16 4.283333 0.761982 9 0.482893 0.571429 3 3 3 ((x,x),(x,(x,((x,x),(x,(x,x)))))) 9 6 35 15 4.283333 0.780797 9 0.418254 0.535714 3 4 3 ((x,x),(x,((x,x),(x,(x,(x,x)))))) 9 5 34 12 5.083333 0.790204 8 0.353616 0.428571 4 2 5 ((x,x),(x,((x,x),((x,x),(x,x))))) 9 5 34 12 4.583333 0.790204 8 0.353616 0.428571 3 3 4 ((x,x),(x,((x,(x,x)),(x,(x,x))))) 9 6 34 14 4.283333 0.818425 9 0.353616 0.500000 3 5 3 ((x,x),((x,x),(x,(x,(x,(x,x)))))) 9 5 33 11 5.083333 0.827832 8 0.288977 0.392857 4 2 5 ((x,x),((x,x),(x,((x,x),(x,x))))) 9 5 32 10 5.083333 0.846647 8 0.224339 0.357143 4 3 4 ((x,x),((x,x),((x,x),(x,(x,x))))) 9 5 32 10 4.583333 0.846647 8 0.224339 0.357143 3 4 3 ((x,x),((x,(x,x)),(x,(x,(x,x))))) 9 4 31 7 5.333333 0.865461 7 0.159701 0.250000 4 3 5 ((x,x),((x,(x,x)),((x,x),(x,x)))) 9 6 34 14 3.783333 0.818425 10 0.353616 0.500000 2 6 2 ((x,(x,x)),(x,(x,(x,(x,(x,x)))))) 9 5 33 11 4.583333 0.827832 9 0.288977 0.392857 3 3 4 ((x,(x,x)),(x,(x,((x,x),(x,x))))) 9 5 32 10 4.583333 0.846647 9 0.224339 0.357143 3 3 3 ((x,(x,x)),(x,((x,x),(x,(x,x))))) 9 5 31 9 4.583333 0.884276 9 0.159701 0.321429 3 4 3 ((x,(x,x)),((x,x),(x,(x,(x,x))))) 9 4 30 6 5.333333 0.903090 8 0.095062 0.214286 4 3 5 ((x,(x,x)),((x,x),((x,x),(x,x)))) 9 4 30 6 4.833333 0.903090 8 0.095062 0.214286 3 3 4 ((x,(x,x)),((x,(x,x)),(x,(x,x)))) 9 5 32 10 3.916667 0.846647 10 0.224339 0.357143 2 5 2 ((x,(x,(x,x))),(x,(x,(x,(x,x))))) 9 4 31 7 4.666667 0.865461 9 0.159701 0.250000 3 4 4 ((x,(x,(x,x))),(x,((x,x),(x,x)))) 9 4 30 6 4.666667 0.903090 9 0.095062 0.214286 3 4 3 ((x,(x,(x,x))),((x,x),(x,(x,x)))) 9 5 31 7 4.583333 0.884276 9 0.159701 0.250000 3 5 4 (((x,x),(x,x)),(x,(x,(x,(x,x))))) 9 4 30 4 5.333333 0.903090 8 0.095062 0.142857 4 2 6 (((x,x),(x,x)),(x,((x,x),(x,x)))) 9 4 29 3 5.333333 0.940719 8 0.030424 0.107143 4 3 5 (((x,x),(x,x)),((x,x),(x,(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 10 leaves there are 98 distinct topologies 10 9 54 36 2.717857 0.600884 11 1.000000 1.000000 1 10 1 (x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 10 8 53 33 3.592857 0.602060 10 0.951878 0.916667 2 2 3 (x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 10 8 52 32 3.592857 0.604412 10 0.903757 0.888889 2 3 2 (x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 10 8 51 31 3.592857 0.609115 10 0.855635 0.861111 2 4 2 (x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 10 7 50 28 4.450000 0.611467 9 0.807514 0.777778 3 2 4 (x,(x,(x,(x,((x,x),((x,x),(x,x))))))) 10 7 50 28 3.950000 0.611467 9 0.807514 0.777778 2 3 3 (x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 10 8 50 30 3.592857 0.618523 10 0.807514 0.833333 2 5 2 (x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 10 7 49 27 4.450000 0.620874 9 0.759392 0.750000 3 2 4 (x,(x,(x,((x,x),(x,((x,x),(x,x))))))) 10 7 48 26 4.450000 0.625578 9 0.711271 0.722222 3 3 3 (x,(x,(x,((x,x),((x,x),(x,(x,x))))))) 10 7 48 26 3.950000 0.625578 9 0.711271 0.722222 2 4 2 (x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 10 6 47 23 4.783333 0.630282 8 0.663149 0.638889 3 3 4 (x,(x,(x,((x,(x,x)),((x,x),(x,x)))))) 10 8 49 29 3.592857 0.637337 10 0.759392 0.805556 2 6 2 (x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 10 7 48 26 4.450000 0.639689 9 0.711271 0.722222 3 2 4 (x,(x,((x,x),(x,(x,((x,x),(x,x))))))) 10 7 47 25 4.450000 0.644392 9 0.663149 0.694444 3 3 3 (x,(x,((x,x),(x,((x,x),(x,(x,x))))))) 10 7 46 24 4.450000 0.653800 9 0.615028 0.666667 3 4 3 (x,(x,((x,x),((x,x),(x,(x,(x,x))))))) 10 6 45 21 5.283333 0.658503 8 0.566906 0.583333 4 2 5 (x,(x,((x,x),((x,x),((x,x),(x,x)))))) 10 6 45 21 4.783333 0.658503 8 0.566906 0.583333 3 3 4 (x,(x,((x,x),((x,(x,x)),(x,(x,x)))))) 10 7 46 24 3.950000 0.653800 9 0.615028 0.666667 2 5 2 (x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 10 6 45 21 4.783333 0.658503 8 0.566906 0.583333 3 3 4 (x,(x,((x,(x,x)),(x,((x,x),(x,x)))))) 10 6 44 20 4.783333 0.667910 8 0.518785 0.555556 3 3 3 (x,(x,((x,(x,x)),((x,x),(x,(x,x)))))) 10 6 45 21 4.116667 0.658503 9 0.566906 0.583333 2 4 3 (x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 10 6 44 18 4.783333 0.667910 8 0.518785 0.500000 3 4 4 (x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 10 5 43 15 5.583333 0.677317 7 0.470663 0.416667 4 2 7 (x,(x,(((x,x),(x,x)),((x,x),(x,x))))) 10 8 48 28 3.592857 0.674966 10 0.711271 0.777778 2 7 2 (x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 10 7 47 25 4.450000 0.677317 9 0.663149 0.694444 3 2 4 (x,((x,x),(x,(x,(x,((x,x),(x,x))))))) 10 7 46 24 4.450000 0.682021 9 0.615028 0.666667 3 3 3 (x,((x,x),(x,(x,((x,x),(x,(x,x))))))) 10 7 45 23 4.450000 0.691428 9 0.566906 0.638889 3 4 3 (x,((x,x),(x,((x,x),(x,(x,(x,x))))))) 10 6 44 20 5.283333 0.696132 8 0.518785 0.555556 4 2 5 (x,((x,x),(x,((x,x),((x,x),(x,x)))))) 10 6 44 20 4.783333 0.696132 8 0.518785 0.555556 3 3 4 (x,((x,x),(x,((x,(x,x)),(x,(x,x)))))) 10 7 44 22 4.450000 0.710243 9 0.518785 0.611111 3 5 3 (x,((x,x),((x,x),(x,(x,(x,(x,x))))))) 10 6 43 19 5.283333 0.714946 8 0.470663 0.527778 4 2 5 (x,((x,x),((x,x),(x,((x,x),(x,x)))))) 10 6 42 18 5.283333 0.724353 8 0.422542 0.500000 4 3 4 (x,((x,x),((x,x),((x,x),(x,(x,x)))))) 10 6 42 18 4.783333 0.724353 8 0.422542 0.500000 3 4 3 (x,((x,x),((x,(x,x)),(x,(x,(x,x)))))) 10 5 41 15 5.583333 0.733761 7 0.374420 0.416667 4 3 5 (x,((x,x),((x,(x,x)),((x,x),(x,x))))) 10 7 44 22 3.950000 0.710243 10 0.518785 0.611111 2 6 2 (x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 10 6 43 19 4.783333 0.714946 9 0.470663 0.527778 3 3 4 (x,((x,(x,x)),(x,(x,((x,x),(x,x)))))) 10 6 42 18 4.783333 0.724353 9 0.422542 0.500000 3 3 3 (x,((x,(x,x)),(x,((x,x),(x,(x,x)))))) 10 6 41 17 4.783333 0.743168 9 0.374420 0.472222 3 4 3 (x,((x,(x,x)),((x,x),(x,(x,(x,x)))))) 10 5 40 14 5.583333 0.752575 8 0.326299 0.388889 4 3 5 (x,((x,(x,x)),((x,x),((x,x),(x,x))))) 10 5 40 14 5.083333 0.752575 8 0.326299 0.388889 3 3 4 (x,((x,(x,x)),((x,(x,x)),(x,(x,x))))) 10 6 42 18 4.116667 0.724353 10 0.422542 0.500000 2 5 2 (x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 10 5 41 15 4.916667 0.733761 9 0.374420 0.416667 3 4 4 (x,((x,(x,(x,x))),(x,((x,x),(x,x))))) 10 5 40 14 4.916667 0.752575 9 0.326299 0.388889 3 4 3 (x,((x,(x,(x,x))),((x,x),(x,(x,x))))) 10 6 41 15 4.783333 0.743168 9 0.374420 0.416667 3 5 4 (x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 10 5 40 12 5.583333 0.752575 8 0.326299 0.333333 4 2 6 (x,(((x,x),(x,x)),(x,((x,x),(x,x))))) 10 5 39 11 5.583333 0.771389 8 0.278177 0.305556 4 3 5 (x,(((x,x),(x,x)),((x,x),(x,(x,x))))) 10 8 47 27 3.592857 0.750223 11 0.663149 0.750000 2 8 2 ((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))) 10 7 46 24 4.450000 0.752575 10 0.615028 0.666667 3 2 4 ((x,x),(x,(x,(x,(x,((x,x),(x,x))))))) 10 7 45 23 4.450000 0.757279 10 0.566906 0.638889 3 3 3 ((x,x),(x,(x,(x,((x,x),(x,(x,x))))))) 10 7 44 22 4.450000 0.766686 10 0.518785 0.611111 3 4 3 ((x,x),(x,(x,((x,x),(x,(x,(x,x))))))) 10 6 43 19 5.283333 0.771389 9 0.470663 0.527778 4 2 5 ((x,x),(x,(x,((x,x),((x,x),(x,x)))))) 10 6 43 19 4.783333 0.771389 9 0.470663 0.527778 3 3 4 ((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))) 10 7 43 21 4.450000 0.785500 10 0.470663 0.583333 3 5 3 ((x,x),(x,((x,x),(x,(x,(x,(x,x))))))) 10 6 42 18 5.283333 0.790204 9 0.422542 0.500000 4 2 5 ((x,x),(x,((x,x),(x,((x,x),(x,x)))))) 10 6 41 17 5.283333 0.799611 9 0.374420 0.472222 4 3 4 ((x,x),(x,((x,x),((x,x),(x,(x,x)))))) 10 6 41 17 4.783333 0.799611 9 0.374420 0.472222 3 4 3 ((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))) 10 5 40 14 5.583333 0.809018 8 0.326299 0.388889 4 3 5 ((x,x),(x,((x,(x,x)),((x,x),(x,x))))) 10 7 42 20 4.450000 0.823129 10 0.422542 0.555556 3 6 3 ((x,x),((x,x),(x,(x,(x,(x,(x,x))))))) 10 6 41 17 5.283333 0.827832 9 0.374420 0.472222 4 2 5 ((x,x),((x,x),(x,(x,((x,x),(x,x)))))) 10 6 40 16 5.283333 0.837240 9 0.326299 0.444444 4 3 4 ((x,x),((x,x),(x,((x,x),(x,(x,x)))))) 10 6 39 15 5.283333 0.856054 9 0.278177 0.416667 4 4 4 ((x,x),((x,x),((x,x),(x,(x,(x,x)))))) 10 5 38 12 6.083333 0.865461 8 0.230056 0.333333 5 2 6 ((x,x),((x,x),((x,x),((x,x),(x,x))))) 10 5 38 12 5.583333 0.865461 8 0.230056 0.333333 4 3 5 ((x,x),((x,x),((x,(x,x)),(x,(x,x))))) 10 6 39 15 4.783333 0.856054 9 0.278177 0.416667 3 5 3 ((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))) 10 5 38 12 5.583333 0.865461 8 0.230056 0.333333 4 3 5 ((x,x),((x,(x,x)),(x,((x,x),(x,x))))) 10 5 37 11 5.583333 0.884276 8 0.181934 0.305556 4 3 4 ((x,x),((x,(x,x)),((x,x),(x,(x,x))))) 10 5 38 12 4.916667 0.865461 9 0.230056 0.333333 3 4 4 ((x,x),((x,(x,(x,x))),(x,(x,(x,x))))) 10 5 37 9 5.583333 0.884276 8 0.181934 0.250000 4 4 5 ((x,x),(((x,x),(x,x)),(x,(x,(x,x))))) 10 4 36 6 6.333333 0.903090 7 0.133812 0.166667 5 2 8 ((x,x),(((x,x),(x,x)),((x,x),(x,x)))) 10 7 42 20 3.950000 0.823129 11 0.422542 0.555556 2 7 2 ((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))) 10 6 41 17 4.783333 0.827832 10 0.374420 0.472222 3 3 4 ((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))) 10 6 40 16 4.783333 0.837240 10 0.326299 0.444444 3 3 3 ((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))) 10 6 39 15 4.783333 0.856054 10 0.278177 0.416667 3 4 3 ((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))) 10 5 38 12 5.583333 0.865461 9 0.230056 0.333333 4 3 5 ((x,(x,x)),(x,((x,x),((x,x),(x,x))))) 10 5 38 12 5.083333 0.865461 9 0.230056 0.333333 3 3 4 ((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))) 10 6 38 14 4.783333 0.893683 10 0.230056 0.388889 3 5 3 ((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))) 10 5 37 11 5.583333 0.903090 9 0.181934 0.305556 4 3 5 ((x,(x,x)),((x,x),(x,((x,x),(x,x))))) 10 5 36 10 5.583333 0.921904 9 0.133812 0.277778 4 3 4 ((x,(x,x)),((x,x),((x,x),(x,(x,x))))) 10 5 36 10 5.083333 0.921904 9 0.133812 0.277778 3 4 3 ((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))) 10 4 35 7 5.833333 0.940719 8 0.085691 0.194444 4 3 5 ((x,(x,x)),((x,(x,x)),((x,x),(x,x)))) 10 6 39 15 4.116667 0.856054 11 0.278177 0.416667 2 6 2 ((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))) 10 5 38 12 4.916667 0.865461 10 0.230056 0.333333 3 4 4 ((x,(x,(x,x))),(x,(x,((x,x),(x,x))))) 10 5 37 11 4.916667 0.884276 10 0.181934 0.305556 3 4 3 ((x,(x,(x,x))),(x,((x,x),(x,(x,x))))) 10 5 36 10 4.916667 0.921904 10 0.133812 0.277778 3 4 3 ((x,(x,(x,x))),((x,x),(x,(x,(x,x))))) 10 4 35 7 5.666667 0.940719 9 0.085691 0.194444 4 4 5 ((x,(x,(x,x))),((x,x),((x,x),(x,x)))) 10 4 35 7 5.166667 0.940719 9 0.085691 0.194444 3 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))) 10 6 38 12 4.783333 0.893683 10 0.230056 0.333333 3 6 4 (((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))) 10 5 37 9 5.583333 0.903090 9 0.181934 0.250000 4 2 6 (((x,x),(x,x)),(x,(x,((x,x),(x,x))))) 10 5 36 8 5.583333 0.921904 9 0.133812 0.222222 4 3 5 (((x,x),(x,x)),(x,((x,x),(x,(x,x))))) 10 5 35 7 5.583333 0.959533 9 0.085691 0.194444 4 4 5 (((x,x),(x,x)),((x,x),(x,(x,(x,x))))) 10 4 34 4 6.333333 0.978347 8 0.037569 0.111111 5 2 7 (((x,x),(x,x)),((x,x),((x,x),(x,x)))) 10 4 34 4 5.833333 0.978347 8 0.037569 0.111111 4 3 6 (((x,x),(x,x)),((x,(x,x)),(x,(x,x)))) 10 5 38 12 4.166667 0.865461 11 0.230056 0.333333 2 5 3 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))) 10 5 37 9 4.916667 0.884276 10 0.181934 0.250000 3 5 4 ((x,((x,x),(x,x))),(x,(x,(x,(x,x))))) 10 4 36 6 5.666667 0.903090 9 0.133812 0.166667 4 2 7 ((x,((x,x),(x,x))),(x,((x,x),(x,x)))) 10 5 36 8 4.916667 0.921904 10 0.133812 0.222222 3 5 3 (((x,x),(x,(x,x))),(x,(x,(x,(x,x))))) 10 4 35 5 5.666667 0.940719 9 0.085691 0.138889 4 3 5 (((x,x),(x,(x,x))),(x,((x,x),(x,x)))) 10 4 34 4 5.666667 0.978347 9 0.037569 0.111111 4 3 5 (((x,x),(x,(x,x))),((x,x),(x,(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 11 leaves there are 207 distinct topologies 11 10 65 45 2.828968 0.601472 12 1.000000 1.000000 1 11 1 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 11 9 64 42 3.717857 0.602060 11 0.962889 0.933333 2 2 3 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 11 9 63 41 3.717857 0.603236 11 0.925778 0.911111 2 3 2 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 11 9 62 40 3.717857 0.605588 11 0.888667 0.888889 2 4 2 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 11 8 61 37 4.592857 0.606764 10 0.851556 0.822222 3 2 4 (x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 11 8 61 37 4.092857 0.606764 10 0.851556 0.822222 2 3 3 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 11 9 61 39 3.717857 0.610291 11 0.851556 0.866667 2 5 2 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 11 8 60 36 4.592857 0.611467 10 0.814445 0.800000 3 2 4 (x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))) 11 8 59 35 4.592857 0.613819 10 0.777335 0.777778 3 3 3 (x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))) 11 8 59 35 4.092857 0.613819 10 0.777335 0.777778 2 4 2 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 11 7 58 32 4.950000 0.616171 9 0.740224 0.711111 3 3 4 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))) 11 9 60 38 3.717857 0.619698 11 0.814445 0.844444 2 6 2 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 11 8 59 35 4.592857 0.620874 10 0.777335 0.777778 3 2 4 (x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))) 11 8 58 34 4.592857 0.623226 10 0.740224 0.755556 3 3 3 (x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))) 11 8 57 33 4.592857 0.627930 10 0.703113 0.733333 3 4 3 (x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))) 11 7 56 30 5.450000 0.630282 9 0.666002 0.666667 4 2 5 (x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))) 11 7 56 30 4.950000 0.630282 9 0.666002 0.666667 3 3 4 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))) 11 8 57 33 4.092857 0.627930 10 0.703113 0.733333 2 5 2 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 11 7 56 30 4.950000 0.630282 9 0.666002 0.666667 3 3 4 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))) 11 7 55 29 4.950000 0.634985 9 0.628891 0.644444 3 3 3 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))) 11 7 56 30 4.283333 0.630282 9 0.666002 0.666667 2 4 3 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 11 7 55 27 4.950000 0.634985 9 0.628891 0.600000 3 4 4 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 11 6 54 24 5.783333 0.639689 8 0.591780 0.533333 4 2 7 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))) 11 9 59 37 3.717857 0.638513 11 0.777335 0.822222 2 7 2 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 11 8 58 34 4.592857 0.639689 10 0.740224 0.755556 3 2 4 (x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))) 11 8 57 33 4.592857 0.642041 10 0.703113 0.733333 3 3 3 (x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))) 11 8 56 32 4.592857 0.646744 10 0.666002 0.711111 3 4 3 (x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))) 11 7 55 29 5.450000 0.649096 9 0.628891 0.644444 4 2 5 (x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))) 11 7 55 29 4.950000 0.649096 9 0.628891 0.644444 3 3 4 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))) 11 8 55 31 4.592857 0.656151 10 0.628891 0.688889 3 5 3 (x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))) 11 7 54 28 5.450000 0.658503 9 0.591780 0.622222 4 2 5 (x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))) 11 7 53 27 5.450000 0.663207 9 0.554669 0.600000 4 3 4 (x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))) 11 7 53 27 4.950000 0.663207 9 0.554669 0.600000 3 4 3 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))) 11 6 52 24 5.783333 0.667910 8 0.517558 0.533333 4 3 5 (x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))) 11 8 55 31 4.092857 0.656151 10 0.628891 0.688889 2 6 2 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 11 7 54 28 4.950000 0.658503 9 0.591780 0.622222 3 3 4 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))) 11 7 53 27 4.950000 0.663207 9 0.554669 0.600000 3 3 3 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))) 11 7 52 26 4.950000 0.672614 9 0.517558 0.577778 3 4 3 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))) 11 6 51 23 5.783333 0.677317 8 0.480447 0.511111 4 3 5 (x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))) 11 6 51 23 5.283333 0.677317 8 0.480447 0.511111 3 3 4 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 11 7 53 27 4.283333 0.663207 10 0.554669 0.600000 2 5 2 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 11 6 52 24 5.116667 0.667910 9 0.517558 0.533333 3 4 4 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))) 11 6 51 23 5.116667 0.677317 9 0.480447 0.511111 3 4 3 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))) 11 7 52 24 4.950000 0.672614 9 0.517558 0.533333 3 5 4 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 11 6 51 21 5.783333 0.677317 8 0.480447 0.466667 4 2 6 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))) 11 6 50 20 5.783333 0.686725 8 0.443336 0.444444 4 3 5 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))) 11 9 58 36 3.717857 0.676142 11 0.740224 0.800000 2 8 2 (x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))) 11 8 57 33 4.592857 0.677317 10 0.703113 0.733333 3 2 4 (x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))) 11 8 56 32 4.592857 0.679669 10 0.666002 0.711111 3 3 3 (x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))) 11 8 55 31 4.592857 0.684373 10 0.628891 0.688889 3 4 3 (x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))) 11 7 54 28 5.450000 0.686725 9 0.591780 0.622222 4 2 5 (x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 11 7 54 28 4.950000 0.686725 9 0.591780 0.622222 3 3 4 (x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 11 8 54 30 4.592857 0.693780 10 0.591780 0.666667 3 5 3 (x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 11 7 53 27 5.450000 0.696132 9 0.554669 0.600000 4 2 5 (x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 11 7 52 26 5.450000 0.700835 9 0.517558 0.577778 4 3 4 (x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 11 7 52 26 4.950000 0.700835 9 0.517558 0.577778 3 4 3 (x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 11 6 51 23 5.783333 0.705539 8 0.480447 0.511111 4 3 5 (x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 11 8 53 29 4.592857 0.712594 10 0.554669 0.644444 3 6 3 (x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 11 7 52 26 5.450000 0.714946 9 0.517558 0.577778 4 2 5 (x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 11 7 51 25 5.450000 0.719650 9 0.480447 0.555556 4 3 4 (x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 11 7 50 24 5.450000 0.729057 9 0.443336 0.533333 4 4 4 (x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 11 6 49 21 6.283333 0.733761 8 0.406225 0.466667 5 2 6 (x,((x,x),((x,x),((x,x),((x,x),(x,x)))))) 11 6 49 21 5.783333 0.733761 8 0.406225 0.466667 4 3 5 (x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 11 7 50 24 4.950000 0.729057 9 0.443336 0.533333 3 5 3 (x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 11 6 49 21 5.783333 0.733761 8 0.406225 0.466667 4 3 5 (x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 11 6 48 20 5.783333 0.743168 8 0.369114 0.444444 4 3 4 (x,((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 11 6 49 21 5.116667 0.733761 9 0.406225 0.466667 3 4 4 (x,((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 11 6 48 18 5.783333 0.743168 8 0.369114 0.400000 4 4 5 (x,((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 11 5 47 15 6.583333 0.752575 7 0.332004 0.333333 5 2 8 (x,((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 11 8 53 29 4.092857 0.712594 11 0.554669 0.644444 2 7 2 (x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 11 7 52 26 4.950000 0.714946 10 0.517558 0.577778 3 3 4 (x,((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 11 7 51 25 4.950000 0.719650 10 0.480447 0.555556 3 3 3 (x,((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 11 7 50 24 4.950000 0.729057 10 0.443336 0.533333 3 4 3 (x,((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 11 6 49 21 5.783333 0.733761 9 0.406225 0.466667 4 3 5 (x,((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 11 6 49 21 5.283333 0.733761 9 0.406225 0.466667 3 3 4 (x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 11 7 49 23 4.950000 0.747871 10 0.406225 0.511111 3 5 3 (x,((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 11 6 48 20 5.783333 0.752575 9 0.369114 0.444444 4 3 5 (x,((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 11 6 47 19 5.783333 0.761982 9 0.332004 0.422222 4 3 4 (x,((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 11 6 47 19 5.283333 0.761982 9 0.332004 0.422222 3 4 3 (x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 11 5 46 16 6.083333 0.771389 8 0.294893 0.355556 4 3 5 (x,((x,(x,x)),((x,(x,x)),((x,x),(x,x))))) 11 7 50 24 4.283333 0.729057 11 0.443336 0.533333 2 6 2 (x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 11 6 49 21 5.116667 0.733761 10 0.406225 0.466667 3 4 4 (x,((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))) 11 6 48 20 5.116667 0.743168 10 0.369114 0.444444 3 4 3 (x,((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))) 11 6 47 19 5.116667 0.761982 10 0.332004 0.422222 3 4 3 (x,((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))) 11 5 46 16 5.916667 0.771389 9 0.294893 0.355556 4 4 5 (x,((x,(x,(x,x))),((x,x),((x,x),(x,x))))) 11 5 46 16 5.416667 0.771389 9 0.294893 0.355556 3 4 4 (x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))) 11 7 49 21 4.950000 0.747871 10 0.406225 0.466667 3 6 4 (x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 11 6 48 18 5.783333 0.752575 9 0.369114 0.400000 4 2 6 (x,(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 11 6 47 17 5.783333 0.761982 9 0.332004 0.377778 4 3 5 (x,(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 11 6 46 16 5.783333 0.780797 9 0.294893 0.355556 4 4 5 (x,(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 11 5 45 13 6.583333 0.790204 8 0.257782 0.288889 5 2 7 (x,(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 11 5 45 13 6.083333 0.790204 8 0.257782 0.288889 4 3 6 (x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 11 6 49 21 4.366667 0.733761 11 0.406225 0.466667 2 5 3 (x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 11 6 48 18 5.116667 0.743168 10 0.369114 0.400000 3 5 4 (x,((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 11 5 47 15 5.916667 0.752575 9 0.332004 0.333333 4 2 7 (x,((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 11 6 47 17 5.116667 0.761982 10 0.332004 0.377778 3 5 3 (x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 11 5 46 14 5.916667 0.771389 9 0.294893 0.311111 4 3 5 (x,(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 11 5 45 13 5.916667 0.790204 9 0.257782 0.288889 4 3 5 (x,(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 11 9 57 35 3.717857 0.751399 12 0.703113 0.777778 2 9 2 ((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 11 8 56 32 4.592857 0.752575 11 0.666002 0.711111 3 2 4 ((x,x),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 11 8 55 31 4.592857 0.754927 11 0.628891 0.688889 3 3 3 ((x,x),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 11 8 54 30 4.592857 0.759630 11 0.591780 0.666667 3 4 3 ((x,x),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 11 7 53 27 5.450000 0.761982 10 0.554669 0.600000 4 2 5 ((x,x),(x,(x,(x,((x,x),((x,x),(x,x))))))) 11 7 53 27 4.950000 0.761982 10 0.554669 0.600000 3 3 4 ((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 11 8 53 29 4.592857 0.769038 11 0.554669 0.644444 3 5 3 ((x,x),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 11 7 52 26 5.450000 0.771389 10 0.517558 0.577778 4 2 5 ((x,x),(x,(x,((x,x),(x,((x,x),(x,x))))))) 11 7 51 25 5.450000 0.776093 10 0.480447 0.555556 4 3 4 ((x,x),(x,(x,((x,x),((x,x),(x,(x,x))))))) 11 7 51 25 4.950000 0.776093 10 0.480447 0.555556 3 4 3 ((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 11 6 50 22 5.783333 0.780797 9 0.443336 0.488889 4 3 5 ((x,x),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 11 8 52 28 4.592857 0.787852 11 0.517558 0.622222 3 6 3 ((x,x),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 11 7 51 25 5.450000 0.790204 10 0.480447 0.555556 4 2 5 ((x,x),(x,((x,x),(x,(x,((x,x),(x,x))))))) 11 7 50 24 5.450000 0.794907 10 0.443336 0.533333 4 3 4 ((x,x),(x,((x,x),(x,((x,x),(x,(x,x))))))) 11 7 49 23 5.450000 0.804315 10 0.406225 0.511111 4 4 4 ((x,x),(x,((x,x),((x,x),(x,(x,(x,x))))))) 11 6 48 20 6.283333 0.809018 9 0.369114 0.444444 5 2 6 ((x,x),(x,((x,x),((x,x),((x,x),(x,x)))))) 11 6 48 20 5.783333 0.809018 9 0.369114 0.444444 4 3 5 ((x,x),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 11 7 49 23 4.950000 0.804315 10 0.406225 0.511111 3 5 3 ((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 11 6 48 20 5.783333 0.809018 9 0.369114 0.444444 4 3 5 ((x,x),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 11 6 47 19 5.783333 0.818425 9 0.332004 0.422222 4 3 4 ((x,x),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 11 6 48 20 5.116667 0.809018 9 0.369114 0.444444 3 4 4 ((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 11 6 47 17 5.783333 0.818425 9 0.332004 0.377778 4 4 5 ((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 11 5 46 14 6.583333 0.827832 8 0.294893 0.311111 5 2 8 ((x,x),(x,(((x,x),(x,x)),((x,x),(x,x))))) 11 8 51 27 4.592857 0.825481 11 0.480447 0.600000 3 7 3 ((x,x),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 11 7 50 24 5.450000 0.827832 10 0.443336 0.533333 4 2 5 ((x,x),((x,x),(x,(x,(x,((x,x),(x,x))))))) 11 7 49 23 5.450000 0.832536 10 0.406225 0.511111 4 3 4 ((x,x),((x,x),(x,(x,((x,x),(x,(x,x))))))) 11 7 48 22 5.450000 0.841943 10 0.369114 0.488889 4 4 4 ((x,x),((x,x),(x,((x,x),(x,(x,(x,x))))))) 11 6 47 19 6.283333 0.846647 9 0.332004 0.422222 5 2 6 ((x,x),((x,x),(x,((x,x),((x,x),(x,x)))))) 11 6 47 19 5.783333 0.846647 9 0.332004 0.422222 4 3 5 ((x,x),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 11 7 47 21 5.450000 0.860758 10 0.332004 0.466667 4 5 4 ((x,x),((x,x),((x,x),(x,(x,(x,(x,x))))))) 11 6 46 18 6.283333 0.865461 9 0.294893 0.400000 5 2 6 ((x,x),((x,x),((x,x),(x,((x,x),(x,x)))))) 11 6 45 17 6.283333 0.874868 9 0.257782 0.377778 5 3 5 ((x,x),((x,x),((x,x),((x,x),(x,(x,x)))))) 11 6 45 17 5.783333 0.874868 9 0.257782 0.377778 4 4 4 ((x,x),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 11 5 44 14 6.583333 0.884276 8 0.220671 0.311111 5 3 6 ((x,x),((x,x),((x,(x,x)),((x,x),(x,x))))) 11 7 47 21 4.950000 0.860758 10 0.332004 0.466667 3 6 3 ((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 11 6 46 18 5.783333 0.865461 9 0.294893 0.400000 4 3 5 ((x,x),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 11 6 45 17 5.783333 0.874868 9 0.257782 0.377778 4 3 4 ((x,x),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 11 6 44 16 5.783333 0.893683 9 0.220671 0.355556 4 4 4 ((x,x),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 11 5 43 13 6.583333 0.903090 8 0.183560 0.288889 5 3 6 ((x,x),((x,(x,x)),((x,x),((x,x),(x,x))))) 11 5 43 13 6.083333 0.903090 8 0.183560 0.288889 4 3 5 ((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 11 6 45 17 5.116667 0.874868 10 0.257782 0.377778 3 5 3 ((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 11 5 44 14 5.916667 0.884276 9 0.220671 0.311111 4 4 5 ((x,x),((x,(x,(x,x))),(x,((x,x),(x,x))))) 11 5 43 13 5.916667 0.903090 9 0.183560 0.288889 4 4 4 ((x,x),((x,(x,(x,x))),((x,x),(x,(x,x))))) 11 6 44 14 5.783333 0.893683 9 0.220671 0.311111 4 5 5 ((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 11 5 43 11 6.583333 0.903090 8 0.183560 0.244444 5 2 7 ((x,x),(((x,x),(x,x)),(x,((x,x),(x,x))))) 11 5 42 10 6.583333 0.921904 8 0.146449 0.222222 5 3 6 ((x,x),(((x,x),(x,x)),((x,x),(x,(x,x))))) 11 8 51 27 4.092857 0.825481 12 0.480447 0.600000 2 8 2 ((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))) 11 7 50 24 4.950000 0.827832 11 0.443336 0.533333 3 3 4 ((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))) 11 7 49 23 4.950000 0.832536 11 0.406225 0.511111 3 3 3 ((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))) 11 7 48 22 4.950000 0.841943 11 0.369114 0.488889 3 4 3 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))) 11 6 47 19 5.783333 0.846647 10 0.332004 0.422222 4 3 5 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,x)))))) 11 6 47 19 5.283333 0.846647 10 0.332004 0.422222 3 3 4 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))) 11 7 47 21 4.950000 0.860758 11 0.332004 0.466667 3 5 3 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))) 11 6 46 18 5.783333 0.865461 10 0.294893 0.400000 4 3 5 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,x)))))) 11 6 45 17 5.783333 0.874868 10 0.257782 0.377778 4 3 4 ((x,(x,x)),(x,((x,x),((x,x),(x,(x,x)))))) 11 6 45 17 5.283333 0.874868 10 0.257782 0.377778 3 4 3 ((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))) 11 5 44 14 6.083333 0.884276 9 0.220671 0.311111 4 3 5 ((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x))))) 11 7 46 20 4.950000 0.898386 11 0.294893 0.444444 3 6 3 ((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))) 11 6 45 17 5.783333 0.903090 10 0.257782 0.377778 4 3 5 ((x,(x,x)),((x,x),(x,(x,((x,x),(x,x)))))) 11 6 44 16 5.783333 0.912497 10 0.220671 0.355556 4 3 4 ((x,(x,x)),((x,x),(x,((x,x),(x,(x,x)))))) 11 6 43 15 5.783333 0.931312 10 0.183560 0.333333 4 4 4 ((x,(x,x)),((x,x),((x,x),(x,(x,(x,x)))))) 11 5 42 12 6.583333 0.940719 9 0.146449 0.266667 5 3 6 ((x,(x,x)),((x,x),((x,x),((x,x),(x,x))))) 11 5 42 12 6.083333 0.940719 9 0.146449 0.266667 4 3 5 ((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x))))) 11 6 43 15 5.283333 0.931312 10 0.183560 0.333333 3 5 3 ((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))) 11 5 42 12 6.083333 0.940719 9 0.146449 0.266667 4 3 5 ((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x))))) 11 5 41 11 6.083333 0.959533 9 0.109338 0.244444 4 3 4 ((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x))))) 11 5 42 12 5.416667 0.940719 9 0.146449 0.266667 3 4 4 ((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))) 11 5 41 9 6.083333 0.959533 9 0.109338 0.200000 4 4 5 ((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))) 11 4 40 6 6.833333 0.978347 8 0.072227 0.133333 5 3 8 ((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x)))) 11 7 47 21 4.283333 0.860758 12 0.332004 0.466667 2 7 2 ((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))) 11 6 46 18 5.116667 0.865461 11 0.294893 0.400000 3 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))) 11 6 45 17 5.116667 0.874868 11 0.257782 0.377778 3 4 3 ((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))) 11 6 44 16 5.116667 0.893683 11 0.220671 0.355556 3 4 3 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))) 11 5 43 13 5.916667 0.903090 10 0.183560 0.288889 4 4 5 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,x))))) 11 5 43 13 5.416667 0.903090 10 0.183560 0.288889 3 4 4 ((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))) 11 6 43 15 5.116667 0.931312 11 0.183560 0.333333 3 5 3 ((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))) 11 5 42 12 5.916667 0.940719 10 0.146449 0.266667 4 4 5 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,x))))) 11 5 41 11 5.916667 0.959533 10 0.109338 0.244444 4 4 4 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,x))))) 11 5 41 11 5.416667 0.959533 10 0.109338 0.244444 3 4 3 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))) 11 4 40 8 6.166667 0.978347 9 0.072227 0.177778 4 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x)))) 11 7 46 18 4.950000 0.898386 11 0.294893 0.400000 3 7 4 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x))))))) 11 6 45 15 5.783333 0.903090 10 0.257782 0.333333 4 2 6 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,x)))))) 11 6 44 14 5.783333 0.912497 10 0.220671 0.311111 4 3 5 (((x,x),(x,x)),(x,(x,((x,x),(x,(x,x)))))) 11 6 43 13 5.783333 0.931312 10 0.183560 0.288889 4 4 5 (((x,x),(x,x)),(x,((x,x),(x,(x,(x,x)))))) 11 5 42 10 6.583333 0.940719 9 0.146449 0.222222 5 2 7 (((x,x),(x,x)),(x,((x,x),((x,x),(x,x))))) 11 5 42 10 6.083333 0.940719 9 0.146449 0.222222 4 3 6 (((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x))))) 11 6 42 12 5.783333 0.968940 10 0.146449 0.266667 4 5 5 (((x,x),(x,x)),((x,x),(x,(x,(x,(x,x)))))) 11 5 41 9 6.583333 0.978347 9 0.109338 0.200000 5 2 7 (((x,x),(x,x)),((x,x),(x,((x,x),(x,x))))) 11 5 40 8 6.583333 0.997162 9 0.072227 0.177778 5 3 6 (((x,x),(x,x)),((x,x),((x,x),(x,(x,x))))) 11 5 40 8 6.083333 0.997162 9 0.072227 0.177778 4 4 5 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x))))) 11 4 39 5 6.833333 1.015976 8 0.035116 0.111111 5 3 7 (((x,x),(x,x)),((x,(x,x)),((x,x),(x,x)))) 11 6 45 17 4.366667 0.874868 12 0.257782 0.377778 2 6 2 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))) 11 5 44 14 5.166667 0.884276 11 0.220671 0.311111 3 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))) 11 5 43 13 5.166667 0.903090 11 0.183560 0.288889 3 5 3 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))) 11 5 42 12 5.166667 0.940719 11 0.146449 0.266667 3 5 3 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))) 11 5 41 9 5.916667 0.959533 10 0.109338 0.200000 4 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x)))) 11 5 41 9 5.416667 0.959533 10 0.109338 0.200000 3 5 4 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x)))) 11 6 44 14 5.116667 0.893683 11 0.220671 0.311111 3 6 4 ((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))) 11 5 43 11 5.916667 0.903090 10 0.183560 0.244444 4 2 6 ((x,((x,x),(x,x))),(x,(x,((x,x),(x,x))))) 11 5 42 10 5.916667 0.921904 10 0.146449 0.222222 4 3 5 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,x))))) 11 5 41 9 5.916667 0.959533 10 0.109338 0.200000 4 4 5 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,x))))) 11 4 40 6 6.666667 0.978347 9 0.072227 0.133333 5 2 7 ((x,((x,x),(x,x))),((x,x),((x,x),(x,x)))) 11 4 40 6 6.166667 0.978347 9 0.072227 0.133333 4 3 6 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x)))) 11 6 43 13 5.116667 0.931312 11 0.183560 0.288889 3 6 3 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x)))))) 11 5 42 10 5.916667 0.940719 10 0.146449 0.222222 4 3 5 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,x))))) 11 5 41 9 5.916667 0.959533 10 0.109338 0.200000 4 3 4 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,x))))) 11 5 40 8 5.916667 0.997162 10 0.072227 0.177778 4 4 4 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,x))))) 11 4 39 5 6.666667 1.015976 9 0.035116 0.111111 5 3 6 (((x,x),(x,(x,x))),((x,x),((x,x),(x,x)))) 11 4 39 5 6.166667 1.015976 9 0.035116 0.111111 4 3 5 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 12 leaves there are 451 distinct topologies 12 11 77 55 2.928968 0.601766 13 1.000000 1.000000 1 12 1 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 12 10 76 52 3.828968 0.602060 12 0.970571 0.945455 2 2 3 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 12 10 75 51 3.828968 0.602648 12 0.941143 0.927273 2 3 2 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 12 10 74 50 3.828968 0.603824 12 0.911714 0.909091 2 4 2 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 12 9 73 47 4.717857 0.604412 11 0.882285 0.854545 3 2 4 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))) 12 9 73 47 4.217857 0.604412 11 0.882285 0.854545 2 3 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 12 10 73 49 3.828968 0.606176 12 0.882285 0.890909 2 5 2 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 12 9 72 46 4.717857 0.606764 11 0.852857 0.836364 3 2 4 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))) 12 9 71 45 4.717857 0.607939 11 0.823428 0.818182 3 3 3 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))) 12 9 71 45 4.217857 0.607939 11 0.823428 0.818182 2 4 2 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 12 8 70 42 5.092857 0.609115 10 0.793999 0.763636 3 3 4 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 12 10 72 48 3.828968 0.610879 12 0.852857 0.872727 2 6 2 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 12 9 71 45 4.717857 0.611467 11 0.823428 0.818182 3 2 4 (x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 12 9 70 44 4.717857 0.612643 11 0.793999 0.800000 3 3 3 (x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 12 9 69 43 4.717857 0.614995 11 0.764571 0.781818 3 4 3 (x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 12 8 68 40 5.592857 0.616171 10 0.735142 0.727273 4 2 5 (x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 12 8 68 40 5.092857 0.616171 10 0.735142 0.727273 3 3 4 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 12 9 69 43 4.217857 0.614995 11 0.764571 0.781818 2 5 2 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 12 8 68 40 5.092857 0.616171 10 0.735142 0.727273 3 3 4 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 12 8 67 39 5.092857 0.618523 10 0.705713 0.709091 3 3 3 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 12 8 68 40 4.426190 0.616171 10 0.735142 0.727273 2 4 3 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 12 8 67 37 5.092857 0.618523 10 0.705713 0.672727 3 4 4 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 12 7 66 34 5.950000 0.620874 9 0.676284 0.618182 4 2 7 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))) 12 10 71 47 3.828968 0.620286 12 0.823428 0.854545 2 7 2 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 12 9 70 44 4.717857 0.620874 11 0.793999 0.800000 3 2 4 (x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))) 12 9 69 43 4.717857 0.622050 11 0.764571 0.781818 3 3 3 (x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))) 12 9 68 42 4.717857 0.624402 11 0.735142 0.763636 3 4 3 (x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))) 12 8 67 39 5.592857 0.625578 10 0.705713 0.709091 4 2 5 (x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))) 12 8 67 39 5.092857 0.625578 10 0.705713 0.709091 3 3 4 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 12 9 67 41 4.717857 0.629106 11 0.705713 0.745455 3 5 3 (x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))) 12 8 66 38 5.592857 0.630282 10 0.676284 0.690909 4 2 5 (x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x)))))))) 12 8 65 37 5.592857 0.632633 10 0.646856 0.672727 4 3 4 (x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x)))))))) 12 8 65 37 5.092857 0.632633 10 0.646856 0.672727 3 4 3 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 12 7 64 34 5.950000 0.634985 9 0.617427 0.618182 4 3 5 (x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x))))))) 12 9 67 41 4.217857 0.629106 11 0.705713 0.745455 2 6 2 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 12 8 66 38 5.092857 0.630282 10 0.676284 0.690909 3 3 4 (x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 12 8 65 37 5.092857 0.632633 10 0.646856 0.672727 3 3 3 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 12 8 64 36 5.092857 0.637337 10 0.617427 0.654545 3 4 3 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 12 7 63 33 5.950000 0.639689 9 0.587998 0.600000 4 3 5 (x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 12 7 63 33 5.450000 0.639689 9 0.587998 0.600000 3 3 4 (x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 12 8 65 37 4.426190 0.632633 10 0.646856 0.672727 2 5 2 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 12 7 64 34 5.283333 0.634985 9 0.617427 0.618182 3 4 4 (x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 12 7 63 33 5.283333 0.639689 9 0.587998 0.600000 3 4 3 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 12 8 64 34 5.092857 0.637337 10 0.617427 0.618182 3 5 4 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 12 7 63 31 5.950000 0.639689 9 0.587998 0.563636 4 2 6 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 12 7 62 30 5.950000 0.644392 9 0.558570 0.545455 4 3 5 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 12 10 70 46 3.828968 0.639101 12 0.793999 0.836364 2 8 2 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 12 9 69 43 4.717857 0.639689 11 0.764571 0.781818 3 2 4 (x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 12 9 68 42 4.717857 0.640865 11 0.735142 0.763636 3 3 3 (x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 12 9 67 41 4.717857 0.643216 11 0.705713 0.745455 3 4 3 (x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 12 8 66 38 5.592857 0.644392 10 0.676284 0.690909 4 2 5 (x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 12 8 66 38 5.092857 0.644392 10 0.676284 0.690909 3 3 4 (x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 12 9 66 40 4.717857 0.647920 11 0.676284 0.727273 3 5 3 (x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 12 8 65 37 5.592857 0.649096 10 0.646856 0.672727 4 2 5 (x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 12 8 64 36 5.592857 0.651448 10 0.617427 0.654545 4 3 4 (x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 12 8 64 36 5.092857 0.651448 10 0.617427 0.654545 3 4 3 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 12 7 63 33 5.950000 0.653800 9 0.587998 0.600000 4 3 5 (x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 12 9 65 39 4.717857 0.657327 11 0.646856 0.709091 3 6 3 (x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 12 8 64 36 5.592857 0.658503 10 0.617427 0.654545 4 2 5 (x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 12 8 63 35 5.592857 0.660855 10 0.587998 0.636364 4 3 4 (x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 12 8 62 34 5.592857 0.665559 10 0.558570 0.618182 4 4 4 (x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 12 7 61 31 6.450000 0.667910 9 0.529141 0.563636 5 2 6 (x,(x,((x,x),((x,x),((x,x),((x,x),(x,x))))))) 12 7 61 31 5.950000 0.667910 9 0.529141 0.563636 4 3 5 (x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 12 8 62 34 5.092857 0.665559 10 0.558570 0.618182 3 5 3 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 12 7 61 31 5.950000 0.667910 9 0.529141 0.563636 4 3 5 (x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 12 7 60 30 5.950000 0.672614 9 0.499712 0.545455 4 3 4 (x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 12 7 61 31 5.283333 0.667910 9 0.529141 0.563636 3 4 4 (x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 12 7 60 28 5.950000 0.672614 9 0.499712 0.509091 4 4 5 (x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 12 6 59 25 6.783333 0.677317 8 0.470284 0.454545 5 2 8 (x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 12 9 65 39 4.217857 0.657327 11 0.646856 0.709091 2 7 2 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 12 8 64 36 5.092857 0.658503 10 0.617427 0.654545 3 3 4 (x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 12 8 63 35 5.092857 0.660855 10 0.587998 0.636364 3 3 3 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 12 8 62 34 5.092857 0.665559 10 0.558570 0.618182 3 4 3 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 12 7 61 31 5.950000 0.667910 9 0.529141 0.563636 4 3 5 (x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 12 7 61 31 5.450000 0.667910 9 0.529141 0.563636 3 3 4 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 12 8 61 33 5.092857 0.674966 10 0.529141 0.600000 3 5 3 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 12 7 60 30 5.950000 0.677317 9 0.499712 0.545455 4 3 5 (x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 12 7 59 29 5.950000 0.682021 9 0.470284 0.527273 4 3 4 (x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 12 7 59 29 5.450000 0.682021 9 0.470284 0.527273 3 4 3 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 12 6 58 26 6.283333 0.686725 8 0.440855 0.472727 4 3 5 (x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 12 8 62 34 4.426190 0.665559 11 0.558570 0.618182 2 6 2 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 12 7 61 31 5.283333 0.667910 10 0.529141 0.563636 3 4 4 (x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 12 7 60 30 5.283333 0.672614 10 0.499712 0.545455 3 4 3 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 12 7 59 29 5.283333 0.682021 10 0.470284 0.527273 3 4 3 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 12 6 58 26 6.116667 0.686725 9 0.440855 0.472727 4 4 5 (x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 12 6 58 26 5.616667 0.686725 9 0.440855 0.472727 3 4 4 (x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 12 8 61 31 5.092857 0.674966 10 0.529141 0.563636 3 6 4 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 12 7 60 28 5.950000 0.677317 9 0.499712 0.509091 4 2 6 (x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 12 7 59 27 5.950000 0.682021 9 0.470284 0.490909 4 3 5 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 12 7 58 26 5.950000 0.691428 9 0.440855 0.472727 4 4 5 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 12 6 57 23 6.783333 0.696132 8 0.411426 0.418182 5 2 7 (x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 12 6 57 23 6.283333 0.696132 8 0.411426 0.418182 4 3 6 (x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 12 7 61 31 4.533333 0.667910 11 0.529141 0.563636 2 5 3 (x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 12 7 60 28 5.283333 0.672614 10 0.499712 0.509091 3 5 4 (x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 12 6 59 25 6.116667 0.677317 9 0.470284 0.454545 4 2 7 (x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 12 7 59 27 5.283333 0.682021 10 0.470284 0.490909 3 5 3 (x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 12 6 58 24 6.116667 0.686725 9 0.440855 0.436364 4 3 5 (x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 12 6 57 23 6.116667 0.696132 9 0.411426 0.418182 4 3 5 (x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 12 10 69 45 3.828968 0.676730 12 0.764571 0.818182 2 9 2 (x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 12 9 68 42 4.717857 0.677317 11 0.735142 0.763636 3 2 4 (x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 12 9 67 41 4.717857 0.678493 11 0.705713 0.745455 3 3 3 (x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 12 9 66 40 4.717857 0.680845 11 0.676284 0.727273 3 4 3 (x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 12 8 65 37 5.592857 0.682021 10 0.646856 0.672727 4 2 5 (x,((x,x),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 12 8 65 37 5.092857 0.682021 10 0.646856 0.672727 3 3 4 (x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 12 9 65 39 4.717857 0.685549 11 0.646856 0.709091 3 5 3 (x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 12 8 64 36 5.592857 0.686725 10 0.617427 0.654545 4 2 5 (x,((x,x),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 12 8 63 35 5.592857 0.689076 10 0.587998 0.636364 4 3 4 (x,((x,x),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 12 8 63 35 5.092857 0.689076 10 0.587998 0.636364 3 4 3 (x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 12 7 62 32 5.950000 0.691428 9 0.558570 0.581818 4 3 5 (x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 12 9 64 38 4.717857 0.694956 11 0.617427 0.690909 3 6 3 (x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 12 8 63 35 5.592857 0.696132 10 0.587998 0.636364 4 2 5 (x,((x,x),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 12 8 62 34 5.592857 0.698484 10 0.558570 0.618182 4 3 4 (x,((x,x),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 12 8 61 33 5.592857 0.703187 10 0.529141 0.600000 4 4 4 (x,((x,x),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 12 7 60 30 6.450000 0.705539 9 0.499712 0.545455 5 2 6 (x,((x,x),(x,((x,x),((x,x),((x,x),(x,x))))))) 12 7 60 30 5.950000 0.705539 9 0.499712 0.545455 4 3 5 (x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 12 8 61 33 5.092857 0.703187 10 0.529141 0.600000 3 5 3 (x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 12 7 60 30 5.950000 0.705539 9 0.499712 0.545455 4 3 5 (x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 12 7 59 29 5.950000 0.710243 9 0.470284 0.527273 4 3 4 (x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 12 7 60 30 5.283333 0.705539 9 0.499712 0.545455 3 4 4 (x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 12 7 59 27 5.950000 0.710243 9 0.470284 0.490909 4 4 5 (x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 12 6 58 24 6.783333 0.714946 8 0.440855 0.436364 5 2 8 (x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 12 9 63 37 4.717857 0.713770 11 0.587998 0.672727 3 7 3 (x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 12 8 62 34 5.592857 0.714946 10 0.558570 0.618182 4 2 5 (x,((x,x),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 12 8 61 33 5.592857 0.717298 10 0.529141 0.600000 4 3 4 (x,((x,x),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 12 8 60 32 5.592857 0.722002 10 0.499712 0.581818 4 4 4 (x,((x,x),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 12 7 59 29 6.450000 0.724353 9 0.470284 0.527273 5 2 6 (x,((x,x),((x,x),(x,((x,x),((x,x),(x,x))))))) 12 7 59 29 5.950000 0.724353 9 0.470284 0.527273 4 3 5 (x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 12 8 59 31 5.592857 0.731409 10 0.470284 0.563636 4 5 4 (x,((x,x),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 12 7 58 28 6.450000 0.733761 9 0.440855 0.509091 5 2 6 (x,((x,x),((x,x),((x,x),(x,((x,x),(x,x))))))) 12 7 57 27 6.450000 0.738464 9 0.411426 0.490909 5 3 5 (x,((x,x),((x,x),((x,x),((x,x),(x,(x,x))))))) 12 7 57 27 5.950000 0.738464 9 0.411426 0.490909 4 4 4 (x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 12 6 56 24 6.783333 0.743168 8 0.381998 0.436364 5 3 6 (x,((x,x),((x,x),((x,(x,x)),((x,x),(x,x)))))) 12 8 59 31 5.092857 0.731409 10 0.470284 0.563636 3 6 3 (x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 12 7 58 28 5.950000 0.733761 9 0.440855 0.509091 4 3 5 (x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 12 7 57 27 5.950000 0.738464 9 0.411426 0.490909 4 3 4 (x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 12 7 56 26 5.950000 0.747871 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5.450000 0.837240 11 0.411426 0.490909 3 3 4 ((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 12 8 57 29 5.092857 0.844295 12 0.411426 0.527273 3 5 3 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 12 7 56 26 5.950000 0.846647 11 0.381998 0.472727 4 3 5 ((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,x))))))) 12 7 55 25 5.950000 0.851350 11 0.352569 0.454545 4 3 4 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,x))))))) 12 7 55 25 5.450000 0.851350 11 0.352569 0.454545 3 4 3 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 12 6 54 22 6.283333 0.856054 10 0.323140 0.400000 4 3 5 ((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 12 8 56 28 5.092857 0.863109 12 0.381998 0.509091 3 6 3 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 12 7 55 25 5.950000 0.865461 11 0.352569 0.454545 4 3 5 ((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,x))))))) 12 7 54 24 5.950000 0.870165 11 0.323140 0.436364 4 3 4 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,x))))))) 12 7 53 23 5.950000 0.879572 11 0.293712 0.418182 4 4 4 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(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))) 12 6 51 17 6.783333 0.921904 10 0.234854 0.309091 5 2 7 (((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x)))))) 12 6 51 17 6.283333 0.921904 10 0.234854 0.309091 4 3 6 (((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))) 12 7 51 19 5.950000 0.936015 11 0.234854 0.345455 4 5 5 (((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))) 12 6 50 16 6.783333 0.940719 10 0.205425 0.290909 5 2 7 (((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x)))))) 12 6 49 15 6.783333 0.950126 10 0.175997 0.272727 5 3 6 (((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x)))))) 12 6 49 15 6.283333 0.950126 10 0.175997 0.272727 4 4 5 (((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))) 12 5 48 12 7.083333 0.959533 9 0.146568 0.218182 5 3 7 (((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x))))) 12 7 50 18 5.950000 0.973644 11 0.205425 0.327273 4 6 5 (((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))) 12 6 49 15 6.783333 0.978347 10 0.175997 0.272727 5 2 7 (((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x)))))) 12 6 48 14 6.783333 0.987755 10 0.146568 0.254545 5 3 6 (((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x)))))) 12 6 47 13 6.783333 1.006569 10 0.117139 0.236364 5 4 6 (((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x)))))) 12 5 46 10 7.583333 1.015976 9 0.087711 0.181818 6 2 8 (((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x))))) 12 5 46 10 7.083333 1.015976 9 0.087711 0.181818 5 3 7 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x))))) 12 6 47 13 6.283333 1.006569 10 0.117139 0.236364 4 5 5 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))) 12 5 46 10 7.083333 1.015976 9 0.087711 0.181818 5 3 7 (((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x))))) 12 5 45 9 7.083333 1.034791 9 0.058282 0.163636 5 3 6 (((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x))))) 12 5 46 10 6.416667 1.015976 9 0.087711 0.181818 4 4 6 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))) 12 5 45 7 7.083333 1.034791 9 0.058282 0.127273 5 4 7 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))) 12 4 44 4 7.833333 1.053605 8 0.028853 0.072727 6 2 10 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x)))) 12 7 53 23 4.533333 0.879572 13 0.293712 0.418182 2 7 2 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 12 6 52 20 5.366667 0.884276 12 0.264283 0.363636 3 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 12 6 51 19 5.366667 0.893683 12 0.234854 0.345455 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 12 6 50 18 5.366667 0.912497 12 0.205425 0.327273 3 5 3 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 12 5 49 15 6.166667 0.921904 11 0.175997 0.272727 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))) 12 5 49 15 5.666667 0.921904 11 0.175997 0.272727 3 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 12 6 49 17 5.366667 0.950126 12 0.175997 0.309091 3 5 3 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))) 12 5 48 14 6.166667 0.959533 11 0.146568 0.254545 4 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))) 12 5 47 13 6.166667 0.978347 11 0.117139 0.236364 4 5 4 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))) 12 5 47 13 5.666667 0.978347 11 0.117139 0.236364 3 5 3 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))) 12 5 46 10 6.416667 0.997162 10 0.087711 0.181818 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))) 12 7 52 20 5.283333 0.898386 12 0.264283 0.363636 3 7 4 ((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))) 12 6 51 17 6.116667 0.903090 11 0.234854 0.309091 4 2 6 ((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x)))))) 12 6 50 16 6.116667 0.912497 11 0.205425 0.290909 4 3 5 ((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x)))))) 12 6 49 15 6.116667 0.931312 11 0.175997 0.272727 4 4 5 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x)))))) 12 5 48 12 6.916667 0.940719 10 0.146568 0.218182 5 2 7 ((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x))))) 12 5 48 12 6.416667 0.940719 10 0.146568 0.218182 4 3 6 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x))))) 12 6 48 14 6.116667 0.968940 11 0.146568 0.254545 4 5 5 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x)))))) 12 5 47 11 6.916667 0.978347 10 0.117139 0.200000 5 2 7 ((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x))))) 12 5 46 10 6.916667 0.997162 10 0.087711 0.181818 5 3 6 ((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x))))) 12 5 46 10 6.416667 0.997162 10 0.087711 0.181818 4 4 5 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x))))) 12 4 45 7 7.166667 1.015976 9 0.058282 0.127273 5 3 7 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x)))) 12 7 51 19 5.283333 0.936015 12 0.234854 0.345455 3 7 3 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))) 12 6 50 16 6.116667 0.940719 11 0.205425 0.290909 4 3 5 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))) 12 6 49 15 6.116667 0.950126 11 0.175997 0.272727 4 3 4 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))) 12 6 48 14 6.116667 0.968940 11 0.146568 0.254545 4 4 4 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))) 12 5 47 11 6.916667 0.978347 10 0.117139 0.200000 5 3 6 (((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x))))) 12 5 47 11 6.416667 0.978347 10 0.117139 0.200000 4 3 5 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))) 12 6 47 13 6.116667 1.006569 11 0.117139 0.236364 4 5 4 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))) 12 5 46 10 6.916667 1.015976 10 0.087711 0.181818 5 3 6 (((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,x))))) 12 5 45 9 6.916667 1.034791 10 0.058282 0.163636 5 3 5 (((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,x))))) 12 5 45 9 6.416667 1.034791 10 0.058282 0.163636 4 4 4 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))) 12 4 44 6 7.166667 1.053605 9 0.028853 0.109091 5 3 6 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,x)))) 12 6 52 20 4.566667 0.884276 13 0.264283 0.363636 2 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,x)))))) 12 6 51 17 5.366667 0.893683 12 0.234854 0.309091 3 6 4 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,x)))))) 12 5 50 14 6.166667 0.903090 11 0.205425 0.254545 4 2 7 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,x))))) 12 6 50 16 5.366667 0.912497 12 0.205425 0.290909 3 6 3 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,x)))))) 12 5 49 13 6.166667 0.921904 11 0.175997 0.236364 4 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,x))))) 12 5 48 12 6.166667 0.940719 11 0.146568 0.218182 4 3 5 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,x))))) 12 6 49 15 5.366667 0.950126 12 0.175997 0.272727 3 6 3 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))) 12 5 48 12 6.166667 0.959533 11 0.146568 0.218182 4 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))) 12 5 47 11 6.166667 0.978347 11 0.117139 0.200000 4 4 4 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))) 12 5 46 10 6.166667 1.015976 11 0.087711 0.181818 4 4 5 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))) 12 6 48 12 6.116667 0.968940 11 0.146568 0.218182 4 6 5 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))) 12 5 47 9 6.916667 0.978347 10 0.117139 0.163636 5 2 7 (((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x))))) 12 5 46 8 6.916667 0.997162 10 0.087711 0.145455 5 3 6 (((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x))))) 12 5 45 7 6.916667 1.034791 10 0.058282 0.127273 5 4 6 (((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x))))) 12 4 44 4 7.666667 1.053605 9 0.028853 0.072727 6 2 9 (((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x)))) 12 6 48 12 5.616667 0.968940 11 0.146568 0.218182 3 6 4 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x)))))) 12 5 47 9 6.416667 0.978347 10 0.117139 0.163636 4 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x))))) 12 5 46 8 6.416667 0.997162 10 0.087711 0.145455 4 3 5 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,x))))) 12 5 45 7 6.416667 1.034791 10 0.058282 0.127273 4 4 5 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,x))))) 12 4 44 4 7.166667 1.053605 9 0.028853 0.072727 5 3 7 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,x)))) 12 4 44 4 6.666667 1.053605 9 0.028853 0.072727 4 3 7 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 13 leaves there are 983 distinct topologies 13 12 90 66 3.019877 0.601913 14 1.000000 1.000000 1 13 1 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 13 11 89 63 3.928968 0.602060 13 0.976130 0.954545 2 2 3 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 13 11 88 62 3.928968 0.602354 13 0.952261 0.939394 2 3 2 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 13 11 87 61 3.928968 0.602942 13 0.928391 0.924242 2 4 2 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 13 10 86 58 4.828968 0.603236 12 0.904522 0.878788 3 2 4 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 13 10 86 58 4.328968 0.603236 12 0.904522 0.878788 2 3 3 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 13 11 86 60 3.928968 0.604118 13 0.904522 0.909091 2 5 2 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 13 10 85 57 4.828968 0.604412 12 0.880652 0.863636 3 2 4 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 13 10 84 56 4.828968 0.605000 12 0.856782 0.848485 3 3 3 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 13 10 84 56 4.328968 0.605000 12 0.856782 0.848485 2 4 2 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 13 9 83 53 5.217857 0.605588 11 0.832913 0.803030 3 3 4 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 13 11 85 59 3.928968 0.606470 13 0.880652 0.893939 2 6 2 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 13 10 84 56 4.828968 0.606764 12 0.856782 0.848485 3 2 4 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 13 10 83 55 4.828968 0.607352 12 0.832913 0.833333 3 3 3 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 13 10 82 54 4.828968 0.608527 12 0.809043 0.818182 3 4 3 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 13 9 81 51 5.717857 0.609115 11 0.785174 0.772727 4 2 5 (x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 13 9 81 51 5.217857 0.609115 11 0.785174 0.772727 3 3 4 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 13 10 82 54 4.328968 0.608527 12 0.809043 0.818182 2 5 2 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 13 9 81 51 5.217857 0.609115 11 0.785174 0.772727 3 3 4 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 13 9 80 50 5.217857 0.610291 11 0.761304 0.757576 3 3 3 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 13 9 81 51 4.551190 0.609115 11 0.785174 0.772727 2 4 3 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 13 9 80 48 5.217857 0.610291 11 0.761304 0.727273 3 4 4 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 13 8 79 45 6.092857 0.611467 10 0.737434 0.681818 4 2 7 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 13 11 84 58 3.928968 0.611173 13 0.856782 0.878788 2 7 2 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 13 10 83 55 4.828968 0.611467 12 0.832913 0.833333 3 2 4 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 13 10 82 54 4.828968 0.612055 12 0.809043 0.818182 3 3 3 (x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 13 10 81 53 4.828968 0.613231 12 0.785174 0.803030 3 4 3 (x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 13 9 80 50 5.717857 0.613819 11 0.761304 0.757576 4 2 5 (x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 13 9 80 50 5.217857 0.613819 11 0.761304 0.757576 3 3 4 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 13 10 80 52 4.828968 0.615583 12 0.761304 0.787879 3 5 3 (x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 13 9 79 49 5.717857 0.616171 11 0.737434 0.742424 4 2 5 (x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 13 9 78 48 5.717857 0.617347 11 0.713565 0.727273 4 3 4 (x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 13 9 78 48 5.217857 0.617347 11 0.713565 0.727273 3 4 3 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 13 8 77 45 6.092857 0.618523 10 0.689695 0.681818 4 3 5 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 13 10 80 52 4.328968 0.615583 12 0.761304 0.787879 2 6 2 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 13 9 79 49 5.217857 0.616171 11 0.737434 0.742424 3 3 4 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 13 9 78 48 5.217857 0.617347 11 0.713565 0.727273 3 3 3 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 13 9 77 47 5.217857 0.619698 11 0.689695 0.712121 3 4 3 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 13 8 76 44 6.092857 0.620874 10 0.665826 0.666667 4 3 5 (x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 13 8 76 44 5.592857 0.620874 10 0.665826 0.666667 3 3 4 (x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 13 9 78 48 4.551190 0.617347 11 0.713565 0.727273 2 5 2 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 13 8 77 45 5.426190 0.618523 10 0.689695 0.681818 3 4 4 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 13 8 76 44 5.426190 0.620874 10 0.665826 0.666667 3 4 3 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 13 9 77 45 5.217857 0.619698 11 0.689695 0.681818 3 5 4 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 13 8 76 42 6.092857 0.620874 10 0.665826 0.636364 4 2 6 (x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 13 8 75 41 6.092857 0.623226 10 0.641956 0.621212 4 3 5 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 13 11 83 57 3.928968 0.620580 13 0.832913 0.863636 2 8 2 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 13 10 82 54 4.828968 0.620874 12 0.809043 0.818182 3 2 4 (x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 13 10 81 53 4.828968 0.621462 12 0.785174 0.803030 3 3 3 (x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))) 13 10 80 52 4.828968 0.622638 12 0.761304 0.787879 3 4 3 (x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))) 13 9 79 49 5.717857 0.623226 11 0.737434 0.742424 4 2 5 (x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))))) 13 9 79 49 5.217857 0.623226 11 0.737434 0.742424 3 3 4 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))) 13 10 79 51 4.828968 0.624990 12 0.737434 0.772727 3 5 3 (x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))) 13 9 78 48 5.717857 0.625578 11 0.713565 0.727273 4 2 5 (x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))))) 13 9 77 47 5.717857 0.626754 11 0.689695 0.712121 4 3 4 (x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))))) 13 9 77 47 5.217857 0.626754 11 0.689695 0.712121 3 4 3 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 13 8 76 44 6.092857 0.627930 10 0.665826 0.666667 4 3 5 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 13 10 78 50 4.828968 0.629694 12 0.713565 0.757576 3 6 3 (x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 13 9 77 47 5.717857 0.630282 11 0.689695 0.712121 4 2 5 (x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 13 9 76 46 5.717857 0.631457 11 0.665826 0.696970 4 3 4 (x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 13 9 75 45 5.717857 0.633809 11 0.641956 0.681818 4 4 4 (x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 13 8 74 42 6.592857 0.634985 10 0.618086 0.636364 5 2 6 (x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 13 8 74 42 6.092857 0.634985 10 0.618086 0.636364 4 3 5 (x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 13 9 75 45 5.217857 0.633809 11 0.641956 0.681818 3 5 3 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 13 8 74 42 6.092857 0.634985 10 0.618086 0.636364 4 3 5 (x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 13 8 73 41 6.092857 0.637337 10 0.594217 0.621212 4 3 4 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((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 13 7 60 26 6.283333 0.888979 12 0.283912 0.393939 4 4 4 ((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 13 7 60 26 5.783333 0.888979 12 0.283912 0.393939 3 4 3 ((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 13 6 59 23 6.616667 0.893683 11 0.260042 0.348485 4 4 5 ((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 13 8 61 29 5.426190 0.900738 13 0.307781 0.439394 3 6 3 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 13 7 60 26 6.283333 0.903090 12 0.283912 0.393939 4 4 5 ((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 13 7 59 25 6.283333 0.907794 12 0.260042 0.378788 4 4 4 ((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 13 7 58 24 6.283333 0.917201 12 0.236173 0.363636 4 4 4 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 13 6 57 21 7.116667 0.921904 11 0.212303 0.318182 5 4 6 ((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,x)))))) 13 6 57 21 6.616667 0.921904 11 0.212303 0.318182 4 4 5 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((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 13 7 57 23 6.283333 0.954830 12 0.212303 0.348485 4 4 4 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 13 6 56 20 7.116667 0.959533 11 0.188433 0.303030 5 4 6 ((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,x)))))) 13 6 56 20 6.616667 0.959533 11 0.188433 0.303030 4 4 5 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 13 7 56 22 6.283333 0.973644 12 0.188433 0.333333 4 5 4 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 13 6 55 19 7.116667 0.978347 11 0.164564 0.287879 5 4 6 ((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,x)))))) 13 6 54 18 7.116667 0.987755 11 0.140694 0.272727 5 4 5 ((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,x)))))) 13 6 54 18 6.616667 0.987755 11 0.140694 0.272727 4 4 4 ((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 13 5 53 15 7.416667 0.997162 10 0.116825 0.227273 5 4 6 ((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,x))))) 13 7 56 22 5.783333 0.973644 12 0.188433 0.333333 3 6 3 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 13 6 55 19 6.616667 0.978347 11 0.164564 0.287879 4 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 13 6 54 18 6.616667 0.987755 11 0.140694 0.272727 4 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 13 6 53 17 6.616667 1.006569 11 0.116825 0.257576 4 4 4 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 13 5 52 14 7.416667 1.015976 10 0.092955 0.212121 5 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,x))))) 13 5 52 14 6.916667 1.015976 10 0.092955 0.212121 4 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 13 6 54 18 5.950000 0.987755 11 0.140694 0.272727 3 5 3 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 13 5 53 15 6.750000 0.997162 10 0.116825 0.227273 4 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 13 5 52 14 6.750000 1.015976 10 0.092955 0.212121 4 4 4 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 13 6 53 15 6.616667 1.006569 11 0.116825 0.227273 4 5 5 ((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 13 5 52 12 7.416667 1.015976 10 0.092955 0.181818 5 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 13 5 51 11 7.416667 1.034791 10 0.069085 0.166667 5 4 6 ((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 13 9 65 33 5.217857 0.901914 13 0.403260 0.500000 3 9 4 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 13 8 64 30 6.092857 0.903090 12 0.379390 0.454545 4 2 6 (((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 13 8 63 29 6.092857 0.905442 12 0.355521 0.439394 4 3 5 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 13 8 62 28 6.092857 0.910145 12 0.331651 0.424242 4 4 5 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 13 7 61 25 6.950000 0.912497 11 0.307781 0.378788 5 2 7 (((x,x),(x,x)),(x,(x,(x,((x,x),((x,x),(x,x))))))) 13 7 61 25 6.450000 0.912497 11 0.307781 0.378788 4 3 6 (((x,x),(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 13 8 61 27 6.092857 0.919553 12 0.307781 0.409091 4 5 5 (((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 13 7 60 24 6.950000 0.921904 11 0.283912 0.363636 5 2 7 (((x,x),(x,x)),(x,(x,((x,x),(x,((x,x),(x,x))))))) 13 7 59 23 6.950000 0.926608 11 0.260042 0.348485 5 3 6 (((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,(x,x))))))) 13 7 59 23 6.450000 0.926608 11 0.260042 0.348485 4 4 5 (((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 13 6 58 20 7.283333 0.931312 10 0.236173 0.303030 5 3 7 (((x,x),(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 13 8 60 26 6.092857 0.938367 12 0.283912 0.393939 4 6 5 (((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 13 7 59 23 6.950000 0.940719 11 0.260042 0.348485 5 2 7 (((x,x),(x,x)),(x,((x,x),(x,(x,((x,x),(x,x))))))) 13 7 58 22 6.950000 0.945422 11 0.236173 0.333333 5 3 6 (((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,(x,x))))))) 13 7 57 21 6.950000 0.954830 11 0.212303 0.318182 5 4 6 (((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,(x,x))))))) 13 6 56 18 7.783333 0.959533 10 0.188433 0.272727 6 2 8 (((x,x),(x,x)),(x,((x,x),((x,x),((x,x),(x,x)))))) 13 6 56 18 7.283333 0.959533 10 0.188433 0.272727 5 3 7 (((x,x),(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 13 7 57 21 6.450000 0.954830 11 0.212303 0.318182 4 5 5 (((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 13 6 56 18 7.283333 0.959533 10 0.188433 0.272727 5 3 7 (((x,x),(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 13 6 55 17 7.283333 0.968940 10 0.164564 0.257576 5 3 6 (((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 13 6 56 18 6.616667 0.959533 10 0.188433 0.272727 4 4 6 (((x,x),(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 13 6 55 15 7.283333 0.968940 10 0.164564 0.227273 5 4 7 (((x,x),(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 13 5 54 12 8.083333 0.978347 9 0.140694 0.181818 6 2 10 (((x,x),(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x))))) 13 8 59 25 6.092857 0.975996 12 0.260042 0.378788 4 7 5 (((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 13 7 58 22 6.950000 0.978347 11 0.236173 0.333333 5 2 7 (((x,x),(x,x)),((x,x),(x,(x,(x,((x,x),(x,x))))))) 13 7 57 21 6.950000 0.983051 11 0.212303 0.318182 5 3 6 (((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,(x,x))))))) 13 7 56 20 6.950000 0.992458 11 0.188433 0.303030 5 4 6 (((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,(x,x))))))) 13 6 55 17 7.783333 0.997162 10 0.164564 0.257576 6 2 8 (((x,x),(x,x)),((x,x),(x,((x,x),((x,x),(x,x)))))) 13 6 55 17 7.283333 0.997162 10 0.164564 0.257576 5 3 7 (((x,x),(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 13 7 55 19 6.950000 1.011273 11 0.164564 0.287879 5 5 6 (((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,(x,x))))))) 13 6 54 16 7.783333 1.015976 10 0.140694 0.242424 6 2 8 (((x,x),(x,x)),((x,x),((x,x),(x,((x,x),(x,x)))))) 13 6 53 15 7.783333 1.025383 10 0.116825 0.227273 6 3 7 (((x,x),(x,x)),((x,x),((x,x),((x,x),(x,(x,x)))))) 13 6 53 15 7.283333 1.025383 10 0.116825 0.227273 5 4 6 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 13 5 52 12 8.083333 1.034791 9 0.092955 0.181818 6 3 8 (((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),(x,x))))) 13 7 55 19 6.450000 1.011273 11 0.164564 0.287879 4 6 5 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 13 6 54 16 7.283333 1.015976 10 0.140694 0.242424 5 3 7 (((x,x),(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 13 6 53 15 7.283333 1.025383 10 0.116825 0.227273 5 3 6 (((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 13 6 52 14 7.283333 1.044198 10 0.092955 0.212121 5 4 6 (((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 13 5 51 11 8.083333 1.053605 9 0.069085 0.166667 6 3 8 (((x,x),(x,x)),((x,(x,x)),((x,x),((x,x),(x,x))))) 13 5 51 11 7.583333 1.053605 9 0.069085 0.166667 5 3 7 (((x,x),(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 13 6 53 15 6.616667 1.025383 10 0.116825 0.227273 4 5 5 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 13 5 52 12 7.416667 1.034791 9 0.092955 0.181818 5 4 7 (((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x))))) 13 5 51 11 7.416667 1.053605 9 0.069085 0.166667 5 4 6 (((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x))))) 13 6 52 12 7.283333 1.044198 10 0.092955 0.181818 5 5 7 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 13 5 51 9 8.083333 1.053605 9 0.069085 0.136364 6 2 9 (((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x))))) 13 5 50 8 8.083333 1.072419 9 0.045216 0.121212 6 3 8 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x))))) 13 8 62 30 4.676190 0.881924 14 0.331651 0.454545 2 8 2 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 13 7 61 27 5.533333 0.884276 13 0.307781 0.409091 3 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 13 7 60 26 5.533333 0.888979 13 0.283912 0.393939 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 13 7 59 25 5.533333 0.898386 13 0.260042 0.378788 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 13 6 58 22 6.366667 0.903090 12 0.236173 0.333333 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 13 6 58 22 5.866667 0.903090 12 0.236173 0.333333 3 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 13 7 58 24 5.533333 0.917201 13 0.236173 0.363636 3 5 3 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 13 6 57 21 6.366667 0.921904 12 0.212303 0.318182 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 13 6 56 20 6.366667 0.931312 12 0.188433 0.303030 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 13 6 56 20 5.866667 0.931312 12 0.188433 0.303030 3 5 3 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 13 5 55 17 6.666667 0.940719 11 0.164564 0.257576 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 13 7 57 23 5.533333 0.954830 13 0.212303 0.348485 3 6 3 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 13 6 56 20 6.366667 0.959533 12 0.188433 0.303030 4 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 13 6 55 19 6.366667 0.968940 12 0.164564 0.287879 4 5 4 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 13 6 54 18 6.366667 0.987755 12 0.140694 0.272727 4 5 4 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 13 5 53 15 7.166667 0.997162 11 0.116825 0.227273 5 5 6 ((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 13 5 53 15 6.666667 0.997162 11 0.116825 0.227273 4 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 13 6 54 18 5.866667 0.987755 12 0.140694 0.272727 3 5 3 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 13 5 53 15 6.666667 0.997162 11 0.116825 0.227273 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 13 5 52 14 6.666667 1.015976 11 0.092955 0.212121 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 13 5 53 15 6.000000 0.997162 11 0.116825 0.227273 3 5 4 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 13 5 52 12 6.666667 1.015976 11 0.092955 0.181818 4 5 5 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 13 5 51 9 7.416667 1.034791 10 0.069085 0.136364 5 5 8 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 13 8 61 27 5.426190 0.900738 13 0.307781 0.409091 3 8 4 ((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 13 7 60 24 6.283333 0.903090 12 0.283912 0.363636 4 2 6 ((x,((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))) 13 7 59 23 6.283333 0.907794 12 0.260042 0.348485 4 3 5 ((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))) 13 7 58 22 6.283333 0.917201 12 0.236173 0.333333 4 4 5 ((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))) 13 6 57 19 7.116667 0.921904 11 0.212303 0.287879 5 2 7 ((x,((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x)))))) 13 6 57 19 6.616667 0.921904 11 0.212303 0.287879 4 3 6 ((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))) 13 7 57 21 6.283333 0.936015 12 0.212303 0.318182 4 5 5 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))) 13 6 56 18 7.116667 0.940719 11 0.188433 0.272727 5 2 7 ((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x)))))) 13 6 55 17 7.116667 0.950126 11 0.164564 0.257576 5 3 6 ((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x)))))) 13 6 55 17 6.616667 0.950126 11 0.164564 0.257576 4 4 5 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))) 13 5 54 14 7.416667 0.959533 10 0.140694 0.212121 5 3 7 ((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x))))) 13 7 56 20 6.283333 0.973644 12 0.188433 0.303030 4 6 5 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))) 13 6 55 17 7.116667 0.978347 11 0.164564 0.257576 5 2 7 ((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x)))))) 13 6 54 16 7.116667 0.987755 11 0.140694 0.242424 5 3 6 ((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x)))))) 13 6 53 15 7.116667 1.006569 11 0.116825 0.227273 5 4 6 ((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x)))))) 13 5 52 12 7.916667 1.015976 10 0.092955 0.181818 6 2 8 ((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x))))) 13 5 52 12 7.416667 1.015976 10 0.092955 0.181818 5 3 7 ((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x))))) 13 6 53 15 6.616667 1.006569 11 0.116825 0.227273 4 5 5 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))) 13 5 52 12 7.416667 1.015976 10 0.092955 0.181818 5 3 7 ((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x))))) 13 5 51 11 7.416667 1.034791 10 0.069085 0.166667 5 3 6 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x))))) 13 5 52 12 6.750000 1.015976 10 0.092955 0.181818 4 4 6 ((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))) 13 5 51 9 7.416667 1.034791 10 0.069085 0.136364 5 4 7 ((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))) 13 4 50 6 8.166667 1.053605 9 0.045216 0.090909 6 2 10 ((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x)))) 13 8 60 26 5.426190 0.938367 13 0.283912 0.393939 3 8 3 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 13 7 59 23 6.283333 0.940719 12 0.260042 0.348485 4 3 5 (((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))) 13 7 58 22 6.283333 0.945422 12 0.236173 0.333333 4 3 4 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))) 13 7 57 21 6.283333 0.954830 12 0.212303 0.318182 4 4 4 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))) 13 6 56 18 7.116667 0.959533 11 0.188433 0.272727 5 3 6 (((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,x)))))) 13 6 56 18 6.616667 0.959533 11 0.188433 0.272727 4 3 5 (((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))) 13 7 56 20 6.283333 0.973644 12 0.188433 0.303030 4 5 4 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))) 13 6 55 17 7.116667 0.978347 11 0.164564 0.257576 5 3 6 (((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,x)))))) 13 6 54 16 7.116667 0.987755 11 0.140694 0.242424 5 3 5 (((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,x)))))) 13 6 54 16 6.616667 0.987755 11 0.140694 0.242424 4 4 4 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))) 13 5 53 13 7.416667 0.997162 10 0.116825 0.196970 5 3 6 (((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x))))) 13 7 55 19 6.283333 1.011273 12 0.164564 0.287879 4 6 4 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))) 13 6 54 16 7.116667 1.015976 11 0.140694 0.242424 5 3 6 (((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,x)))))) 13 6 53 15 7.116667 1.025383 11 0.116825 0.227273 5 3 5 (((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,x)))))) 13 6 52 14 7.116667 1.044198 11 0.092955 0.212121 5 4 5 (((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,x)))))) 13 5 51 11 7.916667 1.053605 10 0.069085 0.166667 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,x))))) 13 5 51 11 7.416667 1.053605 10 0.069085 0.166667 5 3 6 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x))))) 13 6 52 14 6.616667 1.044198 11 0.092955 0.212121 4 5 4 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))) 13 5 51 11 7.416667 1.053605 10 0.069085 0.166667 5 3 6 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x))))) 13 5 50 10 7.416667 1.072419 10 0.045216 0.151515 5 3 5 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x))))) 13 5 51 11 6.750000 1.053605 10 0.069085 0.166667 4 4 5 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))) 13 5 50 8 7.416667 1.072419 10 0.045216 0.121212 5 4 6 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))) 13 4 49 5 8.166667 1.091234 9 0.021346 0.075758 6 3 9 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x)))) 13 7 60 26 4.733333 0.888979 14 0.283912 0.393939 2 7 2 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))) 13 6 59 23 5.566667 0.893683 13 0.260042 0.348485 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))) 13 6 58 22 5.566667 0.903090 13 0.236173 0.333333 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))) 13 6 57 21 5.566667 0.921904 13 0.212303 0.318182 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x)))))) 13 6 56 18 6.366667 0.931312 12 0.188433 0.272727 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x))))) 13 6 56 18 5.866667 0.931312 12 0.188433 0.272727 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x))))) 13 6 56 20 5.566667 0.959533 13 0.188433 0.303030 3 6 3 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x)))))) 13 6 55 17 6.366667 0.968940 12 0.164564 0.257576 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,x))))) 13 6 54 16 6.366667 0.987755 12 0.140694 0.242424 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,x))))) 13 6 54 16 5.866667 0.987755 12 0.140694 0.242424 3 6 3 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,x))))) 13 6 53 13 6.616667 1.006569 11 0.116825 0.196970 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,x)))) 13 7 59 23 5.533333 0.898386 13 0.260042 0.348485 3 7 4 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 13 6 58 20 6.366667 0.903090 12 0.236173 0.303030 4 2 6 ((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 13 6 57 19 6.366667 0.912497 12 0.212303 0.287879 4 3 5 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 13 6 56 18 6.366667 0.931312 12 0.188433 0.272727 4 4 5 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 13 5 55 15 7.166667 0.940719 11 0.164564 0.227273 5 2 7 ((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x))))) 13 5 55 15 6.666667 0.940719 11 0.164564 0.227273 4 3 6 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 13 6 55 17 6.366667 0.968940 12 0.164564 0.257576 4 5 5 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x)))))) 13 5 54 14 7.166667 0.978347 11 0.140694 0.212121 5 2 7 ((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x))))) 13 5 53 13 7.166667 0.997162 11 0.116825 0.196970 5 3 6 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,x))))) 13 5 53 13 6.666667 0.997162 11 0.116825 0.196970 4 4 5 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,x))))) 13 5 52 10 7.416667 1.015976 10 0.092955 0.151515 5 3 7 ((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,x)))) 13 7 58 22 5.533333 0.917201 13 0.236173 0.333333 3 7 3 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 13 6 57 19 6.366667 0.921904 12 0.212303 0.287879 4 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 13 6 56 18 6.366667 0.931312 12 0.188433 0.272727 4 3 4 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 13 6 55 17 6.366667 0.950126 12 0.164564 0.257576 4 4 4 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 13 5 54 14 7.166667 0.959533 11 0.140694 0.212121 5 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,x))))) 13 5 54 14 6.666667 0.959533 11 0.140694 0.212121 4 3 5 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 13 6 54 16 6.366667 0.987755 12 0.140694 0.242424 4 5 4 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))) 13 5 53 13 7.166667 0.997162 11 0.116825 0.196970 5 3 6 ((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,x))))) 13 5 52 12 7.166667 1.015976 11 0.092955 0.181818 5 3 5 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,x))))) 13 5 52 12 6.666667 1.015976 11 0.092955 0.181818 4 4 4 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))) 13 5 51 9 7.416667 1.034791 10 0.069085 0.136364 5 3 6 ((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))) 13 7 57 21 5.533333 0.954830 13 0.212303 0.318182 3 7 3 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 13 6 56 18 6.366667 0.959533 12 0.188433 0.272727 4 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 13 6 55 17 6.366667 0.968940 12 0.164564 0.257576 4 4 4 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 13 6 54 16 6.366667 0.987755 12 0.140694 0.242424 4 4 4 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 13 5 53 13 7.166667 0.997162 11 0.116825 0.196970 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))) 13 5 53 13 6.666667 0.997162 11 0.116825 0.196970 4 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 13 6 53 15 6.366667 1.025383 12 0.116825 0.227273 4 5 4 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))) 13 5 52 12 7.166667 1.034791 11 0.092955 0.181818 5 4 6 (((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))) 13 5 51 11 7.166667 1.053605 11 0.069085 0.166667 5 4 5 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))) 13 5 51 11 6.666667 1.053605 11 0.069085 0.166667 4 4 4 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))) 13 5 50 8 7.416667 1.072419 10 0.045216 0.121212 5 4 6 (((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))) 13 7 56 18 6.283333 0.973644 12 0.188433 0.272727 4 7 5 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))) 13 6 55 15 7.116667 0.978347 11 0.164564 0.227273 5 2 7 (((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,x)))))) 13 6 54 14 7.116667 0.987755 11 0.140694 0.212121 5 3 6 (((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,x)))))) 13 6 53 13 7.116667 1.006569 11 0.116825 0.196970 5 4 6 (((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,x)))))) 13 5 52 10 7.916667 1.015976 10 0.092955 0.151515 6 2 8 (((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,x))))) 13 5 52 10 7.416667 1.015976 10 0.092955 0.151515 5 3 7 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x))))) 13 6 52 12 7.116667 1.044198 11 0.092955 0.181818 5 5 6 (((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,x)))))) 13 5 51 9 7.916667 1.053605 10 0.069085 0.136364 6 2 8 (((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,x))))) 13 5 50 8 7.916667 1.072419 10 0.045216 0.121212 6 3 7 (((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,x))))) 13 5 50 8 7.416667 1.072419 10 0.045216 0.121212 5 4 6 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x))))) 13 4 49 5 8.166667 1.091234 9 0.021346 0.075758 6 3 8 (((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,x)))) 13 7 56 18 5.783333 0.973644 12 0.188433 0.272727 3 7 4 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))) 13 6 55 15 6.616667 0.978347 11 0.164564 0.227273 4 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))) 13 6 54 14 6.616667 0.987755 11 0.140694 0.212121 4 3 5 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))) 13 6 53 13 6.616667 1.006569 11 0.116825 0.196970 4 4 5 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))) 13 5 52 10 7.416667 1.015976 10 0.092955 0.151515 5 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,x))))) 13 5 52 10 6.916667 1.015976 10 0.092955 0.151515 4 3 6 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))) 13 6 52 12 6.616667 1.044198 11 0.092955 0.181818 4 5 5 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))) 13 5 51 9 7.416667 1.053605 10 0.069085 0.136364 5 3 7 (((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,x))))) 13 5 50 8 7.416667 1.072419 10 0.045216 0.121212 5 3 6 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,x))))) 13 5 50 8 6.916667 1.072419 10 0.045216 0.121212 4 4 5 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))) 13 4 49 5 7.666667 1.091234 9 0.021346 0.075758 5 3 7 (((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 14 leaves there are 2179 distinct topologies 14 13 104 78 3.103211 0.601986 15 1.000000 1.000000 1 14 1 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 14 12 103 75 4.019877 0.602060 14 0.980275 0.961538 2 2 3 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 14 12 102 74 4.019877 0.602207 14 0.960550 0.948718 2 3 2 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 14 12 101 73 4.019877 0.602501 14 0.940825 0.935897 2 4 2 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 14 11 100 70 4.928968 0.602648 13 0.921100 0.897436 3 2 4 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 14 11 100 70 4.428968 0.602648 13 0.921100 0.897436 2 3 3 (x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 14 12 100 72 4.019877 0.603089 14 0.921100 0.923077 2 5 2 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 14 11 99 69 4.928968 0.603236 13 0.901375 0.884615 3 2 4 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 14 11 98 68 4.928968 0.603530 13 0.881650 0.871795 3 3 3 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 14 11 98 68 4.428968 0.603530 13 0.881650 0.871795 2 4 2 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 14 10 97 65 5.328968 0.603824 12 0.861925 0.833333 3 3 4 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 14 12 99 71 4.019877 0.604265 14 0.901375 0.910256 2 6 2 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 14 11 98 68 4.928968 0.604412 13 0.881650 0.871795 3 2 4 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 14 11 97 67 4.928968 0.604706 13 0.861925 0.858974 3 3 3 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 14 11 96 66 4.928968 0.605294 13 0.842200 0.846154 3 4 3 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 14 10 95 63 5.828968 0.605588 12 0.822475 0.807692 4 2 5 (x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 14 10 95 63 5.328968 0.605588 12 0.822475 0.807692 3 3 4 (x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 14 11 96 66 4.428968 0.605294 13 0.842200 0.846154 2 5 2 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 14 10 95 63 5.328968 0.605588 12 0.822475 0.807692 3 3 4 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 14 10 94 62 5.328968 0.606176 12 0.802750 0.794872 3 3 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 14 10 95 63 4.662302 0.605588 12 0.822475 0.807692 2 4 3 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 14 10 94 60 5.328968 0.606176 12 0.802750 0.769231 3 4 4 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 14 9 93 57 6.217857 0.606764 11 0.783025 0.730769 4 2 7 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 14 12 98 70 4.019877 0.606617 14 0.881650 0.897436 2 7 2 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 14 11 97 67 4.928968 0.606764 13 0.861925 0.858974 3 2 4 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 14 11 96 66 4.928968 0.607058 13 0.842200 0.846154 3 3 3 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 14 11 95 65 4.928968 0.607646 13 0.822475 0.833333 3 4 3 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 14 10 94 62 5.828968 0.607939 12 0.802750 0.794872 4 2 5 (x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 14 10 94 62 5.328968 0.607939 12 0.802750 0.794872 3 3 4 (x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 14 11 94 64 4.928968 0.608821 13 0.802750 0.820513 3 5 3 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 14 10 93 61 5.828968 0.609115 12 0.783025 0.782051 4 2 5 (x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))) 14 10 92 60 5.828968 0.609703 12 0.763300 0.769231 4 3 4 (x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))) 14 10 92 60 5.328968 0.609703 12 0.763300 0.769231 3 4 3 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 14 9 91 57 6.217857 0.610291 11 0.743575 0.730769 4 3 5 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))) 14 11 94 64 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((x,(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 14 6 59 17 6.950000 1.025383 11 0.112374 0.217949 4 5 4 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 14 5 58 14 7.750000 1.034791 10 0.092649 0.179487 5 4 6 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 14 5 57 13 7.750000 1.053605 10 0.072924 0.166667 5 4 6 ((x,(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 14 10 76 42 5.328968 0.902502 14 0.447699 0.538462 3 10 4 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 14 9 75 39 6.217857 0.903090 13 0.427974 0.500000 4 2 6 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 14 9 74 38 6.217857 0.904266 13 0.408249 0.487179 4 3 5 (((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 14 9 73 37 6.217857 0.906618 13 0.388524 0.474359 4 4 5 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 14 8 72 34 7.092857 0.907794 12 0.368799 0.435897 5 2 7 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 14 8 72 34 6.592857 0.907794 12 0.368799 0.435897 4 3 6 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(((x,x),(x,x)),((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 14 7 65 25 7.450000 0.987755 11 0.230724 0.320513 5 3 7 (((x,x),(x,x)),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 14 8 65 27 7.092857 0.994810 12 0.230724 0.346154 5 5 6 (((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 14 7 64 24 7.950000 0.997162 11 0.210999 0.307692 6 2 8 (((x,x),(x,x)),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 14 7 63 23 7.950000 1.001865 11 0.191274 0.294872 6 3 7 (((x,x),(x,x)),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 14 7 63 23 7.450000 1.001865 11 0.191274 0.294872 5 4 6 (((x,x),(x,x)),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 14 6 62 20 8.283333 1.006569 10 0.171549 0.256410 6 3 8 (((x,x),(x,x)),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 14 8 64 26 7.092857 1.013624 12 0.210999 0.333333 5 6 6 (((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 14 7 63 23 7.950000 1.015976 11 0.191274 0.294872 6 2 8 (((x,x),(x,x)),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 14 7 62 22 7.950000 1.020680 11 0.171549 0.282051 6 3 7 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(((x,x),(x,x)),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 14 8 64 26 6.592857 1.013624 12 0.210999 0.333333 4 7 5 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 14 7 63 23 7.450000 1.015976 11 0.191274 0.294872 5 3 7 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 14 7 62 22 7.450000 1.020680 11 0.171549 0.282051 5 3 6 (((x,x),(x,x)),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 14 7 61 21 7.450000 1.030087 11 0.151824 0.269231 5 4 6 (((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 14 6 60 18 8.283333 1.034791 10 0.132099 0.230769 6 3 8 (((x,x),(x,x)),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 14 6 60 18 7.783333 1.034791 10 0.132099 0.230769 5 3 7 (((x,x),(x,x)),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 14 7 60 20 7.450000 1.048901 11 0.132099 0.256410 5 5 6 (((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 14 6 59 17 8.283333 1.053605 10 0.112374 0.217949 6 3 8 (((x,x),(x,x)),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 14 6 58 16 8.283333 1.063012 10 0.092649 0.205128 6 3 7 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(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 14 5 57 13 7.750000 1.072419 10 0.072924 0.166667 5 4 6 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 14 5 56 12 7.750000 1.091234 10 0.053199 0.153846 5 4 5 (((x,x),(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 14 6 57 13 7.616667 1.081827 11 0.072924 0.166667 5 5 6 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 14 5 56 10 8.416667 1.091234 10 0.053199 0.128205 6 3 8 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 14 5 55 9 8.416667 1.110048 10 0.033474 0.115385 6 3 7 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 14 8 69 33 4.876190 0.891331 15 0.309624 0.423077 2 8 2 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 14 7 68 30 5.733333 0.893683 14 0.289899 0.384615 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 14 7 67 29 5.733333 0.898386 14 0.270174 0.371795 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 14 7 66 28 5.733333 0.907794 14 0.250449 0.358974 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))) 14 6 65 25 6.566667 0.912497 13 0.230724 0.320513 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))) 14 6 65 25 6.066667 0.912497 13 0.230724 0.320513 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 14 7 65 27 5.733333 0.926608 14 0.230724 0.346154 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x))))))) 14 6 64 24 6.566667 0.931312 13 0.210999 0.307692 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x)))))) 14 6 63 23 6.566667 0.940719 13 0.191274 0.294872 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x)))))) 14 6 63 23 6.066667 0.940719 13 0.191274 0.294872 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x)))))) 14 6 62 20 6.866667 0.950126 12 0.171549 0.256410 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x))))) 14 7 64 26 5.733333 0.964237 14 0.210999 0.333333 3 6 3 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x))))))) 14 6 63 23 6.566667 0.968940 13 0.191274 0.294872 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x)))))) 14 6 62 22 6.566667 0.978347 13 0.171549 0.282051 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x)))))) 14 6 61 21 6.566667 0.997162 13 0.151824 0.269231 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x)))))) 14 6 60 18 7.366667 1.006569 12 0.132099 0.230769 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,x))))) 14 6 60 18 6.866667 1.006569 12 0.132099 0.230769 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x))))) 14 6 61 21 6.066667 0.997162 13 0.151824 0.269231 3 6 3 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x)))))) 14 6 60 18 6.866667 1.006569 12 0.132099 0.230769 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,x))))) 14 6 59 17 6.866667 1.025383 12 0.112374 0.217949 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,x))))) 14 6 60 18 6.200000 1.006569 12 0.132099 0.230769 3 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,x))))) 14 6 59 15 6.866667 1.025383 12 0.112374 0.192308 4 6 5 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,x))))) 14 6 58 12 7.616667 1.044198 11 0.092649 0.153846 5 6 8 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,x)))) 14 8 68 30 5.676190 0.900738 14 0.289899 0.384615 3 8 4 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 14 7 67 27 6.533333 0.903090 13 0.270174 0.346154 4 2 6 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 14 7 66 26 6.533333 0.907794 13 0.250449 0.333333 4 3 5 ((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 14 7 65 25 6.533333 0.917201 13 0.230724 0.320513 4 4 5 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 14 6 64 22 7.366667 0.921904 12 0.210999 0.282051 5 2 7 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 14 6 64 22 6.866667 0.921904 12 0.210999 0.282051 4 3 6 ((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 14 7 64 24 6.533333 0.936015 13 0.210999 0.307692 4 5 5 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 14 6 63 21 7.366667 0.940719 12 0.191274 0.269231 5 2 7 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 14 6 62 20 7.366667 0.950126 12 0.171549 0.256410 5 3 6 ((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 14 6 62 20 6.866667 0.950126 12 0.171549 0.256410 4 4 5 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 14 5 61 17 7.666667 0.959533 11 0.151824 0.217949 5 3 7 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 14 7 63 23 6.533333 0.973644 13 0.191274 0.294872 4 6 5 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 14 6 62 20 7.366667 0.978347 12 0.171549 0.256410 5 2 7 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 14 6 61 19 7.366667 0.987755 12 0.151824 0.243590 5 3 6 ((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 14 6 60 18 7.366667 1.006569 12 0.132099 0.230769 5 4 6 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 14 5 59 15 8.166667 1.015976 11 0.112374 0.192308 6 2 8 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 14 5 59 15 7.666667 1.015976 11 0.112374 0.192308 5 3 7 ((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 14 6 60 18 6.866667 1.006569 12 0.132099 0.230769 4 5 5 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 14 5 59 15 7.666667 1.015976 11 0.112374 0.192308 5 3 7 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 14 5 58 14 7.666667 1.034791 11 0.092649 0.179487 5 3 6 ((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 14 5 59 15 7.000000 1.015976 11 0.112374 0.192308 4 4 6 ((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 14 5 58 12 7.666667 1.034791 11 0.092649 0.153846 5 4 7 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 14 5 57 9 8.416667 1.053605 10 0.072924 0.115385 6 2 10 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 14 8 67 29 5.676190 0.919553 14 0.270174 0.371795 3 8 3 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 14 7 66 26 6.533333 0.921904 13 0.250449 0.333333 4 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 14 7 65 25 6.533333 0.926608 13 0.230724 0.320513 4 3 4 ((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 14 7 64 24 6.533333 0.936015 13 0.210999 0.307692 4 4 4 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 14 6 63 21 7.366667 0.940719 12 0.191274 0.269231 5 3 6 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 14 6 63 21 6.866667 0.940719 12 0.191274 0.269231 4 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 14 7 63 23 6.533333 0.954830 13 0.191274 0.294872 4 5 4 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 14 6 62 20 7.366667 0.959533 12 0.171549 0.256410 5 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 14 6 61 19 7.366667 0.968940 12 0.151824 0.243590 5 3 5 ((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 14 6 61 19 6.866667 0.968940 12 0.151824 0.243590 4 4 4 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 14 5 60 16 7.666667 0.978347 11 0.132099 0.205128 5 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 14 7 62 22 6.533333 0.992458 13 0.171549 0.282051 4 6 4 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 14 6 61 19 7.366667 0.997162 12 0.151824 0.243590 5 3 6 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 14 6 60 18 7.366667 1.006569 12 0.132099 0.230769 5 3 5 ((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 14 6 59 17 7.366667 1.025383 12 0.112374 0.217949 5 4 5 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 14 5 58 14 8.166667 1.034791 11 0.092649 0.179487 6 3 7 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 14 5 58 14 7.666667 1.034791 11 0.092649 0.179487 5 3 6 ((x,((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 14 6 59 17 6.866667 1.025383 12 0.112374 0.217949 4 5 4 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 14 5 58 14 7.666667 1.034791 11 0.092649 0.179487 5 3 6 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 14 5 57 13 7.666667 1.053605 11 0.072924 0.166667 5 3 5 ((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 14 5 58 14 7.000000 1.034791 11 0.092649 0.179487 4 4 5 ((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 14 5 57 11 7.666667 1.053605 11 0.072924 0.141026 5 4 6 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 14 5 56 8 8.416667 1.072419 10 0.053199 0.102564 6 3 9 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 14 8 66 28 5.676190 0.957181 14 0.250449 0.358974 3 8 3 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 14 7 65 25 6.533333 0.959533 13 0.230724 0.320513 4 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 14 7 64 24 6.533333 0.964237 13 0.210999 0.307692 4 4 4 (((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 14 7 63 23 6.533333 0.973644 13 0.191274 0.294872 4 4 4 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 14 6 62 20 7.366667 0.978347 12 0.171549 0.256410 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 14 6 62 20 6.866667 0.978347 12 0.171549 0.256410 4 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 14 7 62 22 6.533333 0.992458 13 0.171549 0.282051 4 5 4 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 14 6 61 19 7.366667 0.997162 12 0.151824 0.243590 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 14 6 60 18 7.366667 1.006569 12 0.132099 0.230769 5 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 14 6 60 18 6.866667 1.006569 12 0.132099 0.230769 4 4 4 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 14 5 59 15 7.666667 1.015976 11 0.112374 0.192308 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 14 7 61 21 6.533333 1.030087 13 0.151824 0.269231 4 6 4 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 14 6 60 18 7.366667 1.034791 12 0.132099 0.230769 5 4 6 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 14 6 59 17 7.366667 1.044198 12 0.112374 0.217949 5 4 5 (((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 14 6 58 16 7.366667 1.063012 12 0.092649 0.205128 5 4 5 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 14 5 57 13 8.166667 1.072419 11 0.072924 0.166667 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 14 5 57 13 7.666667 1.072419 11 0.072924 0.166667 5 4 6 (((x,x),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 14 6 58 16 6.866667 1.063012 12 0.092649 0.205128 4 5 4 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 14 5 57 13 7.666667 1.072419 11 0.072924 0.166667 5 4 6 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 14 5 56 12 7.666667 1.091234 11 0.053199 0.153846 5 4 5 (((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 14 5 57 13 7.000000 1.072419 11 0.072924 0.166667 4 4 5 (((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 14 5 56 10 7.666667 1.091234 11 0.053199 0.128205 5 4 6 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 14 5 55 7 8.416667 1.110048 10 0.033474 0.089744 6 4 9 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 14 8 65 25 6.426190 0.975996 13 0.230724 0.320513 4 8 5 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 14 7 64 22 7.283333 0.978347 12 0.210999 0.282051 5 2 7 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))) 14 7 63 21 7.283333 0.983051 12 0.191274 0.269231 5 3 6 (((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))) 14 7 62 20 7.283333 0.992458 12 0.171549 0.256410 5 4 6 (((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))) 14 6 61 17 8.116667 0.997162 11 0.151824 0.217949 6 2 8 (((x,x),((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x)))))) 14 6 61 17 7.616667 0.997162 11 0.151824 0.217949 5 3 7 (((x,x),((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))) 14 7 61 19 7.283333 1.011273 12 0.151824 0.243590 5 5 6 (((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))) 14 6 60 16 8.116667 1.015976 11 0.132099 0.205128 6 2 8 (((x,x),((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x)))))) 14 6 59 15 8.116667 1.025383 11 0.112374 0.192308 6 3 7 (((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x)))))) 14 6 59 15 7.616667 1.025383 11 0.112374 0.192308 5 4 6 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))) 14 5 58 12 8.416667 1.034791 10 0.092649 0.153846 6 3 8 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x))))) 14 7 60 18 7.283333 1.048901 12 0.132099 0.230769 5 6 6 (((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))) 14 6 59 15 8.116667 1.053605 11 0.112374 0.192308 6 2 8 (((x,x),((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x)))))) 14 6 58 14 8.116667 1.063012 11 0.092649 0.179487 6 3 7 (((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x)))))) 14 6 57 13 8.116667 1.081827 11 0.072924 0.166667 6 4 7 (((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x)))))) 14 5 56 10 8.916667 1.091234 10 0.053199 0.128205 7 2 9 (((x,x),((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x))))) 14 5 56 10 8.416667 1.091234 10 0.053199 0.128205 6 3 8 (((x,x),((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x))))) 14 6 57 13 7.616667 1.081827 11 0.072924 0.166667 5 5 6 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))) 14 5 56 10 8.416667 1.091234 10 0.053199 0.128205 6 3 8 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x))))) 14 5 55 9 8.416667 1.110048 10 0.033474 0.115385 6 3 7 (((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x))))) 14 5 56 10 7.750000 1.091234 10 0.053199 0.128205 5 4 7 (((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))) 14 5 55 7 8.416667 1.110048 10 0.033474 0.089744 6 4 8 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))) 14 4 54 4 9.166667 1.128862 9 0.013749 0.051282 7 2 11 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x)))) 14 8 65 25 5.926190 0.975996 13 0.230724 0.320513 3 8 4 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 14 7 64 22 6.783333 0.978347 12 0.210999 0.282051 4 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))) 14 7 63 21 6.783333 0.983051 12 0.191274 0.269231 4 3 5 (((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))) 14 7 62 20 6.783333 0.992458 12 0.171549 0.256410 4 4 5 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))) 14 6 61 17 7.616667 0.997162 11 0.151824 0.217949 5 3 7 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),((x,x),(x,x)))))) 14 6 61 17 7.116667 0.997162 11 0.151824 0.217949 4 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))) 14 7 61 19 6.783333 1.011273 12 0.151824 0.243590 4 5 5 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))) 14 6 60 16 7.616667 1.015976 11 0.132099 0.205128 5 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,((x,x),(x,x)))))) 14 6 59 15 7.616667 1.025383 11 0.112374 0.192308 5 3 6 (((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,(x,x)))))) 14 6 59 15 7.116667 1.025383 11 0.112374 0.192308 4 4 5 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))) 14 5 58 12 7.916667 1.034791 10 0.092649 0.153846 5 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x))))) 14 7 60 18 6.783333 1.048901 12 0.132099 0.230769 4 6 5 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))) 14 6 59 15 7.616667 1.053605 11 0.112374 0.192308 5 3 7 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,((x,x),(x,x)))))) 14 6 58 14 7.616667 1.063012 11 0.092649 0.179487 5 3 6 (((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,(x,x)))))) 14 6 57 13 7.616667 1.081827 11 0.072924 0.166667 5 4 6 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,(x,x)))))) 14 5 56 10 8.416667 1.091234 10 0.053199 0.128205 6 3 8 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),((x,x),(x,x))))) 14 5 56 10 7.916667 1.091234 10 0.053199 0.128205 5 3 7 (((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x))))) 14 6 57 13 7.116667 1.081827 11 0.072924 0.166667 4 5 5 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))) 14 5 56 10 7.916667 1.091234 10 0.053199 0.128205 5 3 7 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x))))) 14 5 55 9 7.916667 1.110048 10 0.033474 0.115385 5 3 6 (((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x))))) 14 5 56 10 7.250000 1.091234 10 0.053199 0.128205 4 4 6 (((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))) 14 5 55 7 7.916667 1.110048 10 0.033474 0.089744 5 4 7 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))) 14 4 54 4 8.666667 1.128862 9 0.013749 0.051282 6 3 10 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x)))) 14 7 68 30 4.900000 0.893683 15 0.289899 0.384615 2 7 3 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,(x,(x,x))))))) 14 7 67 27 5.733333 0.898386 14 0.270174 0.346154 3 7 4 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 66 24 6.566667 0.903090 13 0.250449 0.307692 4 2 7 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,x),(x,x)))))) 14 7 66 26 5.733333 0.907794 14 0.250449 0.333333 3 7 3 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 65 23 6.566667 0.912497 13 0.230724 0.294872 4 3 5 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))) 14 6 64 22 6.566667 0.921904 13 0.210999 0.282051 4 3 5 ((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))) 14 7 65 25 5.733333 0.926608 14 0.230724 0.320513 3 7 3 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 64 22 6.566667 0.931312 13 0.210999 0.282051 4 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))) 14 6 63 21 6.566667 0.940719 13 0.191274 0.269231 4 4 4 ((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))) 14 6 62 20 6.566667 0.959533 13 0.171549 0.256410 4 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x)))))) 14 7 64 22 6.533333 0.936015 13 0.210999 0.282051 4 7 5 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 63 19 7.366667 0.940719 12 0.191274 0.243590 5 2 7 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 14 6 62 18 7.366667 0.950126 12 0.171549 0.230769 5 3 6 ((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 14 6 61 17 7.366667 0.968940 12 0.151824 0.217949 5 4 6 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 14 5 60 14 8.166667 0.978347 11 0.132099 0.179487 6 2 9 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),((x,x),(x,x))))) 14 7 64 22 6.033333 0.936015 13 0.210999 0.282051 3 7 4 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 63 19 6.866667 0.940719 12 0.191274 0.243590 4 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 14 6 62 18 6.866667 0.950126 12 0.171549 0.230769 4 3 5 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 14 6 61 17 6.866667 0.968940 12 0.151824 0.217949 4 4 5 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 14 5 60 14 7.666667 0.978347 11 0.132099 0.179487 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,x),(x,x))))) 14 5 60 14 7.166667 0.978347 11 0.132099 0.179487 4 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 14 7 64 24 5.733333 0.964237 14 0.210999 0.307692 3 7 3 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 63 21 6.566667 0.968940 13 0.191274 0.269231 4 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))) 14 6 62 20 6.566667 0.978347 13 0.171549 0.256410 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))) 14 6 61 19 6.566667 0.997162 13 0.151824 0.243590 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x)))))) 14 6 60 16 7.366667 1.006569 12 0.132099 0.205128 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x))))) 14 6 60 16 6.866667 1.006569 12 0.132099 0.205128 4 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x))))) 14 6 60 18 6.566667 1.034791 13 0.132099 0.230769 4 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x)))))) 14 7 63 21 6.533333 0.973644 13 0.191274 0.269231 4 7 5 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 62 18 7.366667 0.978347 12 0.171549 0.230769 5 2 7 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 14 6 61 17 7.366667 0.987755 12 0.151824 0.217949 5 3 6 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 14 6 60 16 7.366667 1.006569 12 0.132099 0.205128 5 4 6 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 14 5 59 13 8.166667 1.015976 11 0.112374 0.166667 6 2 8 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x))))) 14 5 59 13 7.666667 1.015976 11 0.112374 0.166667 5 3 7 (((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 14 6 59 15 7.366667 1.044198 12 0.112374 0.192308 5 5 6 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x)))))) 14 5 58 12 8.166667 1.053605 11 0.092649 0.153846 6 2 9 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x))))) 14 7 62 20 6.533333 0.992458 13 0.171549 0.256410 4 7 4 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 61 17 7.366667 0.997162 12 0.151824 0.217949 5 3 6 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 14 6 60 16 7.366667 1.006569 12 0.132099 0.205128 5 3 5 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 14 6 59 15 7.366667 1.025383 12 0.112374 0.192308 5 4 5 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 14 5 58 12 8.166667 1.034791 11 0.092649 0.153846 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,x))))) 14 5 58 12 7.666667 1.034791 11 0.092649 0.153846 5 3 6 (((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 14 6 58 14 7.366667 1.063012 12 0.092649 0.179487 5 5 5 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))) 14 5 57 11 8.166667 1.072419 11 0.072924 0.141026 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,x))))) 14 5 56 10 8.166667 1.091234 11 0.053199 0.128205 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,x))))) 14 7 62 20 6.033333 0.992458 13 0.171549 0.256410 3 7 3 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 61 17 6.866667 0.997162 12 0.151824 0.217949 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))) 14 6 60 16 6.866667 1.006569 12 0.132099 0.205128 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))) 14 6 59 15 6.866667 1.025383 12 0.112374 0.192308 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))) 14 5 58 12 7.666667 1.034791 11 0.092649 0.153846 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))) 14 5 58 12 7.166667 1.034791 11 0.092649 0.153846 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))) 14 6 58 14 6.866667 1.063012 12 0.092649 0.179487 4 5 4 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))) 14 5 57 11 7.666667 1.072419 11 0.072924 0.141026 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))) 14 5 56 10 7.666667 1.091234 11 0.053199 0.128205 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))) 14 5 56 10 7.166667 1.091234 11 0.053199 0.128205 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))) 14 7 61 17 6.783333 1.011273 12 0.151824 0.217949 4 7 5 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))) 14 6 60 14 7.616667 1.015976 11 0.132099 0.179487 5 3 7 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,((x,x),(x,x)))))) 14 6 59 13 7.616667 1.025383 11 0.112374 0.166667 5 3 6 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,x),(x,(x,x)))))) 14 6 58 12 7.616667 1.044198 11 0.092649 0.153846 5 4 6 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),(x,(x,(x,x)))))) 14 5 57 9 8.416667 1.053605 10 0.072924 0.115385 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),((x,x),(x,x))))) 14 5 57 9 7.916667 1.053605 10 0.072924 0.115385 5 3 7 (((x,(x,x)),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x))))) 14 6 57 11 7.616667 1.081827 11 0.072924 0.141026 5 5 6 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,(x,(x,(x,x)))))) 14 5 56 8 8.416667 1.091234 10 0.053199 0.102564 6 3 8 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,((x,x),(x,x))))) 14 5 55 7 8.416667 1.110048 10 0.033474 0.089744 6 3 7 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,x),(x,(x,x))))) 14 5 55 7 7.916667 1.110048 10 0.033474 0.089744 5 4 6 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x))))) 14 4 54 4 8.666667 1.128862 9 0.013749 0.051282 6 3 9 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),((x,x),(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 15 leaves there are 4850 distinct topologies 15 14 119 91 3.180134 0.602023 16 1.000000 1.000000 1 15 1 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))))) 15 13 118 88 4.103211 0.602060 15 0.983443 0.967033 2 2 3 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))))) 15 13 117 87 4.103211 0.602133 15 0.966886 0.956044 2 3 2 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))))) 15 13 116 86 4.103211 0.602280 15 0.950328 0.945055 2 4 2 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))))) 15 12 115 83 5.019877 0.602354 14 0.933771 0.912088 3 2 4 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))))) 15 12 115 83 4.519877 0.602354 14 0.933771 0.912088 2 3 3 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 15 13 115 85 4.103211 0.602574 15 0.933771 0.934066 2 5 2 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))))) 15 12 114 82 5.019877 0.602648 14 0.917214 0.901099 3 2 4 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))))) 15 12 113 81 5.019877 0.602795 14 0.900657 0.890110 3 3 3 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))))) 15 12 113 81 4.519877 0.602795 14 0.900657 0.890110 2 4 2 (x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))))) 15 11 112 78 5.428968 0.602942 13 0.884100 0.857143 3 3 4 (x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))))) 15 13 114 84 4.103211 0.603162 15 0.917214 0.923077 2 6 2 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))))) 15 12 113 81 5.019877 0.603236 14 0.900657 0.890110 3 2 4 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))))) 15 12 112 80 5.019877 0.603383 14 0.884100 0.879121 3 3 3 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))))) 15 12 111 79 5.019877 0.603677 14 0.867542 0.868132 3 4 3 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))))) 15 11 110 76 5.928968 0.603824 13 0.850985 0.835165 4 2 5 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))))) 15 11 110 76 5.428968 0.603824 13 0.850985 0.835165 3 3 4 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))))) 15 12 111 79 4.519877 0.603677 14 0.867542 0.868132 2 5 2 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))))) 15 11 110 76 5.428968 0.603824 13 0.850985 0.835165 3 3 4 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))))) 15 11 109 75 5.428968 0.604118 13 0.834428 0.824176 3 3 3 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))))) 15 11 110 76 4.762302 0.603824 13 0.850985 0.835165 2 4 3 (x,(x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))))) 15 11 109 73 5.428968 0.604118 13 0.834428 0.802198 3 4 4 (x,(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))))) 15 10 108 70 6.328968 0.604412 12 0.817871 0.769231 4 2 7 (x,(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))))) 15 13 113 83 4.103211 0.604338 15 0.900657 0.912088 2 7 2 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))))) 15 12 112 80 5.019877 0.604412 14 0.884100 0.879121 3 2 4 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))))) 15 12 111 79 5.019877 0.604559 14 0.867542 0.868132 3 3 3 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))))) 15 12 110 78 5.019877 0.604853 14 0.850985 0.857143 3 4 3 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))))) 15 11 109 75 5.928968 0.605000 13 0.834428 0.824176 4 2 5 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))))) 15 11 109 75 5.428968 0.605000 13 0.834428 0.824176 3 3 4 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))))) 15 12 109 77 5.019877 0.605441 14 0.834428 0.846154 3 5 3 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))))) 15 11 108 74 5.928968 0.605588 13 0.817871 0.813187 4 2 5 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))))) 15 11 107 73 5.928968 0.605882 13 0.801313 0.802198 4 3 4 (x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))))) 15 11 107 73 5.428968 0.605882 13 0.801313 0.802198 3 4 3 (x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))))) 15 10 106 70 6.328968 0.606176 12 0.784756 0.769231 4 3 5 (x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))))) 15 12 109 77 4.519877 0.605441 14 0.834428 0.846154 2 6 2 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 15 11 108 74 5.428968 0.605588 13 0.817871 0.813187 3 3 4 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))))) 15 11 107 73 5.428968 0.605882 13 0.801313 0.802198 3 3 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))))) 15 11 106 72 5.428968 0.606470 13 0.784756 0.791209 3 4 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))))) 15 10 105 69 6.328968 0.606764 12 0.768199 0.758242 4 3 5 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))))) 15 10 105 69 5.828968 0.606764 12 0.768199 0.758242 3 3 4 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))))) 15 11 107 73 4.762302 0.605882 13 0.801313 0.802198 2 5 2 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))))) 15 10 106 70 5.662302 0.606176 12 0.784756 0.769231 3 4 4 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))))) 15 10 105 69 5.662302 0.606764 12 0.768199 0.758242 3 4 3 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))))) 15 11 106 70 5.428968 0.606470 13 0.784756 0.769231 3 5 4 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))))) 15 10 105 67 6.328968 0.606764 12 0.768199 0.736264 4 2 6 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))))) 15 10 104 66 6.328968 0.607352 12 0.751642 0.725275 4 3 5 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))))) 15 13 112 82 4.103211 0.606690 15 0.884100 0.901099 2 8 2 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 15 12 111 79 5.019877 0.606764 14 0.867542 0.868132 3 2 4 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))))) 15 12 110 78 5.019877 0.606911 14 0.850985 0.857143 3 3 3 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))))) 15 12 109 77 5.019877 0.607205 14 0.834428 0.846154 3 4 3 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))))) 15 11 108 74 5.928968 0.607352 13 0.817871 0.813187 4 2 5 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))))))) 15 11 108 74 5.428968 0.607352 13 0.817871 0.813187 3 3 4 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))))) 15 12 108 76 5.019877 0.607792 14 0.817871 0.835165 3 5 3 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))))) 15 11 107 73 5.928968 0.607939 13 0.801313 0.802198 4 2 5 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))))))) 15 11 106 72 5.928968 0.608233 13 0.784756 0.791209 4 3 4 (x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))))))) 15 11 106 72 5.428968 0.608233 13 0.784756 0.791209 3 4 3 (x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))))) 15 10 105 69 6.328968 0.608527 12 0.768199 0.758242 4 3 5 (x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))))) 15 12 107 75 5.019877 0.608968 14 0.801313 0.824176 3 6 3 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))))) 15 11 106 72 5.928968 0.609115 13 0.784756 0.791209 4 2 5 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))))))) 15 11 105 71 5.928968 0.609409 13 0.768199 0.780220 4 3 4 (x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))))))) 15 11 104 70 5.928968 0.609997 13 0.751642 0.769231 4 4 4 (x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))))))) 15 10 103 67 6.828968 0.610291 12 0.735085 0.736264 5 2 6 (x,(x,(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,x)))))))))) 15 10 103 67 6.328968 0.610291 12 0.735085 0.736264 4 3 5 (x,(x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))))) 15 11 104 70 5.428968 0.609997 13 0.751642 0.769231 3 5 3 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))))) 15 10 103 67 6.328968 0.610291 12 0.735085 0.736264 4 3 5 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))))) 15 10 102 66 6.328968 0.610879 12 0.718527 0.725275 4 3 4 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))))) 15 10 103 67 5.662302 0.610291 12 0.735085 0.736264 3 4 4 (x,(x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))))) 15 10 102 64 6.328968 0.610879 12 0.718527 0.703297 4 4 5 (x,(x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))))) 15 9 101 61 7.217857 0.611467 11 0.701970 0.670330 5 2 8 (x,(x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,x))))))))) 15 12 107 75 4.519877 0.608968 14 0.801313 0.824176 2 7 2 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))))) 15 11 106 72 5.428968 0.609115 13 0.784756 0.791209 3 3 4 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))))) 15 11 105 71 5.428968 0.609409 13 0.768199 0.780220 3 3 3 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))))) 15 11 104 70 5.428968 0.609997 13 0.751642 0.769231 3 4 3 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))))) 15 10 103 67 6.328968 0.610291 12 0.735085 0.736264 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))))) 15 10 103 67 5.828968 0.610291 12 0.735085 0.736264 3 3 4 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))))) 15 11 103 69 5.428968 0.611173 13 0.735085 0.758242 3 5 3 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))))) 15 10 102 66 6.328968 0.611467 12 0.718527 0.725275 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))))) 15 10 101 65 6.328968 0.612055 12 0.701970 0.714286 4 3 4 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))))) 15 10 101 65 5.828968 0.612055 12 0.701970 0.714286 3 4 3 (x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))))) 15 9 100 62 6.717857 0.612643 11 0.685413 0.681319 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))))) 15 11 104 70 4.762302 0.609997 13 0.751642 0.769231 2 6 2 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))))) 15 10 103 67 5.662302 0.610291 12 0.735085 0.736264 3 4 4 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))))) 15 10 102 66 5.662302 0.610879 12 0.718527 0.725275 3 4 3 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))))) 15 10 101 65 5.662302 0.612055 12 0.701970 0.714286 3 4 3 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))))) 15 9 100 62 6.551190 0.612643 11 0.685413 0.681319 4 4 5 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,x))))))))) 15 9 100 62 6.051190 0.612643 11 0.685413 0.681319 3 4 4 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))))) 15 11 103 67 5.428968 0.611173 13 0.735085 0.736264 3 6 4 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))))) 15 10 102 64 6.328968 0.611467 12 0.718527 0.703297 4 2 6 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))))) 15 10 101 63 6.328968 0.612055 12 0.701970 0.692308 4 3 5 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))))) 15 10 100 62 6.328968 0.613231 12 0.685413 0.681319 4 4 5 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))))) 15 9 99 59 7.217857 0.613819 11 0.668856 0.648352 5 2 7 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,x))))))))) 15 9 99 59 6.717857 0.613819 11 0.668856 0.648352 4 3 6 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))))) 15 10 103 67 4.912302 0.610291 12 0.735085 0.736264 2 5 3 (x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))))) 15 10 102 64 5.662302 0.610879 12 0.718527 0.703297 3 5 4 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))))) 15 9 101 61 6.551190 0.611467 11 0.701970 0.670330 4 2 7 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,x))))))))) 15 10 101 63 5.662302 0.612055 12 0.701970 0.692308 3 5 3 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))))) 15 9 100 60 6.551190 0.612643 11 0.685413 0.659341 4 3 5 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))))) 15 9 99 59 6.551190 0.613819 11 0.668856 0.648352 4 3 5 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))))) 15 13 111 81 4.103211 0.611394 15 0.867542 0.890110 2 9 2 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 15 12 110 78 5.019877 0.611467 14 0.850985 0.857143 3 2 4 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 15 12 109 77 5.019877 0.611614 14 0.834428 0.846154 3 3 3 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 15 12 108 76 5.019877 0.611908 14 0.817871 0.835165 3 4 3 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 15 11 107 73 5.928968 0.612055 13 0.801313 0.802198 4 2 5 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 15 11 107 73 5.428968 0.612055 13 0.801313 0.802198 3 3 4 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 15 12 107 75 5.019877 0.612496 14 0.801313 0.824176 3 5 3 (x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 15 11 106 72 5.928968 0.612643 13 0.784756 0.791209 4 2 5 (x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 15 11 105 71 5.928968 0.612937 13 0.768199 0.780220 4 3 4 (x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 15 11 105 71 5.428968 0.612937 13 0.768199 0.780220 3 4 3 (x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 15 10 104 68 6.328968 0.613231 12 0.751642 0.747253 4 3 5 (x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 15 12 106 74 5.019877 0.613672 14 0.784756 0.813187 3 6 3 (x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 15 11 105 71 5.928968 0.613819 13 0.768199 0.780220 4 2 5 (x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 15 11 104 70 5.928968 0.614113 13 0.751642 0.769231 4 3 4 (x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 15 11 103 69 5.928968 0.614701 13 0.735085 0.758242 4 4 4 (x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 15 10 102 66 6.828968 0.614995 12 0.718527 0.725275 5 2 6 (x,(x,(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,x)))))))))) 15 10 102 66 6.328968 0.614995 12 0.718527 0.725275 4 3 5 (x,(x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 15 11 103 69 5.428968 0.614701 13 0.735085 0.758242 3 5 3 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 15 10 102 66 6.328968 0.614995 12 0.718527 0.725275 4 3 5 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 15 10 101 65 6.328968 0.615583 12 0.701970 0.714286 4 3 4 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 15 10 102 66 5.662302 0.614995 12 0.718527 0.725275 3 4 4 (x,(x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 15 10 101 63 6.328968 0.615583 12 0.701970 0.692308 4 4 5 (x,(x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 15 9 100 60 7.217857 0.616171 11 0.685413 0.659341 5 2 8 (x,(x,(x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 15 12 105 73 5.019877 0.616024 14 0.768199 0.802198 3 7 3 (x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 15 11 104 70 5.928968 0.616171 13 0.751642 0.769231 4 2 5 (x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 15 11 103 69 5.928968 0.616465 13 0.735085 0.758242 4 3 4 (x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 15 11 102 68 5.928968 0.617053 13 0.718527 0.747253 4 4 4 (x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 15 10 101 65 6.828968 0.617347 12 0.701970 0.714286 5 2 6 (x,(x,(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,x)))))))))) 15 10 101 65 6.328968 0.617347 12 0.701970 0.714286 4 3 5 (x,(x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 15 11 101 67 5.928968 0.618229 13 0.701970 0.736264 4 5 4 (x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 15 10 100 64 6.828968 0.618523 12 0.685413 0.703297 5 2 6 (x,(x,(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,x)))))))))) 15 10 99 63 6.828968 0.619111 12 0.668856 0.692308 5 3 5 (x,(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,x)))))))))) 15 10 99 63 6.328968 0.619111 12 0.668856 0.692308 4 4 4 (x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 15 9 98 60 7.217857 0.619698 11 0.652299 0.659341 5 3 6 (x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,x))))))))) 15 11 101 67 5.428968 0.618229 13 0.701970 0.736264 3 6 3 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 15 10 100 64 6.328968 0.618523 12 0.685413 0.703297 4 3 5 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 15 10 99 63 6.328968 0.619111 12 0.668856 0.692308 4 3 4 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 15 10 98 62 6.328968 0.620286 12 0.652299 0.681319 4 4 4 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 15 9 97 59 7.217857 0.620874 11 0.635741 0.648352 5 3 6 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,x))))))))) 15 9 97 59 6.717857 0.620874 11 0.635741 0.648352 4 3 5 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 15 10 99 63 5.662302 0.619111 12 0.668856 0.692308 3 5 3 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 15 9 98 60 6.551190 0.619698 11 0.652299 0.659341 4 4 5 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 15 9 97 59 6.551190 0.620874 11 0.635741 0.648352 4 4 4 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 15 10 98 60 6.328968 0.620286 12 0.652299 0.659341 4 5 5 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 15 9 97 57 7.217857 0.620874 11 0.635741 0.626374 5 2 7 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 15 9 96 56 7.217857 0.622050 11 0.619184 0.615385 5 3 6 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 15 12 105 73 4.519877 0.616024 14 0.768199 0.802198 2 8 2 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 15 11 104 70 5.428968 0.616171 13 0.751642 0.769231 3 3 4 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))))) 15 11 103 69 5.428968 0.616465 13 0.735085 0.758242 3 3 3 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))))) 15 11 102 68 5.428968 0.617053 13 0.718527 0.747253 3 4 3 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))))) 15 10 101 65 6.328968 0.617347 12 0.701970 0.714286 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))))) 15 10 101 65 5.828968 0.617347 12 0.701970 0.714286 3 3 4 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 15 11 101 67 5.428968 0.618229 13 0.701970 0.736264 3 5 3 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))))) 15 10 100 64 6.328968 0.618523 12 0.685413 0.703297 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))))) 15 10 99 63 6.328968 0.619111 12 0.668856 0.692308 4 3 4 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))))) 15 10 99 63 5.828968 0.619111 12 0.668856 0.692308 3 4 3 (x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 15 9 98 60 6.717857 0.619698 11 0.652299 0.659341 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))))) 15 11 100 66 5.428968 0.620580 13 0.685413 0.725275 3 6 3 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))))) 15 10 99 63 6.328968 0.620874 12 0.668856 0.692308 4 3 5 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))))) 15 10 98 62 6.328968 0.621462 12 0.652299 0.681319 4 3 4 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))))) 15 10 97 61 6.328968 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(x,(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))))) 15 11 101 67 4.762302 0.618229 13 0.701970 0.736264 2 7 2 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))))) 15 10 100 64 5.662302 0.618523 12 0.685413 0.703297 3 4 4 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))))) 15 10 99 63 5.662302 0.619111 12 0.668856 0.692308 3 4 3 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))))) 15 10 98 62 5.662302 0.620286 12 0.652299 0.681319 3 4 3 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))))) 15 9 97 59 6.551190 0.620874 11 0.635741 0.648352 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,x))))))))) 15 9 97 59 6.051190 0.620874 11 0.635741 0.648352 3 4 4 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))))) 15 10 97 61 5.662302 0.622638 12 0.635741 0.670330 3 5 3 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))))) 15 9 96 58 6.551190 0.623226 11 0.619184 0.637363 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,x))))))))) 15 9 95 57 6.551190 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(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 15 10 96 58 6.328968 0.624990 12 0.619184 0.637363 4 5 5 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 15 9 95 55 7.217857 0.625578 11 0.602627 0.604396 5 2 7 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,x))))))))) 15 9 94 54 7.217857 0.626754 11 0.586070 0.593407 5 3 6 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,x))))))))) 15 9 94 54 6.717857 0.626754 11 0.586070 0.593407 4 4 5 (x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 15 8 93 51 7.592857 0.627930 10 0.569512 0.560440 5 3 7 (x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 15 10 99 63 4.912302 0.619111 12 0.668856 0.692308 2 6 2 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))))) 15 9 98 60 5.801190 0.619698 11 0.652299 0.659341 3 5 4 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))))))) 15 9 97 59 5.801190 0.620874 11 0.635741 0.648352 3 5 3 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))))) 15 9 96 58 5.801190 0.623226 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5.019877 0.623079 14 0.768199 0.802198 3 6 3 (x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 15 11 104 70 5.928968 0.623226 13 0.751642 0.769231 4 2 5 (x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 15 11 103 69 5.928968 0.623520 13 0.735085 0.758242 4 3 4 (x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 15 11 102 68 5.928968 0.624108 13 0.718527 0.747253 4 4 4 (x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 15 10 101 65 6.828968 0.624402 12 0.701970 0.714286 5 2 6 (x,(x,(x,((x,x),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 15 10 101 65 6.328968 0.624402 12 0.701970 0.714286 4 3 5 (x,(x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 15 11 102 68 5.428968 0.624108 13 0.718527 0.747253 3 5 3 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 15 10 101 65 6.328968 0.624402 12 0.701970 0.714286 4 3 5 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 15 10 100 64 6.328968 0.624990 12 0.685413 0.703297 4 3 4 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 15 10 101 65 5.662302 0.624402 12 0.701970 0.714286 3 4 4 (x,(x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 15 10 100 62 6.328968 0.624990 12 0.685413 0.681319 4 4 5 (x,(x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 15 9 99 59 7.217857 0.625578 11 0.668856 0.648352 5 2 8 (x,(x,(x,((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 15 12 104 72 5.019877 0.625431 14 0.751642 0.791209 3 7 3 (x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 15 11 103 69 5.928968 0.625578 13 0.735085 0.758242 4 2 5 (x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 15 11 102 68 5.928968 0.625872 13 0.718527 0.747253 4 3 4 (x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 15 11 101 67 5.928968 0.626460 13 0.701970 0.736264 4 4 4 (x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 15 10 100 64 6.828968 0.626754 12 0.685413 0.703297 5 2 6 (x,(x,(x,((x,x),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 15 10 100 64 6.328968 0.626754 12 0.685413 0.703297 4 3 5 (x,(x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 15 11 100 66 5.928968 0.627636 13 0.685413 0.725275 4 5 4 (x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 15 10 99 63 6.828968 0.627930 12 0.668856 0.692308 5 2 6 (x,(x,(x,((x,x),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))) 15 10 98 62 6.828968 0.628518 12 0.652299 0.681319 5 3 5 (x,(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))) 15 10 98 62 6.328968 0.628518 12 0.652299 0.681319 4 4 4 (x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 15 9 97 59 7.217857 0.629106 11 0.635741 0.648352 5 3 6 (x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))) 15 11 100 66 5.428968 0.627636 13 0.685413 0.725275 3 6 3 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 15 10 99 63 6.328968 0.627930 12 0.668856 0.692308 4 3 5 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 15 10 98 62 6.328968 0.628518 12 0.652299 0.681319 4 3 4 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 15 10 97 61 6.328968 0.629694 12 0.635741 0.670330 4 4 4 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 15 9 96 58 7.217857 0.630282 11 0.619184 0.637363 5 3 6 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),((x,x),(x,x))))))))) 15 9 96 58 6.717857 0.630282 11 0.619184 0.637363 4 3 5 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 15 10 98 62 5.662302 0.628518 12 0.652299 0.681319 3 5 3 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 15 9 97 59 6.551190 0.629106 11 0.635741 0.648352 4 4 5 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 15 9 96 58 6.551190 0.630282 11 0.619184 0.637363 4 4 4 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 15 10 97 59 6.328968 0.629694 12 0.635741 0.648352 4 5 5 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 15 9 96 56 7.217857 0.630282 11 0.619184 0.615385 5 2 7 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 15 9 95 55 7.217857 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(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))))) 15 10 97 61 6.828968 0.633221 12 0.635741 0.670330 5 3 5 (x,(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))))) 15 10 97 61 6.328968 0.633221 12 0.635741 0.670330 4 4 4 (x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 15 9 96 58 7.217857 0.633809 11 0.619184 0.637363 5 3 6 (x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))))) 15 11 98 64 5.928968 0.634691 13 0.652299 0.703297 4 6 4 (x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))))) 15 10 97 61 6.828968 0.634985 12 0.635741 0.670330 5 2 6 (x,(x,(x,((x,x),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))))) 15 10 96 60 6.828968 0.635573 12 0.619184 0.659341 5 3 5 (x,(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))))) 15 10 95 59 6.828968 0.636749 12 0.602627 0.648352 5 4 5 (x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))))) 15 9 94 56 7.717857 0.637337 11 0.586070 0.615385 6 2 7 (x,(x,(x,((x,x),((x,x),((x,x),((x,x),((x,x),(x,x))))))))) 15 9 94 56 7.217857 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(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))))) 15 9 92 52 7.217857 0.640865 11 0.552955 0.571429 5 3 6 (x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))))) 15 9 91 51 7.217857 0.643216 11 0.536398 0.560440 5 4 6 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))))) 15 8 90 48 8.092857 0.644392 10 0.519841 0.527473 6 2 8 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,x)))))))) 15 8 90 48 7.592857 0.644392 10 0.519841 0.527473 5 3 7 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))))) 15 9 94 56 5.801190 0.637337 11 0.586070 0.615385 3 5 4 (x,(x,(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))))) 15 9 93 53 6.551190 0.638513 11 0.569512 0.582418 4 5 5 (x,(x,(x,((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))))) 15 8 92 50 7.426190 0.639689 10 0.552955 0.549451 5 2 8 (x,(x,(x,((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))))) 15 9 92 52 6.551190 0.640865 11 0.552955 0.571429 4 5 4 (x,(x,(x,((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))))) 15 8 91 49 7.426190 0.642041 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(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))))) 15 9 92 54 6.551190 0.644392 11 0.552955 0.593407 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))))) 15 9 91 53 6.551190 0.645568 11 0.536398 0.582418 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))))) 15 9 90 52 6.551190 0.647920 11 0.519841 0.571429 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))))) 15 8 89 49 7.426190 0.649096 10 0.503284 0.538462 5 4 6 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))))) 15 8 89 49 6.926190 0.649096 10 0.503284 0.538462 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))))) 15 9 90 52 6.051190 0.647920 11 0.519841 0.571429 3 5 3 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))))) 15 8 89 49 6.926190 0.649096 10 0.503284 0.538462 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))))) 15 8 88 48 6.926190 0.651448 10 0.486726 0.527473 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))))) 15 8 89 49 6.259524 0.649096 10 0.503284 0.538462 3 4 4 (x,(x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))))) 15 8 88 46 6.926190 0.651448 10 0.486726 0.505495 4 4 5 (x,(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))))) 15 7 87 43 7.783333 0.653800 9 0.470169 0.472527 5 4 8 (x,(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))))) 15 11 97 61 5.428968 0.639395 13 0.635741 0.670330 3 8 4 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 15 10 96 58 6.328968 0.639689 12 0.619184 0.637363 4 2 6 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))))) 15 10 95 57 6.328968 0.640277 12 0.602627 0.626374 4 3 5 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))))) 15 10 94 56 6.328968 0.641453 12 0.586070 0.615385 4 4 5 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))))) 15 9 93 53 7.217857 0.642041 11 0.569512 0.582418 5 2 7 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x))))))))) 15 9 93 53 6.717857 0.642041 11 0.569512 0.582418 4 3 6 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))))) 15 10 93 55 6.328968 0.643804 12 0.569512 0.604396 4 5 5 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))))) 15 9 92 52 7.217857 0.644392 11 0.552955 0.571429 5 2 7 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x))))))))) 15 9 91 51 7.217857 0.645568 11 0.536398 0.560440 5 3 6 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x))))))))) 15 9 91 51 6.717857 0.645568 11 0.536398 0.560440 4 4 5 (x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))))) 15 8 90 48 7.592857 0.646744 10 0.519841 0.527473 5 3 7 (x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))))) 15 10 92 54 6.328968 0.648508 12 0.552955 0.593407 4 6 5 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))))) 15 9 91 51 7.217857 0.649096 11 0.536398 0.560440 5 2 7 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x))))))))) 15 9 90 50 7.217857 0.650272 11 0.519841 0.549451 5 3 6 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x))))))))) 15 9 89 49 7.217857 0.652624 11 0.503284 0.538462 5 4 6 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x))))))))) 15 8 88 46 8.092857 0.653800 10 0.486726 0.505495 6 2 8 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x)))))))) 15 8 88 46 7.592857 0.653800 10 0.486726 0.505495 5 3 7 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))))) 15 9 89 49 6.717857 0.652624 11 0.503284 0.538462 4 5 5 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))))) 15 8 88 46 7.592857 0.653800 10 0.486726 0.505495 5 3 7 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))))) 15 8 87 45 7.592857 0.656151 10 0.470169 0.494505 5 3 6 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))))) 15 8 88 46 6.926190 0.653800 10 0.486726 0.505495 4 4 6 (x,(x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))))) 15 8 87 43 7.592857 0.656151 10 0.470169 0.472527 5 4 7 (x,(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))))) 15 7 86 40 8.450000 0.658503 9 0.453612 0.439560 6 2 10 (x,(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x))))))) 15 10 95 59 4.912302 0.636749 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8 89 49 6.176190 0.649096 11 0.503284 0.538462 3 5 3 (x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))))) 15 8 88 46 6.926190 0.651448 10 0.486726 0.505495 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))))) 15 10 94 56 5.662302 0.639101 12 0.586070 0.615385 3 7 4 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 15 9 93 53 6.551190 0.639689 11 0.569512 0.582418 4 2 6 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 15 9 92 52 6.551190 0.640865 11 0.552955 0.571429 4 3 5 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 15 9 91 51 6.551190 0.643216 11 0.536398 0.560440 4 4 5 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 15 8 90 48 7.426190 0.644392 10 0.519841 0.527473 5 2 7 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))))) 15 8 90 48 6.926190 0.644392 10 0.519841 0.527473 4 3 6 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 15 9 90 50 6.551190 0.647920 11 0.519841 0.549451 4 5 5 (x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 15 8 89 47 7.426190 0.649096 10 0.503284 0.516484 5 2 7 (x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))))) 15 8 88 46 7.426190 0.651448 10 0.486726 0.505495 5 3 6 (x,(x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))))) 15 8 88 46 6.926190 0.651448 10 0.486726 0.505495 4 4 5 (x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 15 7 87 43 7.783333 0.653800 9 0.470169 0.472527 5 3 7 (x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))))) 15 10 93 55 5.662302 0.643804 12 0.569512 0.604396 3 7 3 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 15 9 92 52 6.551190 0.644392 11 0.552955 0.571429 4 3 5 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 15 9 91 51 6.551190 0.645568 11 0.536398 0.560440 4 3 4 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 15 9 90 50 6.551190 0.647920 11 0.519841 0.549451 4 4 4 (x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 15 8 89 47 7.426190 0.649096 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(x,(x,(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))))) 15 8 89 45 7.426190 0.649096 10 0.503284 0.494505 5 2 7 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x)))))))) 15 8 88 44 7.426190 0.651448 10 0.486726 0.483516 5 3 6 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x)))))))) 15 8 87 43 7.426190 0.656151 10 0.470169 0.472527 5 4 6 (x,(x,(x,(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x)))))))) 15 7 86 40 8.283333 0.658503 9 0.453612 0.439560 6 2 9 (x,(x,(x,(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x))))))) 15 9 90 48 6.051190 0.647920 11 0.519841 0.527473 3 6 4 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 15 8 89 45 6.926190 0.649096 10 0.503284 0.494505 4 3 6 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 15 8 88 44 6.926190 0.651448 10 0.486726 0.483516 4 3 5 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 15 8 87 43 6.926190 0.656151 10 0.470169 0.472527 4 4 5 (x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 15 7 86 40 7.783333 0.658503 9 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(x,(x,((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 15 9 88 50 7.217857 0.676142 11 0.486726 0.549451 5 4 5 (x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 15 8 87 47 8.092857 0.677317 10 0.470169 0.516484 6 3 7 (x,(x,((x,x),((x,x),((x,(x,x)),((x,x),((x,x),(x,x)))))))) 15 8 87 47 7.592857 0.677317 10 0.470169 0.516484 5 3 6 (x,(x,((x,x),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 15 9 89 51 6.551190 0.673790 11 0.503284 0.560440 4 5 4 (x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 15 8 88 48 7.426190 0.674966 10 0.486726 0.527473 5 4 6 (x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 15 8 87 47 7.426190 0.677317 10 0.470169 0.516484 5 4 5 (x,(x,((x,x),((x,x),((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 15 9 88 48 7.217857 0.676142 11 0.486726 0.527473 5 5 6 (x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 15 8 87 45 8.092857 0.677317 10 0.470169 0.494505 6 2 8 (x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 15 8 86 44 8.092857 0.679669 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(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 15 9 89 51 7.217857 0.673790 11 0.503284 0.560440 5 3 5 (x,(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 15 9 89 51 6.717857 0.673790 11 0.503284 0.560440 4 4 4 (x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 15 8 88 48 7.592857 0.674966 10 0.486726 0.527473 5 3 6 (x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 15 10 91 55 5.828968 0.672026 12 0.536398 0.604396 3 6 3 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 15 9 90 52 6.717857 0.672614 11 0.519841 0.571429 4 3 5 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 15 9 89 51 6.717857 0.673790 11 0.503284 0.560440 4 3 4 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 15 9 88 50 6.717857 0.676142 11 0.486726 0.549451 4 4 4 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 15 8 87 47 7.592857 0.677317 10 0.470169 0.516484 5 3 6 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 15 8 87 47 7.092857 0.677317 10 0.470169 0.516484 4 3 5 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 15 9 89 51 6.051190 0.673790 11 0.503284 0.560440 3 5 3 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 15 8 88 48 6.926190 0.674966 10 0.486726 0.527473 4 4 5 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 15 8 87 47 6.926190 0.677317 10 0.470169 0.516484 4 4 4 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 15 9 88 48 6.717857 0.676142 11 0.486726 0.527473 4 5 5 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 15 8 87 45 7.592857 0.677317 10 0.470169 0.494505 5 3 7 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 15 8 86 44 7.592857 0.679669 10 0.453612 0.483516 5 3 6 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 15 11 94 60 5.428968 0.677024 13 0.586070 0.659341 3 8 3 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 15 10 93 57 6.328968 0.677317 12 0.569512 0.626374 4 3 5 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 15 10 92 56 6.328968 0.677905 12 0.552955 0.615385 4 3 4 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))) 15 10 91 55 6.328968 0.679081 12 0.536398 0.604396 4 4 4 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))) 15 9 90 52 7.217857 0.679669 11 0.519841 0.571429 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),((x,x),(x,x))))))))) 15 9 90 52 6.717857 0.679669 11 0.519841 0.571429 4 3 5 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))) 15 10 90 54 6.328968 0.681433 12 0.519841 0.593407 4 5 4 (x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))) 15 9 89 51 7.217857 0.682021 11 0.503284 0.560440 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,((x,x),(x,x))))))))) 15 9 88 50 7.217857 0.683197 11 0.486726 0.549451 5 3 5 (x,(x,((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,(x,x))))))))) 15 9 88 50 6.717857 0.683197 11 0.486726 0.549451 4 4 4 (x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 15 8 87 47 7.592857 0.684373 10 0.470169 0.516484 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 15 10 89 53 6.328968 0.686137 12 0.503284 0.582418 4 6 4 (x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 15 9 88 50 7.217857 0.686725 11 0.486726 0.549451 5 3 6 (x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 15 9 87 49 7.217857 0.687901 11 0.470169 0.538462 5 3 5 (x,(x,((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 15 9 86 48 7.217857 0.690252 11 0.453612 0.527473 5 4 5 (x,(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 15 8 85 45 8.092857 0.691428 10 0.437055 0.494505 6 3 7 (x,(x,((x,(x,x)),((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 15 8 85 45 7.592857 0.691428 10 0.437055 0.494505 5 3 6 (x,(x,((x,(x,x)),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 15 9 86 48 6.717857 0.690252 11 0.453612 0.527473 4 5 4 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 15 8 85 45 7.592857 0.691428 10 0.437055 0.494505 5 3 6 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 15 8 84 44 7.592857 0.693780 10 0.420498 0.483516 5 3 5 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))) 15 8 85 45 6.926190 0.691428 10 0.437055 0.494505 4 4 5 (x,(x,((x,(x,x)),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))) 15 8 84 42 7.592857 0.693780 10 0.420498 0.461538 5 4 6 (x,(x,((x,(x,x)),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))) 15 7 83 39 8.450000 0.696132 9 0.403940 0.428571 6 3 9 (x,(x,((x,(x,x)),((x,x),(((x,x),(x,x)),((x,x),(x,x))))))) 15 10 89 53 5.828968 0.686137 12 0.503284 0.582418 3 7 3 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 15 9 88 50 6.717857 0.686725 11 0.486726 0.549451 4 3 5 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 15 9 87 49 6.717857 0.687901 11 0.470169 0.538462 4 3 4 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 15 9 86 48 6.717857 0.690252 11 0.453612 0.527473 4 4 4 (x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 15 8 85 45 7.592857 0.691428 10 0.437055 0.494505 5 3 6 (x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 15 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(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 15 8 83 43 6.926190 0.698484 10 0.403940 0.472527 4 4 4 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 15 7 82 40 7.783333 0.700835 9 0.387383 0.439560 5 4 6 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 15 7 82 40 7.283333 0.700835 9 0.387383 0.439560 4 4 5 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 15 9 85 45 6.717857 0.694956 11 0.437055 0.494505 4 6 5 (x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 15 8 84 42 7.592857 0.696132 10 0.420498 0.461538 5 3 7 (x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 15 8 83 41 7.592857 0.698484 10 0.403940 0.450549 5 3 6 (x,(x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 15 8 82 40 7.592857 0.703187 10 0.387383 0.439560 5 4 6 (x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 15 7 81 37 8.450000 0.705539 9 0.370826 0.406593 6 3 8 (x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 15 7 81 37 7.950000 0.705539 9 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((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 15 9 82 44 6.551190 0.876044 14 0.387383 0.483516 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 15 9 81 43 6.551190 0.878396 14 0.370826 0.472527 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 15 8 80 40 7.426190 0.879572 13 0.354269 0.439560 5 4 6 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 15 8 80 40 6.926190 0.879572 13 0.354269 0.439560 4 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 15 9 81 43 6.051190 0.878396 14 0.370826 0.472527 3 5 3 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 15 8 80 40 6.926190 0.879572 13 0.354269 0.439560 4 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 15 8 79 39 6.926190 0.881924 13 0.337712 0.428571 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 15 8 80 40 6.259524 0.879572 13 0.354269 0.439560 3 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 15 8 79 37 6.926190 0.881924 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((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 15 7 71 29 7.783333 0.973644 12 0.205254 0.318681 5 4 5 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 15 7 72 30 7.116667 0.968940 12 0.221811 0.329670 4 4 5 ((x,(x,(x,x))),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 15 7 71 27 7.783333 0.973644 12 0.205254 0.296703 5 4 6 ((x,(x,(x,x))),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 15 6 70 24 8.616667 0.978347 11 0.188697 0.263736 6 4 9 ((x,(x,(x,x))),((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 15 9 75 37 6.551190 0.977172 14 0.271483 0.406593 4 7 4 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 15 8 74 34 7.426190 0.978347 13 0.254925 0.373626 5 4 6 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 15 8 73 33 7.426190 0.980699 13 0.238368 0.362637 5 4 5 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 15 8 72 32 7.426190 0.985403 13 0.221811 0.351648 5 4 5 ((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 15 7 71 29 8.283333 0.987755 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((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 15 6 66 20 8.616667 1.025383 11 0.122468 0.219780 6 4 7 ((x,(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 15 9 75 37 6.051190 0.977172 14 0.271483 0.406593 3 8 3 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))) 15 8 74 34 6.926190 0.978347 13 0.254925 0.373626 4 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))) 15 8 73 33 6.926190 0.980699 13 0.238368 0.362637 4 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))) 15 8 72 32 6.926190 0.985403 13 0.221811 0.351648 4 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))) 15 7 71 29 7.783333 0.987755 12 0.205254 0.318681 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))) 15 7 71 29 7.283333 0.987755 12 0.205254 0.318681 4 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))) 15 8 71 31 6.926190 0.994810 13 0.205254 0.340659 4 5 4 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))) 15 7 70 28 7.783333 0.997162 12 0.188697 0.307692 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))) 15 7 69 27 7.783333 1.001865 12 0.172139 0.296703 5 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))) 15 7 69 27 7.283333 1.001865 12 0.172139 0.296703 4 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))) 15 6 68 24 8.116667 1.006569 11 0.155582 0.263736 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))) 15 8 70 30 6.926190 1.013624 13 0.188697 0.329670 4 6 4 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))) 15 7 69 27 7.783333 1.015976 12 0.172139 0.296703 5 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))) 15 7 68 26 7.783333 1.020680 12 0.155582 0.285714 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))) 15 7 67 25 7.783333 1.030087 12 0.139025 0.274725 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))) 15 6 66 22 8.616667 1.034791 11 0.122468 0.241758 6 4 7 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))) 15 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((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))) 15 7 69 27 7.116667 1.001865 12 0.172139 0.296703 4 4 4 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))) 15 7 68 26 7.116667 1.011273 12 0.155582 0.285714 4 4 4 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))) 15 6 67 23 7.950000 1.015976 11 0.139025 0.252747 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))) 15 6 67 23 7.450000 1.015976 11 0.139025 0.252747 4 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 15 7 67 25 7.116667 1.030087 12 0.139025 0.274725 4 5 4 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))) 15 6 66 22 7.950000 1.034791 11 0.122468 0.241758 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))) 15 6 65 21 7.950000 1.044198 11 0.105911 0.230769 5 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))) 15 6 65 21 7.450000 1.044198 11 0.105911 0.230769 4 4 4 ((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 15 5 64 18 8.250000 1.053605 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8 70 28 7.426190 1.032439 13 0.188697 0.307692 5 5 5 (((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 15 7 69 25 8.283333 1.034791 12 0.172139 0.274725 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 15 7 68 24 8.283333 1.039494 12 0.155582 0.263736 6 3 6 (((x,x),(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 15 7 68 24 7.783333 1.039494 12 0.155582 0.263736 5 4 5 (((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 15 6 67 21 8.616667 1.044198 11 0.139025 0.230769 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 15 8 69 27 7.426190 1.051253 13 0.172139 0.296703 5 6 5 (((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 15 7 68 24 8.283333 1.053605 12 0.155582 0.263736 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 15 7 67 23 8.283333 1.058309 12 0.139025 0.252747 6 3 6 (((x,x),(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 15 7 66 22 8.283333 1.067716 12 0.122468 0.241758 6 4 6 (((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 15 6 65 19 9.116667 1.072419 11 0.105911 0.208791 7 3 8 (((x,x),(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,x)))))) 15 6 65 19 8.616667 1.072419 11 0.105911 0.208791 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 15 7 66 22 7.783333 1.067716 12 0.122468 0.241758 5 5 5 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 15 6 65 19 8.616667 1.072419 11 0.105911 0.208791 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 15 6 64 18 8.616667 1.081827 11 0.089353 0.197802 6 3 6 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 15 6 65 19 7.950000 1.072419 11 0.105911 0.208791 5 4 6 (((x,x),(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 15 6 64 16 8.616667 1.081827 11 0.089353 0.175824 6 4 7 (((x,x),(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 15 5 63 13 9.416667 1.091234 10 0.072796 0.142857 7 3 10 (((x,x),(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 15 8 69 27 6.926190 1.051253 13 0.172139 0.296703 4 7 4 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 15 7 68 24 7.783333 1.053605 12 0.155582 0.263736 5 3 6 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 15 7 67 23 7.783333 1.058309 12 0.139025 0.252747 5 3 5 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 15 7 66 22 7.783333 1.067716 12 0.122468 0.241758 5 4 5 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 15 6 65 19 8.616667 1.072419 11 0.105911 0.208791 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 15 6 65 19 8.116667 1.072419 11 0.105911 0.208791 5 3 6 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 15 7 65 21 7.783333 1.086530 12 0.105911 0.230769 5 5 5 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 15 6 64 18 8.616667 1.091234 11 0.089353 0.197802 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 15 6 63 17 8.616667 1.100641 11 0.072796 0.186813 6 3 6 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 15 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(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 15 6 64 16 8.616667 1.091234 11 0.089353 0.175824 6 3 8 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 15 6 63 15 8.616667 1.100641 11 0.072796 0.164835 6 3 7 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 15 6 62 14 8.616667 1.119455 11 0.056239 0.153846 6 4 7 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 15 5 61 11 9.416667 1.128862 10 0.039682 0.120879 7 3 9 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 15 5 61 11 8.916667 1.128862 10 0.039682 0.120879 6 3 8 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 15 6 65 19 7.200000 1.072419 11 0.105911 0.208791 4 5 5 (((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 15 6 64 16 7.950000 1.081827 11 0.089353 0.175824 5 5 6 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 15 5 63 13 8.750000 1.091234 10 0.072796 0.142857 6 3 9 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 15 6 63 15 7.950000 1.100641 11 0.072796 0.164835 5 5 5 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 15 5 62 12 8.750000 1.110048 10 0.056239 0.131868 6 3 7 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 15 5 61 11 8.750000 1.128862 10 0.039682 0.120879 6 3 7 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 15 9 79 41 5.001190 0.892507 16 0.337712 0.450549 2 9 2 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 15 8 78 38 5.876190 0.893683 15 0.321154 0.417582 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 15 8 77 37 5.876190 0.896035 15 0.304597 0.406593 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 15 8 76 36 5.876190 0.900738 15 0.288040 0.395604 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 15 7 75 33 6.733333 0.903090 14 0.271483 0.362637 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 15 7 75 33 6.233333 0.903090 14 0.271483 0.362637 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 15 8 75 35 5.876190 0.910145 15 0.271483 0.384615 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 15 7 74 32 6.733333 0.912497 14 0.254925 0.351648 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 15 7 73 31 6.733333 0.917201 14 0.238368 0.340659 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 15 7 73 31 6.233333 0.917201 14 0.238368 0.340659 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 15 6 72 28 7.066667 0.921904 13 0.221811 0.307692 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 15 8 74 34 5.876190 0.928960 15 0.254925 0.373626 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 15 7 73 31 6.733333 0.931312 14 0.238368 0.340659 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 15 7 72 30 6.733333 0.936015 14 0.221811 0.329670 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 15 7 71 29 6.733333 0.945422 14 0.205254 0.318681 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 15 6 70 26 7.566667 0.950126 13 0.188697 0.285714 5 6 6 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),((x,x),(x,x)))))) 15 6 70 26 7.066667 0.950126 13 0.188697 0.285714 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 15 7 71 29 6.233333 0.945422 14 0.205254 0.318681 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 15 6 70 26 7.066667 0.950126 13 0.188697 0.285714 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 15 6 69 25 7.066667 0.959533 13 0.172139 0.274725 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 15 6 70 26 6.400000 0.950126 13 0.188697 0.285714 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 15 6 69 23 7.066667 0.959533 13 0.172139 0.252747 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 15 6 68 20 7.866667 0.968940 12 0.155582 0.219780 5 6 8 ((x,(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 15 8 73 33 5.876190 0.966589 15 0.238368 0.362637 3 7 3 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 15 7 72 30 6.733333 0.968940 14 0.221811 0.329670 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 15 7 71 29 6.733333 0.973644 14 0.205254 0.318681 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 15 7 70 28 6.733333 0.983051 14 0.188697 0.307692 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 15 6 69 25 7.566667 0.987755 13 0.172139 0.274725 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),((x,x),(x,x)))))) 15 6 69 25 7.066667 0.987755 13 0.172139 0.274725 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 15 7 69 27 6.733333 1.001865 14 0.172139 0.296703 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 15 6 68 24 7.566667 1.006569 13 0.155582 0.263736 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,((x,x),(x,x)))))) 15 6 67 23 7.566667 1.015976 13 0.139025 0.252747 5 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,(x,x)))))) 15 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((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 15 6 66 20 7.200000 1.025383 12 0.122468 0.219780 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 15 6 65 19 7.200000 1.044198 12 0.105911 0.208791 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 15 6 66 20 7.066667 1.034791 13 0.122468 0.219780 4 6 5 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 15 6 65 17 7.866667 1.044198 12 0.105911 0.186813 5 6 7 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 15 6 64 16 7.866667 1.063012 12 0.089353 0.175824 5 6 6 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 15 9 78 38 5.801190 0.901914 15 0.321154 0.417582 3 9 4 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 15 8 77 35 6.676190 0.903090 14 0.304597 0.384615 4 2 6 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 15 8 76 34 6.676190 0.905442 14 0.288040 0.373626 4 3 5 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 15 8 75 33 6.676190 0.910145 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6 69 21 7.366667 0.959533 12 0.172139 0.230769 4 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 15 7 69 23 7.033333 0.973644 13 0.172139 0.252747 4 5 5 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 15 6 68 20 7.866667 0.978347 12 0.155582 0.219780 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 15 6 67 19 7.866667 0.987755 12 0.139025 0.208791 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 15 6 67 19 7.366667 0.987755 12 0.139025 0.208791 4 4 5 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 15 5 66 16 8.166667 0.997162 11 0.122468 0.175824 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 15 7 68 22 7.033333 1.011273 13 0.155582 0.241758 4 6 5 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 15 6 67 19 7.866667 1.015976 12 0.139025 0.208791 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 15 6 66 18 7.866667 1.025383 12 0.122468 0.197802 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 15 6 65 17 7.866667 1.044198 12 0.105911 0.186813 5 4 6 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 15 5 64 14 8.666667 1.053605 11 0.089353 0.153846 6 3 8 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 15 5 64 14 8.166667 1.053605 11 0.089353 0.153846 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 15 6 65 17 7.366667 1.044198 12 0.105911 0.186813 4 5 5 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 15 5 64 14 8.166667 1.053605 11 0.089353 0.153846 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 15 5 63 13 8.166667 1.072419 11 0.072796 0.142857 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 15 5 64 14 7.500000 1.053605 11 0.089353 0.153846 4 4 6 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 15 5 63 11 8.166667 1.072419 11 0.072796 0.120879 5 4 7 ((x,((x,(x,x)),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 15 5 62 8 8.916667 1.091234 10 0.056239 0.087912 6 3 10 ((x,((x,(x,x)),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 15 8 73 31 5.876190 0.966589 15 0.238368 0.340659 3 8 3 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 15 7 72 28 6.733333 0.968940 14 0.221811 0.307692 4 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 15 7 71 27 6.733333 0.973644 14 0.205254 0.296703 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 15 7 70 26 6.733333 0.983051 14 0.188697 0.285714 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))) 15 6 69 23 7.566667 0.987755 13 0.172139 0.252747 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))) 15 6 69 23 7.066667 0.987755 13 0.172139 0.252747 4 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 15 7 69 25 6.733333 1.001865 14 0.172139 0.274725 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x))))))) 15 6 68 22 7.566667 1.006569 13 0.155582 0.241758 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x)))))) 15 6 67 21 7.566667 1.015976 13 0.139025 0.230769 5 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x)))))) 15 6 67 21 7.066667 1.015976 13 0.139025 0.230769 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x)))))) 15 6 66 18 7.866667 1.025383 12 0.122468 0.197802 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x))))) 15 7 68 24 6.733333 1.039494 14 0.155582 0.263736 4 6 4 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x))))))) 15 6 67 21 7.566667 1.044198 13 0.139025 0.230769 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x)))))) 15 6 66 20 7.566667 1.053605 13 0.122468 0.219780 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x)))))) 15 6 65 19 7.566667 1.072419 13 0.105911 0.208791 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x)))))) 15 6 64 16 8.366667 1.081827 12 0.089353 0.175824 6 5 7 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,x))))) 15 6 64 16 7.866667 1.081827 12 0.089353 0.175824 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x))))) 15 6 65 19 7.066667 1.072419 13 0.105911 0.208791 4 5 4 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x)))))) 15 6 64 16 7.866667 1.081827 12 0.089353 0.175824 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,x))))) 15 6 63 15 7.866667 1.100641 12 0.072796 0.164835 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,x))))) 15 6 64 16 7.200000 1.081827 12 0.089353 0.175824 4 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,x))))) 15 6 63 13 7.866667 1.100641 12 0.072796 0.142857 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,x))))) 15 6 62 10 8.616667 1.119455 11 0.056239 0.109890 6 5 9 (((x,x),(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,x)))) 15 8 72 28 6.676190 0.975996 14 0.221811 0.307692 4 8 5 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 15 7 71 25 7.533333 0.978347 13 0.205254 0.274725 5 2 7 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 15 7 70 24 7.533333 0.983051 13 0.188697 0.263736 5 3 6 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 15 7 69 23 7.533333 0.992458 13 0.172139 0.252747 5 4 6 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 15 6 68 20 8.366667 0.997162 12 0.155582 0.219780 6 2 8 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 15 6 68 20 7.866667 0.997162 12 0.155582 0.219780 5 3 7 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 15 7 68 22 7.533333 1.011273 13 0.155582 0.241758 5 5 6 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 15 6 67 19 8.366667 1.015976 12 0.139025 0.208791 6 2 8 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 15 6 66 18 8.366667 1.025383 12 0.122468 0.197802 6 3 7 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 15 6 66 18 7.866667 1.025383 12 0.122468 0.197802 5 4 6 (((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 15 5 65 15 8.666667 1.034791 11 0.105911 0.164835 6 3 8 (((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 15 7 67 21 7.533333 1.048901 13 0.139025 0.230769 5 6 6 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 15 6 66 18 8.366667 1.053605 12 0.122468 0.197802 6 2 8 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 15 6 65 17 8.366667 1.063012 12 0.105911 0.186813 6 3 7 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 15 6 64 16 8.366667 1.081827 12 0.089353 0.175824 6 4 7 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 15 5 63 13 9.166667 1.091234 11 0.072796 0.142857 7 2 9 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 15 5 63 13 8.666667 1.091234 11 0.072796 0.142857 6 3 8 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 15 6 64 16 7.866667 1.081827 12 0.089353 0.175824 5 5 6 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 15 5 63 13 8.666667 1.091234 11 0.072796 0.142857 6 3 8 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 15 5 62 12 8.666667 1.110048 11 0.056239 0.131868 6 3 7 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 15 5 63 13 8.000000 1.091234 11 0.072796 0.142857 5 4 7 (((x,x),(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 15 5 62 10 8.666667 1.110048 11 0.056239 0.109890 6 4 8 (((x,x),(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 15 5 61 7 9.416667 1.128862 10 0.039682 0.076923 7 2 11 (((x,x),(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 15 8 71 27 6.676190 0.994810 14 0.205254 0.296703 4 8 4 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 15 7 70 24 7.533333 0.997162 13 0.188697 0.263736 5 3 6 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 15 7 69 23 7.533333 1.001865 13 0.172139 0.252747 5 3 5 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 15 7 68 22 7.533333 1.011273 13 0.155582 0.241758 5 4 5 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 15 6 67 19 8.366667 1.015976 12 0.139025 0.208791 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 15 6 67 19 7.866667 1.015976 12 0.139025 0.208791 5 3 6 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 15 7 67 21 7.533333 1.030087 13 0.139025 0.230769 5 5 5 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 15 6 66 18 8.366667 1.034791 12 0.122468 0.197802 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 15 6 65 17 8.366667 1.044198 12 0.105911 0.186813 6 3 6 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 15 6 65 17 7.866667 1.044198 12 0.105911 0.186813 5 4 5 (((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 15 5 64 14 8.666667 1.053605 11 0.089353 0.153846 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 15 7 66 20 7.533333 1.067716 13 0.122468 0.219780 5 6 5 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 15 6 65 17 8.366667 1.072419 12 0.105911 0.186813 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 15 6 64 16 8.366667 1.081827 12 0.089353 0.175824 6 3 6 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 15 6 63 15 8.366667 1.100641 12 0.072796 0.164835 6 4 6 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 15 5 62 12 9.166667 1.110048 11 0.056239 0.131868 7 3 8 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 15 5 62 12 8.666667 1.110048 11 0.056239 0.131868 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 15 6 63 15 7.866667 1.100641 12 0.072796 0.164835 5 5 5 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 15 5 62 12 8.666667 1.110048 11 0.056239 0.131868 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 15 5 61 11 8.666667 1.128862 11 0.039682 0.120879 6 3 6 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 15 5 62 12 8.000000 1.110048 11 0.056239 0.131868 5 4 6 (((x,x),((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 15 5 61 9 8.666667 1.128862 11 0.039682 0.098901 6 4 7 (((x,x),((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 15 5 60 6 9.416667 1.147677 10 0.023124 0.065934 7 3 10 (((x,x),((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 15 8 71 27 6.176190 0.994810 14 0.205254 0.296703 3 8 3 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 15 7 70 24 7.033333 0.997162 13 0.188697 0.263736 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 15 7 69 23 7.033333 1.001865 13 0.172139 0.252747 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 15 7 68 22 7.033333 1.011273 13 0.155582 0.241758 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 15 6 67 19 7.866667 1.015976 12 0.139025 0.208791 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 15 6 67 19 7.366667 1.015976 12 0.139025 0.208791 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 15 7 67 21 7.033333 1.030087 13 0.139025 0.230769 4 5 4 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 15 6 66 18 7.866667 1.034791 12 0.122468 0.197802 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 15 6 65 17 7.866667 1.044198 12 0.105911 0.186813 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 15 6 65 17 7.366667 1.044198 12 0.105911 0.186813 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 15 5 64 14 8.166667 1.053605 11 0.089353 0.153846 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 15 7 66 20 7.033333 1.067716 13 0.122468 0.219780 4 6 4 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 15 6 65 17 7.866667 1.072419 12 0.105911 0.186813 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 15 6 64 16 7.866667 1.081827 12 0.089353 0.175824 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 15 6 63 15 7.866667 1.100641 12 0.072796 0.164835 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 15 5 62 12 8.666667 1.110048 11 0.056239 0.131868 6 4 7 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 15 5 62 12 8.166667 1.110048 11 0.056239 0.131868 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 15 6 63 15 7.366667 1.100641 12 0.072796 0.164835 4 5 4 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 15 5 62 12 8.166667 1.110048 11 0.056239 0.131868 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 15 5 61 11 8.166667 1.128862 11 0.039682 0.120879 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 15 5 62 12 7.500000 1.110048 11 0.056239 0.131868 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 15 5 61 9 8.166667 1.128862 11 0.039682 0.098901 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 15 5 60 6 8.916667 1.147677 10 0.023124 0.065934 6 4 9 (((x,(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))) 15 8 70 24 6.926190 1.013624 13 0.188697 0.263736 4 8 5 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 15 7 69 21 7.783333 1.015976 12 0.172139 0.230769 5 3 7 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))) 15 7 68 20 7.783333 1.020680 12 0.155582 0.219780 5 3 6 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))) 15 7 67 19 7.783333 1.030087 12 0.139025 0.208791 5 4 6 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))) 15 6 66 16 8.616667 1.034791 11 0.122468 0.175824 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x)))))) 15 6 66 16 8.116667 1.034791 11 0.122468 0.175824 5 3 7 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))) 15 7 66 18 7.783333 1.048901 12 0.122468 0.197802 5 5 6 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))) 15 6 65 15 8.616667 1.053605 11 0.105911 0.164835 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x)))))) 15 6 64 14 8.616667 1.063012 11 0.089353 0.153846 6 3 7 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x)))))) 15 6 64 14 8.116667 1.063012 11 0.089353 0.153846 5 4 6 (((x,(x,x)),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))) 15 5 63 11 8.916667 1.072419 10 0.072796 0.120879 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x))))) 15 7 65 17 7.783333 1.086530 12 0.105911 0.186813 5 6 6 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))) 15 6 64 14 8.616667 1.091234 11 0.089353 0.153846 6 3 8 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x)))))) 15 6 63 13 8.616667 1.100641 11 0.072796 0.142857 6 3 7 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x)))))) 15 6 62 12 8.616667 1.119455 11 0.056239 0.131868 6 4 7 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x)))))) 15 5 61 9 9.416667 1.128862 10 0.039682 0.098901 7 3 9 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x))))) 15 5 61 9 8.916667 1.128862 10 0.039682 0.098901 6 3 8 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x))))) 15 6 62 12 8.116667 1.119455 11 0.056239 0.131868 5 5 6 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))) 15 5 61 9 8.916667 1.128862 10 0.039682 0.098901 6 3 8 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x))))) 15 5 60 8 8.916667 1.147677 10 0.023124 0.087912 6 3 7 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x))))) 15 5 61 9 8.250000 1.128862 10 0.039682 0.098901 5 4 7 (((x,(x,x)),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))) 15 5 60 6 8.916667 1.147677 10 0.023124 0.065934 6 4 8 (((x,(x,x)),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))) 15 4 59 3 9.666667 1.166491 9 0.006567 0.032967 7 3 11 (((x,(x,x)),((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree # Note: for 16 leaves there are 10905 distinct topologies 16 15 135 105 3.251562 0.602042 17 1.000000 1.000000 1 16 1 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))))) 16 14 134 102 4.180134 0.602060 16 0.985915 0.971429 2 2 3 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))))) 16 14 133 101 4.180134 0.602097 16 0.971831 0.961905 2 3 2 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))))) 16 14 132 100 4.180134 0.602170 16 0.957746 0.952381 2 4 2 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))))) 16 13 131 97 5.103211 0.602207 15 0.943662 0.923810 3 2 4 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))))) 16 13 131 97 4.603211 0.602207 15 0.943662 0.923810 2 3 3 (x,(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))))) 16 14 131 99 4.180134 0.602317 16 0.943662 0.942857 2 5 2 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))))) 16 13 130 96 5.103211 0.602354 15 0.929577 0.914286 3 2 4 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))))) 16 13 129 95 5.103211 0.602427 15 0.915493 0.904762 3 3 3 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))))) 16 13 129 95 4.603211 0.602427 15 0.915493 0.904762 2 4 2 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))))) 16 12 128 92 5.519877 0.602501 14 0.901408 0.876190 3 3 4 (x,(x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))))) 16 14 130 98 4.180134 0.602611 16 0.929577 0.933333 2 6 2 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))))) 16 13 129 95 5.103211 0.602648 15 0.915493 0.904762 3 2 4 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))))) 16 13 128 94 5.103211 0.602721 15 0.901408 0.895238 3 3 3 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))))) 16 13 127 93 5.103211 0.602868 15 0.887324 0.885714 3 4 3 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))))) 16 12 126 90 6.019877 0.602942 14 0.873239 0.857143 4 2 5 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))))) 16 12 126 90 5.519877 0.602942 14 0.873239 0.857143 3 3 4 (x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))))) 16 13 127 93 4.603211 0.602868 15 0.887324 0.885714 2 5 2 (x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))))) 16 12 126 90 5.519877 0.602942 14 0.873239 0.857143 3 3 4 (x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))))) 16 12 125 89 5.519877 0.603089 14 0.859155 0.847619 3 3 3 (x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))))) 16 12 126 90 4.853211 0.602942 14 0.873239 0.857143 2 4 3 (x,(x,(x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))))) 16 12 125 87 5.519877 0.603089 14 0.859155 0.828571 3 4 4 (x,(x,(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))))) 16 11 124 84 6.428968 0.603236 13 0.845070 0.800000 4 2 7 (x,(x,(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))))) 16 14 129 97 4.180134 0.603199 16 0.915493 0.923810 2 7 2 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))))) 16 13 128 94 5.103211 0.603236 15 0.901408 0.895238 3 2 4 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))))) 16 13 127 93 5.103211 0.603309 15 0.887324 0.885714 3 3 3 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 126 92 5.103211 0.603456 15 0.873239 0.876190 3 4 3 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 125 89 6.019877 0.603530 14 0.859155 0.847619 4 2 5 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))))) 16 12 125 89 5.519877 0.603530 14 0.859155 0.847619 3 3 4 (x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 125 91 5.103211 0.603750 15 0.859155 0.866667 3 5 3 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 124 88 6.019877 0.603824 14 0.845070 0.838095 4 2 5 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))))) 16 12 123 87 6.019877 0.603971 14 0.830986 0.828571 4 3 4 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))))) 16 12 123 87 5.519877 0.603971 14 0.830986 0.828571 3 4 3 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))))) 16 11 122 84 6.428968 0.604118 13 0.816901 0.800000 4 3 5 (x,(x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))))) 16 13 125 91 4.603211 0.603750 15 0.859155 0.866667 2 6 2 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))))) 16 12 124 88 5.519877 0.603824 14 0.845070 0.838095 3 3 4 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))))))) 16 12 123 87 5.519877 0.603971 14 0.830986 0.828571 3 3 3 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))))))) 16 12 122 86 5.519877 0.604265 14 0.816901 0.819048 3 4 3 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))))))) 16 11 121 83 6.428968 0.604412 13 0.802817 0.790476 4 3 5 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x))))))))))) 16 11 121 83 5.928968 0.604412 13 0.802817 0.790476 3 3 4 (x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))))))) 16 12 123 87 4.853211 0.603971 14 0.830986 0.828571 2 5 2 (x,(x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))))) 16 11 122 84 5.762302 0.604118 13 0.816901 0.800000 3 4 4 (x,(x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))))))) 16 11 121 83 5.762302 0.604412 13 0.802817 0.790476 3 4 3 (x,(x,(x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))))))) 16 12 122 84 5.519877 0.604265 14 0.816901 0.800000 3 5 4 (x,(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))))) 16 11 121 81 6.428968 0.604412 13 0.802817 0.771429 4 2 6 (x,(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))))))) 16 11 120 80 6.428968 0.604706 13 0.788732 0.761905 4 3 5 (x,(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))))))) 16 14 128 96 4.180134 0.604375 16 0.901408 0.914286 2 8 2 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))))))) 16 13 127 93 5.103211 0.604412 15 0.887324 0.885714 3 2 4 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))))))) 16 13 126 92 5.103211 0.604485 15 0.873239 0.876190 3 3 3 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 125 91 5.103211 0.604632 15 0.859155 0.866667 3 4 3 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 124 88 6.019877 0.604706 14 0.845070 0.838095 4 2 5 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x)))))))))))) 16 12 124 88 5.519877 0.604706 14 0.845070 0.838095 3 3 4 (x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 124 90 5.103211 0.604926 15 0.845070 0.857143 3 5 3 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 123 87 6.019877 0.605000 14 0.830986 0.828571 4 2 5 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x)))))))))))) 16 12 122 86 6.019877 0.605147 14 0.816901 0.819048 4 3 4 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x)))))))))))) 16 12 122 86 5.519877 0.605147 14 0.816901 0.819048 3 4 3 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))))))) 16 11 121 83 6.428968 0.605294 13 0.802817 0.790476 4 3 5 (x,(x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x))))))))))) 16 13 123 89 5.103211 0.605514 15 0.830986 0.847619 3 6 3 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))))))) 16 12 122 86 6.019877 0.605588 14 0.816901 0.819048 4 2 5 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x)))))))))))) 16 12 121 85 6.019877 0.605735 14 0.802817 0.809524 4 3 4 (x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x)))))))))))) 16 12 120 84 6.019877 0.606029 14 0.788732 0.800000 4 4 4 (x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x)))))))))))) 16 11 119 81 6.928968 0.606176 13 0.774648 0.771429 5 2 6 (x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,x))))))))))) 16 11 119 81 6.428968 0.606176 13 0.774648 0.771429 4 3 5 (x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x))))))))))) 16 12 120 84 5.519877 0.606029 14 0.788732 0.800000 3 5 3 (x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))))))) 16 11 119 81 6.428968 0.606176 13 0.774648 0.771429 4 3 5 (x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x))))))))))) 16 11 118 80 6.428968 0.606470 13 0.760563 0.761905 4 3 4 (x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,x))))))))))) 16 11 119 81 5.762302 0.606176 13 0.774648 0.771429 3 4 4 (x,(x,(x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))))))) 16 11 118 78 6.428968 0.606470 13 0.760563 0.742857 4 4 5 (x,(x,(x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))))))) 16 10 117 75 7.328968 0.606764 12 0.746479 0.714286 5 2 8 (x,(x,(x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,x)))))))))) 16 13 123 89 4.603211 0.605514 15 0.830986 0.847619 2 7 2 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 122 86 5.519877 0.605588 14 0.816901 0.819048 3 3 4 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 121 85 5.519877 0.605735 14 0.802817 0.809524 3 3 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 120 84 5.519877 0.606029 14 0.788732 0.800000 3 4 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 119 81 6.428968 0.606176 13 0.774648 0.771429 4 3 5 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,x))))))))))) 16 11 119 81 5.928968 0.606176 13 0.774648 0.771429 3 3 4 (x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 119 83 5.519877 0.606617 14 0.774648 0.790476 3 5 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 118 80 6.428968 0.606764 13 0.760563 0.761905 4 3 5 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,x))))))))))) 16 11 117 79 6.428968 0.607058 13 0.746479 0.752381 4 3 4 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,x))))))))))) 16 11 117 79 5.928968 0.607058 13 0.746479 0.752381 3 4 3 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 116 76 6.828968 0.607352 12 0.732394 0.723810 4 3 5 (x,(x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))))))) 16 12 120 84 4.853211 0.606029 14 0.788732 0.800000 2 6 2 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))))) 16 11 119 81 5.762302 0.606176 13 0.774648 0.771429 3 4 4 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))))))) 16 11 118 80 5.762302 0.606470 13 0.760563 0.761905 3 4 3 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))))))) 16 11 117 79 5.762302 0.607058 13 0.746479 0.752381 3 4 3 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))))))) 16 10 116 76 6.662302 0.607352 12 0.732394 0.723810 4 4 5 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,x)))))))))) 16 10 116 76 6.162302 0.607352 12 0.732394 0.723810 3 4 4 (x,(x,(x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))))))) 16 12 119 81 5.519877 0.606617 14 0.774648 0.771429 3 6 4 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 16 11 118 78 6.428968 0.606764 13 0.760563 0.742857 4 2 6 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))))))) 16 11 117 77 6.428968 0.607058 13 0.746479 0.733333 4 3 5 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))))))) 16 11 116 76 6.428968 0.607646 13 0.732394 0.723810 4 4 5 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))))))) 16 10 115 73 7.328968 0.607939 12 0.718310 0.695238 5 2 7 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,x)))))))))) 16 10 115 73 6.828968 0.607939 12 0.718310 0.695238 4 3 6 (x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))))))) 16 11 119 81 5.012302 0.606176 13 0.774648 0.771429 2 5 3 (x,(x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))))))) 16 11 118 78 5.762302 0.606470 13 0.760563 0.742857 3 5 4 (x,(x,(x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 117 75 6.662302 0.606764 12 0.746479 0.714286 4 2 7 (x,(x,(x,(x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,x)))))))))) 16 11 117 77 5.762302 0.607058 13 0.746479 0.733333 3 5 3 (x,(x,(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 116 74 6.662302 0.607352 12 0.732394 0.704762 4 3 5 (x,(x,(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))))))) 16 10 115 73 6.662302 0.607939 12 0.718310 0.695238 4 3 5 (x,(x,(x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))))))) 16 14 127 95 4.180134 0.606727 16 0.887324 0.904762 2 9 2 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))))) 16 13 126 92 5.103211 0.606764 15 0.873239 0.876190 3 2 4 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,x))))))))))))) 16 13 125 91 5.103211 0.606837 15 0.859155 0.866667 3 3 3 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 124 90 5.103211 0.606984 15 0.845070 0.857143 3 4 3 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 123 87 6.019877 0.607058 14 0.830986 0.828571 4 2 5 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,x)))))))))))) 16 12 123 87 5.519877 0.607058 14 0.830986 0.828571 3 3 4 (x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 123 89 5.103211 0.607278 15 0.830986 0.847619 3 5 3 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 122 86 6.019877 0.607352 14 0.816901 0.819048 4 2 5 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,x)))))))))))) 16 12 121 85 6.019877 0.607499 14 0.802817 0.809524 4 3 4 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,x)))))))))))) 16 12 121 85 5.519877 0.607499 14 0.802817 0.809524 3 4 3 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))))) 16 11 120 82 6.428968 0.607646 13 0.788732 0.780952 4 3 5 (x,(x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,x))))))))))) 16 13 122 88 5.103211 0.607866 15 0.816901 0.838095 3 6 3 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,x))))))))))))) 16 12 121 85 6.019877 0.607939 14 0.802817 0.809524 4 2 5 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,x)))))))))))) 16 12 120 84 6.019877 0.608086 14 0.788732 0.800000 4 3 4 (x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,x)))))))))))) 16 12 119 83 6.019877 0.608380 14 0.774648 0.790476 4 4 4 (x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,x)))))))))))) 16 11 118 80 6.928968 0.608527 13 0.760563 0.761905 5 2 6 (x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,x))))))))))) 16 11 118 80 6.428968 0.608527 13 0.760563 0.761905 4 3 5 (x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,x))))))))))) 16 12 119 83 5.519877 0.608380 14 0.774648 0.790476 3 5 3 (x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))))) 16 11 118 80 6.428968 0.608527 13 0.760563 0.761905 4 3 5 (x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))))))) 16 11 117 79 6.428968 0.608821 13 0.746479 0.752381 4 3 4 (x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))))))) 16 11 118 80 5.762302 0.608527 13 0.760563 0.761905 3 4 4 (x,(x,(x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))))))) 16 11 117 77 6.428968 0.608821 13 0.746479 0.733333 4 4 5 (x,(x,(x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))))))) 16 10 116 74 7.328968 0.609115 12 0.732394 0.704762 5 2 8 (x,(x,(x,(x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))))))) 16 13 121 87 5.103211 0.609042 15 0.802817 0.828571 3 7 3 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 120 84 6.019877 0.609115 14 0.788732 0.800000 4 2 5 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 119 83 6.019877 0.609262 14 0.774648 0.790476 4 3 4 (x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 118 82 6.019877 0.609556 14 0.760563 0.780952 4 4 4 (x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 117 79 6.928968 0.609703 13 0.746479 0.752381 5 2 6 (x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,x))))))))))) 16 11 117 79 6.428968 0.609703 13 0.746479 0.752381 4 3 5 (x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 117 81 6.019877 0.610144 14 0.746479 0.771429 4 5 4 (x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 116 78 6.928968 0.610291 13 0.732394 0.742857 5 2 6 (x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,x))))))))))) 16 11 115 77 6.928968 0.610585 13 0.718310 0.733333 5 3 5 (x,(x,(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,x))))))))))) 16 11 115 77 6.428968 0.610585 13 0.718310 0.733333 4 4 4 (x,(x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 114 74 7.328968 0.610879 12 0.704225 0.704762 5 3 6 (x,(x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,x)))))))))) 16 12 117 81 5.519877 0.610144 14 0.746479 0.771429 3 6 3 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 16 11 116 78 6.428968 0.610291 13 0.732394 0.742857 4 3 5 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,x))))))))))) 16 11 115 77 6.428968 0.610585 13 0.718310 0.733333 4 3 4 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))))))) 16 11 114 76 6.428968 0.611173 13 0.704225 0.723810 4 4 4 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,x))))))))))) 16 10 113 73 7.328968 0.611467 12 0.690141 0.695238 5 3 6 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,x)))))))))) 16 10 113 73 6.828968 0.611467 12 0.690141 0.695238 4 3 5 (x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))))) 16 11 115 77 5.762302 0.610585 13 0.718310 0.733333 3 5 3 (x,(x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 114 74 6.662302 0.610879 12 0.704225 0.704762 4 4 5 (x,(x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,x)))))))))) 16 10 113 73 6.662302 0.611467 12 0.690141 0.695238 4 4 4 (x,(x,(x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,x)))))))))) 16 11 114 74 6.428968 0.611173 13 0.704225 0.704762 4 5 5 (x,(x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 113 71 7.328968 0.611467 12 0.690141 0.676190 5 2 7 (x,(x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))))))) 16 10 112 70 7.328968 0.612055 12 0.676056 0.666667 5 3 6 (x,(x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,x)))))))))) 16 13 121 87 4.603211 0.609042 15 0.802817 0.828571 2 8 2 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 120 84 5.519877 0.609115 14 0.788732 0.800000 3 3 4 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 119 83 5.519877 0.609262 14 0.774648 0.790476 3 3 3 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 118 82 5.519877 0.609556 14 0.760563 0.780952 3 4 3 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 117 79 6.428968 0.609703 13 0.746479 0.752381 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 117 79 5.928968 0.609703 13 0.746479 0.752381 3 3 4 (x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 117 81 5.519877 0.610144 14 0.746479 0.771429 3 5 3 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 116 78 6.428968 0.610291 13 0.732394 0.742857 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 115 77 6.428968 0.610585 13 0.718310 0.733333 4 3 4 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 115 77 5.928968 0.610585 13 0.718310 0.733333 3 4 3 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 114 74 6.828968 0.610879 12 0.704225 0.704762 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 116 80 5.519877 0.611320 14 0.732394 0.761905 3 6 3 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 115 77 6.428968 0.611467 13 0.718310 0.733333 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 114 76 6.428968 0.611761 13 0.704225 0.723810 4 3 4 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 113 75 6.428968 0.612349 13 0.690141 0.714286 4 4 4 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 112 72 7.328968 0.612643 12 0.676056 0.685714 5 3 6 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 112 72 6.828968 0.612643 12 0.676056 0.685714 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 113 75 5.928968 0.612349 13 0.690141 0.714286 3 5 3 (x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 112 72 6.828968 0.612643 12 0.676056 0.685714 4 3 5 (x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 111 71 6.828968 0.613231 12 0.661972 0.676190 4 3 4 (x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 112 72 6.162302 0.612643 12 0.676056 0.685714 3 4 4 (x,(x,(x,(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 111 69 6.828968 0.613231 12 0.661972 0.657143 4 4 5 (x,(x,(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 110 66 7.717857 0.613819 11 0.647887 0.628571 5 3 8 (x,(x,(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 117 81 4.853211 0.610144 14 0.746479 0.771429 2 7 2 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 116 78 5.762302 0.610291 13 0.732394 0.742857 3 4 4 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 115 77 5.762302 0.610585 13 0.718310 0.733333 3 4 3 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 114 76 5.762302 0.611173 13 0.704225 0.723810 3 4 3 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 113 73 6.662302 0.611467 12 0.690141 0.695238 4 4 5 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))))) 16 10 113 73 6.162302 0.611467 12 0.690141 0.695238 3 4 4 (x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 113 75 5.762302 0.612349 13 0.690141 0.714286 3 5 3 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 112 72 6.662302 0.612643 12 0.676056 0.685714 4 4 5 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))))))) 16 10 111 71 6.662302 0.613231 12 0.661972 0.676190 4 4 4 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))))))) 16 10 111 71 6.162302 0.613231 12 0.661972 0.676190 3 4 3 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 110 68 7.051190 0.613819 11 0.647887 0.647619 4 4 5 (x,(x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x))))))))) 16 12 116 78 5.519877 0.611320 14 0.732394 0.742857 3 7 4 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 115 75 6.428968 0.611467 13 0.718310 0.714286 4 2 6 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 114 74 6.428968 0.611761 13 0.704225 0.704762 4 3 5 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 113 73 6.428968 0.612349 13 0.690141 0.695238 4 4 5 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 112 70 7.328968 0.612643 12 0.676056 0.666667 5 2 7 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,x)))))))))) 16 10 112 70 6.828968 0.612643 12 0.676056 0.666667 4 3 6 (x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 112 72 6.428968 0.613525 13 0.676056 0.685714 4 5 5 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 111 69 7.328968 0.613819 12 0.661972 0.657143 5 2 7 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,x)))))))))) 16 10 110 68 7.328968 0.614407 12 0.647887 0.647619 5 3 6 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,x)))))))))) 16 10 110 68 6.828968 0.614407 12 0.647887 0.647619 4 4 5 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 109 65 7.717857 0.614995 11 0.633803 0.619048 5 3 7 (x,(x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x))))))))) 16 11 115 77 5.012302 0.610585 13 0.718310 0.733333 2 6 2 (x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))))))) 16 10 114 74 5.912302 0.610879 12 0.704225 0.704762 3 5 4 (x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))))))) 16 10 113 73 5.912302 0.611467 12 0.690141 0.695238 3 5 3 (x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))))))) 16 10 112 72 5.912302 0.612643 12 0.676056 0.685714 3 5 3 (x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))))))) 16 10 111 69 6.662302 0.613231 12 0.661972 0.657143 4 5 5 (x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x))))))))) 16 10 111 69 6.162302 0.613231 12 0.661972 0.657143 3 5 4 (x,(x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x))))))))) 16 11 114 74 5.762302 0.611173 13 0.704225 0.704762 3 6 4 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))))))) 16 10 113 71 6.662302 0.611467 12 0.690141 0.676190 4 2 6 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,x)))))))))) 16 10 112 70 6.662302 0.612055 12 0.676056 0.666667 4 3 5 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,x)))))))))) 16 10 111 69 6.662302 0.613231 12 0.661972 0.657143 4 4 5 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,x)))))))))) 16 9 110 66 7.551190 0.613819 11 0.647887 0.628571 5 2 7 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))))))) 16 9 110 66 7.051190 0.613819 11 0.647887 0.628571 4 3 6 (x,(x,(x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))))))) 16 11 113 73 5.762302 0.612349 13 0.690141 0.695238 3 6 3 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))))) 16 10 112 70 6.662302 0.612643 12 0.676056 0.666667 4 3 5 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x)))))))))) 16 10 111 69 6.662302 0.613231 12 0.661972 0.657143 4 3 4 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x)))))))))) 16 10 110 68 6.662302 0.614407 12 0.647887 0.647619 4 4 4 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x)))))))))) 16 9 109 65 7.551190 0.614995 11 0.633803 0.619048 5 3 6 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,x))))))))) 16 9 109 65 7.051190 0.614995 11 0.633803 0.619048 4 3 5 (x,(x,(x,(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x))))))))) 16 14 126 94 4.180134 0.611430 16 0.873239 0.895238 2 10 2 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))))) 16 13 125 91 5.103211 0.611467 15 0.859155 0.866667 3 2 4 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))))) 16 13 124 90 5.103211 0.611541 15 0.845070 0.857143 3 3 3 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 123 89 5.103211 0.611688 15 0.830986 0.847619 3 4 3 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 122 86 6.019877 0.611761 14 0.816901 0.819048 4 2 5 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))))) 16 12 122 86 5.519877 0.611761 14 0.816901 0.819048 3 3 4 (x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 122 88 5.103211 0.611982 15 0.816901 0.838095 3 5 3 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 121 85 6.019877 0.612055 14 0.802817 0.809524 4 2 5 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))))) 16 12 120 84 6.019877 0.612202 14 0.788732 0.800000 4 3 4 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))))) 16 12 120 84 5.519877 0.612202 14 0.788732 0.800000 3 4 3 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))))) 16 11 119 81 6.428968 0.612349 13 0.774648 0.771429 4 3 5 (x,(x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))))) 16 13 121 87 5.103211 0.612570 15 0.802817 0.828571 3 6 3 (x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))))) 16 12 120 84 6.019877 0.612643 14 0.788732 0.800000 4 2 5 (x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))))) 16 12 119 83 6.019877 0.612790 14 0.774648 0.790476 4 3 4 (x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))))) 16 12 118 82 6.019877 0.613084 14 0.760563 0.780952 4 4 4 (x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))))) 16 11 117 79 6.928968 0.613231 13 0.746479 0.752381 5 2 6 (x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),((x,x),(x,x))))))))))) 16 11 117 79 6.428968 0.613231 13 0.746479 0.752381 4 3 5 (x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))))) 16 12 118 82 5.519877 0.613084 14 0.760563 0.780952 3 5 3 (x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))))) 16 11 117 79 6.428968 0.613231 13 0.746479 0.752381 4 3 5 (x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))))) 16 11 116 78 6.428968 0.613525 13 0.732394 0.742857 4 3 4 (x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))))) 16 11 117 79 5.762302 0.613231 13 0.746479 0.752381 3 4 4 (x,(x,(x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))))) 16 11 116 76 6.428968 0.613525 13 0.732394 0.723810 4 4 5 (x,(x,(x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))))) 16 10 115 73 7.328968 0.613819 12 0.718310 0.695238 5 2 8 (x,(x,(x,(x,((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))))) 16 13 120 86 5.103211 0.613745 15 0.788732 0.819048 3 7 3 (x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 119 83 6.019877 0.613819 14 0.774648 0.790476 4 2 5 (x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 118 82 6.019877 0.613966 14 0.760563 0.780952 4 3 4 (x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 117 81 6.019877 0.614260 14 0.746479 0.771429 4 4 4 (x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 116 78 6.928968 0.614407 13 0.732394 0.742857 5 2 6 (x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),((x,x),(x,x))))))))))) 16 11 116 78 6.428968 0.614407 13 0.732394 0.742857 4 3 5 (x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 116 80 6.019877 0.614848 14 0.732394 0.761905 4 5 4 (x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 115 77 6.928968 0.614995 13 0.718310 0.733333 5 2 6 (x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,((x,x),(x,x))))))))))) 16 11 114 76 6.928968 0.615289 13 0.704225 0.723810 5 3 5 (x,(x,(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,(x,x))))))))))) 16 11 114 76 6.428968 0.615289 13 0.704225 0.723810 4 4 4 (x,(x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 113 73 7.328968 0.615583 12 0.690141 0.695238 5 3 6 (x,(x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))))) 16 12 116 80 5.519877 0.614848 14 0.732394 0.761905 3 6 3 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 16 11 115 77 6.428968 0.614995 13 0.718310 0.733333 4 3 5 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))))) 16 11 114 76 6.428968 0.615289 13 0.704225 0.723810 4 3 4 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))))) 16 11 113 75 6.428968 0.615877 13 0.690141 0.714286 4 4 4 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))))) 16 10 112 72 7.328968 0.616171 12 0.676056 0.685714 5 3 6 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))))) 16 10 112 72 6.828968 0.616171 12 0.676056 0.685714 4 3 5 (x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))))) 16 11 114 76 5.762302 0.615289 13 0.704225 0.723810 3 5 3 (x,(x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 113 73 6.662302 0.615583 12 0.690141 0.695238 4 4 5 (x,(x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))))) 16 10 112 72 6.662302 0.616171 12 0.676056 0.685714 4 4 4 (x,(x,(x,(x,((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))))) 16 11 113 73 6.428968 0.615877 13 0.690141 0.695238 4 5 5 (x,(x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 112 70 7.328968 0.616171 12 0.676056 0.666667 5 2 7 (x,(x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))))) 16 10 111 69 7.328968 0.616759 12 0.661972 0.657143 5 3 6 (x,(x,(x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))))) 16 13 119 85 5.103211 0.616097 15 0.774648 0.809524 3 8 3 (x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 118 82 6.019877 0.616171 14 0.760563 0.780952 4 2 5 (x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 117 81 6.019877 0.616318 14 0.746479 0.771429 4 3 4 (x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 116 80 6.019877 0.616612 14 0.732394 0.761905 4 4 4 (x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 115 77 6.928968 0.616759 13 0.718310 0.733333 5 2 6 (x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 115 77 6.428968 0.616759 13 0.718310 0.733333 4 3 5 (x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 115 79 6.019877 0.617200 14 0.718310 0.752381 4 5 4 (x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 114 76 6.928968 0.617347 13 0.704225 0.723810 5 2 6 (x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 113 75 6.928968 0.617641 13 0.690141 0.714286 5 3 5 (x,(x,(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 113 75 6.428968 0.617641 13 0.690141 0.714286 4 4 4 (x,(x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 112 72 7.328968 0.617935 12 0.676056 0.685714 5 3 6 (x,(x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 114 78 6.019877 0.618376 14 0.704225 0.742857 4 6 4 (x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 113 75 6.928968 0.618523 13 0.690141 0.714286 5 2 6 (x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 112 74 6.928968 0.618817 13 0.676056 0.704762 5 3 5 (x,(x,(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 111 73 6.928968 0.619404 13 0.661972 0.695238 5 4 5 (x,(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 110 70 7.828968 0.619698 12 0.647887 0.666667 6 2 7 (x,(x,(x,(x,((x,x),((x,x),((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 110 70 7.328968 0.619698 12 0.647887 0.666667 5 3 6 (x,(x,(x,(x,((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 111 73 6.428968 0.619404 13 0.661972 0.695238 4 5 4 (x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 110 70 7.328968 0.619698 12 0.647887 0.666667 5 3 6 (x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 109 69 7.328968 0.620286 12 0.633803 0.657143 5 3 5 (x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 110 70 6.662302 0.619698 12 0.647887 0.666667 4 4 5 (x,(x,(x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 109 67 7.328968 0.620286 12 0.633803 0.638095 5 4 6 (x,(x,(x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 108 64 8.217857 0.620874 11 0.619718 0.609524 6 2 9 (x,(x,(x,(x,((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 114 78 5.519877 0.618376 14 0.704225 0.742857 3 7 3 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 113 75 6.428968 0.618523 13 0.690141 0.714286 4 3 5 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 112 74 6.428968 0.618817 13 0.676056 0.704762 4 3 4 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 111 73 6.428968 0.619404 13 0.661972 0.695238 4 4 4 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 110 70 7.328968 0.619698 12 0.647887 0.666667 5 3 6 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))))) 16 10 110 70 6.828968 0.619698 12 0.647887 0.666667 4 3 5 (x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 110 72 6.428968 0.620580 13 0.647887 0.685714 4 5 4 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 109 69 7.328968 0.620874 12 0.633803 0.657143 5 3 6 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))))) 16 10 108 68 7.328968 0.621462 12 0.619718 0.647619 5 3 5 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))))) 16 10 108 68 6.828968 0.621462 12 0.619718 0.647619 4 4 4 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 107 65 7.717857 0.622050 11 0.605634 0.619048 5 3 6 (x,(x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))))) 16 11 111 73 5.762302 0.619404 13 0.661972 0.695238 3 6 3 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))))) 16 10 110 70 6.662302 0.619698 12 0.647887 0.666667 4 4 5 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))))) 16 10 109 69 6.662302 0.620286 12 0.633803 0.657143 4 4 4 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))))) 16 10 108 68 6.662302 0.621462 12 0.619718 0.647619 4 4 4 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))))) 16 9 107 65 7.551190 0.622050 11 0.605634 0.619048 5 4 6 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,x))))))))) 16 9 107 65 7.051190 0.622050 11 0.605634 0.619048 4 4 5 (x,(x,(x,(x,((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))))) 16 11 110 70 6.428968 0.620580 13 0.647887 0.666667 4 6 5 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 109 67 7.328968 0.620874 12 0.633803 0.638095 5 2 7 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 108 66 7.328968 0.621462 12 0.619718 0.628571 5 3 6 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 107 65 7.328968 0.622638 12 0.605634 0.619048 5 4 6 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 106 62 8.217857 0.623226 11 0.591549 0.590476 6 2 8 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 106 62 7.717857 0.623226 11 0.591549 0.590476 5 3 7 (x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 110 70 5.912302 0.619698 12 0.647887 0.666667 3 5 4 (x,(x,(x,(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))))) 16 10 109 67 6.662302 0.620286 12 0.633803 0.638095 4 5 5 (x,(x,(x,(x,((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 108 64 7.551190 0.620874 11 0.619718 0.609524 5 2 8 (x,(x,(x,(x,((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,x))))))))) 16 10 108 66 6.662302 0.621462 12 0.619718 0.628571 4 5 4 (x,(x,(x,(x,((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 107 63 7.551190 0.622050 11 0.605634 0.600000 5 3 6 (x,(x,(x,(x,((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 106 62 7.551190 0.623226 11 0.591549 0.590476 5 3 6 (x,(x,(x,(x,((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))))) 16 13 119 85 4.603211 0.616097 15 0.774648 0.809524 2 9 2 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 118 82 5.519877 0.616171 14 0.760563 0.780952 3 3 4 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 117 81 5.519877 0.616318 14 0.746479 0.771429 3 3 3 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 116 80 5.519877 0.616612 14 0.732394 0.761905 3 4 3 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 115 77 6.428968 0.616759 13 0.718310 0.733333 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 115 77 5.928968 0.616759 13 0.718310 0.733333 3 3 4 (x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 115 79 5.519877 0.617200 14 0.718310 0.752381 3 5 3 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 114 76 6.428968 0.617347 13 0.704225 0.723810 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 113 75 6.428968 0.617641 13 0.690141 0.714286 4 3 4 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 113 75 5.928968 0.617641 13 0.690141 0.714286 3 4 3 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 112 72 6.828968 0.617935 12 0.676056 0.685714 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 114 78 5.519877 0.618376 14 0.704225 0.742857 3 6 3 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 113 75 6.428968 0.618523 13 0.690141 0.714286 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 112 74 6.428968 0.618817 13 0.676056 0.704762 4 3 4 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 111 73 6.428968 0.619404 13 0.661972 0.695238 4 4 4 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 110 70 7.328968 0.619698 12 0.647887 0.666667 5 3 6 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 110 70 6.828968 0.619698 12 0.647887 0.666667 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 111 73 5.928968 0.619404 13 0.661972 0.695238 3 5 3 (x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 110 70 6.828968 0.619698 12 0.647887 0.666667 4 3 5 (x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 109 69 6.828968 0.620286 12 0.633803 0.657143 4 3 4 (x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 110 70 6.162302 0.619698 12 0.647887 0.666667 3 4 4 (x,(x,(x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 109 67 6.828968 0.620286 12 0.633803 0.638095 4 4 5 (x,(x,(x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 108 64 7.717857 0.620874 11 0.619718 0.609524 5 3 8 (x,(x,(x,(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 113 77 5.519877 0.620727 14 0.690141 0.733333 3 7 3 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 112 74 6.428968 0.620874 13 0.676056 0.704762 4 3 5 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 111 73 6.428968 0.621168 13 0.661972 0.695238 4 3 4 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 110 72 6.428968 0.621756 13 0.647887 0.685714 4 4 4 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 109 69 7.328968 0.622050 12 0.633803 0.657143 5 3 6 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 109 69 6.828968 0.622050 12 0.633803 0.657143 4 3 5 (x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 109 71 6.428968 0.622932 13 0.633803 0.676190 4 5 4 (x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.623226 12 0.619718 0.647619 5 3 6 (x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 107 67 7.328968 0.623814 12 0.605634 0.638095 5 3 5 (x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 107 67 6.828968 0.623814 12 0.605634 0.638095 4 4 4 (x,(x,(x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 106 64 7.717857 0.624402 11 0.591549 0.609524 5 3 6 (x,(x,(x,(x,((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 109 71 5.928968 0.622932 13 0.633803 0.676190 3 6 3 (x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 108 68 6.828968 0.623226 12 0.619718 0.647619 4 3 5 (x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 107 67 6.828968 0.623814 12 0.605634 0.638095 4 3 4 (x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 106 66 6.828968 0.624990 12 0.591549 0.628571 4 4 4 (x,(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 105 63 7.717857 0.625578 11 0.577465 0.600000 5 3 6 (x,(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 105 63 7.217857 0.625578 11 0.577465 0.600000 4 3 5 (x,(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 107 67 6.162302 0.623814 12 0.605634 0.638095 3 5 3 (x,(x,(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 106 64 7.051190 0.624402 11 0.591549 0.609524 4 4 5 (x,(x,(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 105 63 7.051190 0.625578 11 0.577465 0.600000 4 4 4 (x,(x,(x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 106 64 6.828968 0.624990 12 0.591549 0.609524 4 5 5 (x,(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 105 61 7.717857 0.625578 11 0.577465 0.580952 5 3 7 (x,(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 104 60 7.717857 0.626754 11 0.563380 0.571429 5 3 6 (x,(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 114 78 4.853211 0.618376 14 0.704225 0.742857 2 8 2 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 113 75 5.762302 0.618523 13 0.690141 0.714286 3 4 4 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 112 74 5.762302 0.618817 13 0.676056 0.704762 3 4 3 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 111 73 5.762302 0.619404 13 0.661972 0.695238 3 4 3 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 110 70 6.662302 0.619698 12 0.647887 0.666667 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 110 70 6.162302 0.619698 12 0.647887 0.666667 3 4 4 (x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 110 72 5.762302 0.620580 13 0.647887 0.685714 3 5 3 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 109 69 6.662302 0.620874 12 0.633803 0.657143 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 108 68 6.662302 0.621462 12 0.619718 0.647619 4 4 4 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 108 68 6.162302 0.621462 12 0.619718 0.647619 3 4 3 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 107 65 7.051190 0.622050 11 0.605634 0.619048 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 109 71 5.762302 0.622932 13 0.633803 0.676190 3 6 3 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 108 68 6.662302 0.623226 12 0.619718 0.647619 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 107 67 6.662302 0.623814 12 0.605634 0.638095 4 4 4 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 106 66 6.662302 0.624990 12 0.591549 0.628571 4 4 4 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 105 63 7.551190 0.625578 11 0.577465 0.600000 5 4 6 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 105 63 7.051190 0.625578 11 0.577465 0.600000 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 106 66 6.162302 0.624990 12 0.591549 0.628571 3 5 3 (x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 105 63 7.051190 0.625578 11 0.577465 0.600000 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 104 62 7.051190 0.626754 11 0.563380 0.590476 4 4 4 (x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 105 63 6.384524 0.625578 11 0.577465 0.600000 3 4 4 (x,(x,(x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 104 60 7.051190 0.626754 11 0.563380 0.571429 4 4 5 (x,(x,(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 103 57 7.926190 0.627930 10 0.549296 0.542857 5 4 8 (x,(x,(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 12 113 75 5.519877 0.620727 14 0.690141 0.714286 3 8 4 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 112 72 6.428968 0.620874 13 0.676056 0.685714 4 2 6 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 111 71 6.428968 0.621168 13 0.661972 0.676190 4 3 5 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 110 70 6.428968 0.621756 13 0.647887 0.666667 4 4 5 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 109 67 7.328968 0.622050 12 0.633803 0.638095 5 2 7 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 109 67 6.828968 0.622050 12 0.633803 0.638095 4 3 6 (x,(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 109 69 6.428968 0.622932 13 0.633803 0.657143 4 5 5 (x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 108 66 7.328968 0.623226 12 0.619718 0.628571 5 2 7 (x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 107 65 7.328968 0.623814 12 0.605634 0.619048 5 3 6 (x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 107 65 6.828968 0.623814 12 0.605634 0.619048 4 4 5 (x,(x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 106 62 7.717857 0.624402 11 0.591549 0.590476 5 3 7 (x,(x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 108 68 6.428968 0.625284 13 0.619718 0.647619 4 6 5 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 107 65 7.328968 0.625578 12 0.605634 0.619048 5 2 7 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 106 64 7.328968 0.626166 12 0.591549 0.609524 5 3 6 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 105 63 7.328968 0.627342 12 0.577465 0.600000 5 4 6 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 104 60 8.217857 0.627930 11 0.563380 0.571429 6 2 8 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 104 60 7.717857 0.627930 11 0.563380 0.571429 5 3 7 (x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 105 63 6.828968 0.627342 12 0.577465 0.600000 4 5 5 (x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 104 60 7.717857 0.627930 11 0.563380 0.571429 5 3 7 (x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 103 59 7.717857 0.629106 11 0.549296 0.561905 5 3 6 (x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 104 60 7.051190 0.627930 11 0.563380 0.571429 4 4 6 (x,(x,(x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 103 57 7.717857 0.629106 11 0.549296 0.542857 5 4 7 (x,(x,(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 102 54 8.592857 0.630282 10 0.535211 0.514286 6 2 10 (x,(x,(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 111 73 5.012302 0.619404 13 0.661972 0.695238 2 7 2 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 110 70 5.912302 0.619698 12 0.647887 0.666667 3 5 4 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 109 69 5.912302 0.620286 12 0.633803 0.657143 3 5 3 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 108 68 5.912302 0.621462 12 0.619718 0.647619 3 5 3 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 107 65 6.801190 0.622050 11 0.605634 0.619048 4 5 5 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))))) 16 9 107 65 6.301190 0.622050 11 0.605634 0.619048 3 5 4 (x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 107 67 5.912302 0.623814 12 0.605634 0.638095 3 5 3 (x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 106 64 6.801190 0.624402 11 0.591549 0.609524 4 5 5 (x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))))))) 16 9 105 63 6.801190 0.625578 11 0.577465 0.600000 4 5 4 (x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))))))) 16 9 105 63 6.301190 0.625578 11 0.577465 0.600000 3 5 3 (x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))))))) 16 9 104 60 7.051190 0.626754 11 0.563380 0.571429 4 5 5 (x,(x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))))))) 16 11 110 70 5.762302 0.620580 13 0.647887 0.666667 3 7 4 (x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 109 67 6.662302 0.620874 12 0.633803 0.638095 4 2 6 (x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 108 66 6.662302 0.621462 12 0.619718 0.628571 4 3 5 (x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 107 65 6.662302 0.622638 12 0.605634 0.619048 4 4 5 (x,(x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 106 62 7.551190 0.623226 11 0.591549 0.590476 5 2 7 (x,(x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x))))))))) 16 9 106 62 7.051190 0.623226 11 0.591549 0.590476 4 3 6 (x,(x,(x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 106 64 6.662302 0.624990 12 0.591549 0.609524 4 5 5 (x,(x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 105 61 7.551190 0.625578 11 0.577465 0.580952 5 2 7 (x,(x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x))))))))) 16 9 104 60 7.551190 0.626754 11 0.563380 0.571429 5 3 6 (x,(x,(x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x))))))))) 16 9 104 60 7.051190 0.626754 11 0.563380 0.571429 4 4 5 (x,(x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 103 57 7.926190 0.627930 10 0.549296 0.542857 5 3 7 (x,(x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x)))))))) 16 11 109 69 5.762302 0.622932 13 0.633803 0.657143 3 7 3 (x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 108 66 6.662302 0.623226 12 0.619718 0.628571 4 3 5 (x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 107 65 6.662302 0.623814 12 0.605634 0.619048 4 3 4 (x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 106 64 6.662302 0.624990 12 0.591549 0.609524 4 4 4 (x,(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 105 61 7.551190 0.625578 11 0.577465 0.580952 5 3 6 (x,(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x))))))))) 16 9 105 61 7.051190 0.625578 11 0.577465 0.580952 4 3 5 (x,(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 105 63 6.662302 0.627342 12 0.577465 0.600000 4 5 4 (x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 104 60 7.551190 0.627930 11 0.563380 0.571429 5 3 6 (x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,x))))))))) 16 9 103 59 7.551190 0.629106 11 0.549296 0.561905 5 3 5 (x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,x))))))))) 16 9 103 59 7.051190 0.629106 11 0.549296 0.561905 4 4 4 (x,(x,(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 102 56 7.926190 0.630282 10 0.535211 0.533333 5 3 6 (x,(x,(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))))) 16 10 110 70 5.112302 0.619698 13 0.647887 0.666667 2 6 3 (x,(x,(x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,x)))))))))) 16 10 109 67 5.912302 0.620286 12 0.633803 0.638095 3 6 4 (x,(x,(x,(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,x)))))))))) 16 9 108 64 6.801190 0.620874 11 0.619718 0.609524 4 2 7 (x,(x,(x,(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,x))))))))) 16 10 108 66 5.912302 0.621462 12 0.619718 0.628571 3 6 3 (x,(x,(x,(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))))) 16 9 107 63 6.801190 0.622050 11 0.605634 0.600000 4 3 5 (x,(x,(x,(x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,x))))))))) 16 9 106 62 6.801190 0.623226 11 0.591549 0.590476 4 3 5 (x,(x,(x,(x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,x))))))))) 16 10 107 65 5.912302 0.623814 12 0.605634 0.619048 3 6 3 (x,(x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))))) 16 9 106 62 6.801190 0.624402 11 0.591549 0.590476 4 4 5 (x,(x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))))))) 16 9 105 61 6.801190 0.625578 11 0.577465 0.580952 4 4 4 (x,(x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))))) 16 9 104 60 6.801190 0.627930 11 0.563380 0.571429 4 4 5 (x,(x,(x,(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))))))) 16 10 106 62 6.662302 0.624990 12 0.591549 0.590476 4 6 5 (x,(x,(x,(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 105 59 7.551190 0.625578 11 0.577465 0.561905 5 2 7 (x,(x,(x,(x,(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 104 58 7.551190 0.626754 11 0.563380 0.552381 5 3 6 (x,(x,(x,(x,(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 103 57 7.551190 0.629106 11 0.549296 0.542857 5 4 6 (x,(x,(x,(x,(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 102 54 8.426190 0.630282 10 0.535211 0.514286 6 2 9 (x,(x,(x,(x,(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x)))))))) 16 10 106 62 6.162302 0.624990 12 0.591549 0.590476 3 6 4 (x,(x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 105 59 7.051190 0.625578 11 0.577465 0.561905 4 3 6 (x,(x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 104 58 7.051190 0.626754 11 0.563380 0.552381 4 3 5 (x,(x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 103 57 7.051190 0.629106 11 0.549296 0.542857 4 4 5 (x,(x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 102 54 7.926190 0.630282 10 0.535211 0.514286 5 3 7 (x,(x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 102 54 7.426190 0.630282 10 0.535211 0.514286 4 3 7 (x,(x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 14 125 93 4.180134 0.620838 16 0.859155 0.885714 2 11 2 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))))) 16 13 124 90 5.103211 0.620874 15 0.845070 0.857143 3 2 4 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))))) 16 13 123 89 5.103211 0.620948 15 0.830986 0.847619 3 3 3 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 122 88 5.103211 0.621095 15 0.816901 0.838095 3 4 3 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 121 85 6.019877 0.621168 14 0.802817 0.809524 4 2 5 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))))) 16 12 121 85 5.519877 0.621168 14 0.802817 0.809524 3 3 4 (x,(x,(x,((x,x),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 121 87 5.103211 0.621389 15 0.802817 0.828571 3 5 3 (x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 120 84 6.019877 0.621462 14 0.788732 0.800000 4 2 5 (x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))))) 16 12 119 83 6.019877 0.621609 14 0.774648 0.790476 4 3 4 (x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))))) 16 12 119 83 5.519877 0.621609 14 0.774648 0.790476 3 4 3 (x,(x,(x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))))) 16 11 118 80 6.428968 0.621756 13 0.760563 0.761905 4 3 5 (x,(x,(x,((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))))) 16 13 120 86 5.103211 0.621977 15 0.788732 0.819048 3 6 3 (x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))))) 16 12 119 83 6.019877 0.622050 14 0.774648 0.790476 4 2 5 (x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))))) 16 12 118 82 6.019877 0.622197 14 0.760563 0.780952 4 3 4 (x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))))) 16 12 117 81 6.019877 0.622491 14 0.746479 0.771429 4 4 4 (x,(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))))) 16 11 116 78 6.928968 0.622638 13 0.732394 0.742857 5 2 6 (x,(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))))) 16 11 116 78 6.428968 0.622638 13 0.732394 0.742857 4 3 5 (x,(x,(x,((x,x),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))))) 16 12 117 81 5.519877 0.622491 14 0.746479 0.771429 3 5 3 (x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))))) 16 11 116 78 6.428968 0.622638 13 0.732394 0.742857 4 3 5 (x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))))) 16 11 115 77 6.428968 0.622932 13 0.718310 0.733333 4 3 4 (x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))))) 16 11 116 78 5.762302 0.622638 13 0.732394 0.742857 3 4 4 (x,(x,(x,((x,x),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))))) 16 11 115 75 6.428968 0.622932 13 0.718310 0.714286 4 4 5 (x,(x,(x,((x,x),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))))) 16 10 114 72 7.328968 0.623226 12 0.704225 0.685714 5 2 8 (x,(x,(x,((x,x),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))))) 16 13 119 85 5.103211 0.623153 15 0.774648 0.809524 3 7 3 (x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 118 82 6.019877 0.623226 14 0.760563 0.780952 4 2 5 (x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 117 81 6.019877 0.623373 14 0.746479 0.771429 4 3 4 (x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 116 80 6.019877 0.623667 14 0.732394 0.761905 4 4 4 (x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 115 77 6.928968 0.623814 13 0.718310 0.733333 5 2 6 (x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))))) 16 11 115 77 6.428968 0.623814 13 0.718310 0.733333 4 3 5 (x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 115 79 6.019877 0.624255 14 0.718310 0.752381 4 5 4 (x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 114 76 6.928968 0.624402 13 0.704225 0.723810 5 2 6 (x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))))) 16 11 113 75 6.928968 0.624696 13 0.690141 0.714286 5 3 5 (x,(x,(x,((x,x),(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))))) 16 11 113 75 6.428968 0.624696 13 0.690141 0.714286 4 4 4 (x,(x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 112 72 7.328968 0.624990 12 0.676056 0.685714 5 3 6 (x,(x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))))) 16 12 115 79 5.519877 0.624255 14 0.718310 0.752381 3 6 3 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 16 11 114 76 6.428968 0.624402 13 0.704225 0.723810 4 3 5 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))))) 16 11 113 75 6.428968 0.624696 13 0.690141 0.714286 4 3 4 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))))) 16 11 112 74 6.428968 0.625284 13 0.676056 0.704762 4 4 4 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))))) 16 10 111 71 7.328968 0.625578 12 0.661972 0.676190 5 3 6 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))))) 16 10 111 71 6.828968 0.625578 12 0.661972 0.676190 4 3 5 (x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))))) 16 11 113 75 5.762302 0.624696 13 0.690141 0.714286 3 5 3 (x,(x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 112 72 6.662302 0.624990 12 0.676056 0.685714 4 4 5 (x,(x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))))) 16 10 111 71 6.662302 0.625578 12 0.661972 0.676190 4 4 4 (x,(x,(x,((x,x),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))))) 16 11 112 72 6.428968 0.625284 13 0.676056 0.685714 4 5 5 (x,(x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 111 69 7.328968 0.625578 12 0.661972 0.657143 5 2 7 (x,(x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))))) 16 10 110 68 7.328968 0.626166 12 0.647887 0.647619 5 3 6 (x,(x,(x,((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))))) 16 13 118 84 5.103211 0.625504 15 0.760563 0.800000 3 8 3 (x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 117 81 6.019877 0.625578 14 0.746479 0.771429 4 2 5 (x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 116 80 6.019877 0.625725 14 0.732394 0.761905 4 3 4 (x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 115 79 6.019877 0.626019 14 0.718310 0.752381 4 4 4 (x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 114 76 6.928968 0.626166 13 0.704225 0.723810 5 2 6 (x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 114 76 6.428968 0.626166 13 0.704225 0.723810 4 3 5 (x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 114 78 6.019877 0.626607 14 0.704225 0.742857 4 5 4 (x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 113 75 6.928968 0.626754 13 0.690141 0.714286 5 2 6 (x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 112 74 6.928968 0.627048 13 0.676056 0.704762 5 3 5 (x,(x,(x,((x,x),(x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 112 74 6.428968 0.627048 13 0.676056 0.704762 4 4 4 (x,(x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 111 71 7.328968 0.627342 12 0.661972 0.676190 5 3 6 (x,(x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 113 77 6.019877 0.627783 14 0.690141 0.733333 4 6 4 (x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 112 74 6.928968 0.627930 13 0.676056 0.704762 5 2 6 (x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 111 73 6.928968 0.628224 13 0.661972 0.695238 5 3 5 (x,(x,(x,((x,x),(x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 110 72 6.928968 0.628812 13 0.647887 0.685714 5 4 5 (x,(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 109 69 7.828968 0.629106 12 0.633803 0.657143 6 2 7 (x,(x,(x,((x,x),(x,((x,x),((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 109 69 7.328968 0.629106 12 0.633803 0.657143 5 3 6 (x,(x,(x,((x,x),(x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 110 72 6.428968 0.628812 13 0.647887 0.685714 4 5 4 (x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 109 69 7.328968 0.629106 12 0.633803 0.657143 5 3 6 (x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 108 68 7.328968 0.629694 12 0.619718 0.647619 5 3 5 (x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 109 69 6.662302 0.629106 12 0.633803 0.657143 4 4 5 (x,(x,(x,((x,x),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 108 66 7.328968 0.629694 12 0.619718 0.628571 5 4 6 (x,(x,(x,((x,x),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 107 63 8.217857 0.630282 11 0.605634 0.600000 6 2 9 (x,(x,(x,((x,x),(x,((x,x),(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 113 77 5.519877 0.627783 14 0.690141 0.733333 3 7 3 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 112 74 6.428968 0.627930 13 0.676056 0.704762 4 3 5 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 111 73 6.428968 0.628224 13 0.661972 0.695238 4 3 4 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 110 72 6.428968 0.628812 13 0.647887 0.685714 4 4 4 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 109 69 7.328968 0.629106 12 0.633803 0.657143 5 3 6 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))))) 16 10 109 69 6.828968 0.629106 12 0.633803 0.657143 4 3 5 (x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 109 71 6.428968 0.629988 13 0.633803 0.676190 4 5 4 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.630282 12 0.619718 0.647619 5 3 6 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))))) 16 10 107 67 7.328968 0.630870 12 0.605634 0.638095 5 3 5 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))))) 16 10 107 67 6.828968 0.630870 12 0.605634 0.638095 4 4 4 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 106 64 7.717857 0.631457 11 0.591549 0.609524 5 3 6 (x,(x,(x,((x,x),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))))) 16 11 110 72 5.762302 0.628812 13 0.647887 0.685714 3 6 3 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))))) 16 10 109 69 6.662302 0.629106 12 0.633803 0.657143 4 4 5 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))))) 16 10 108 68 6.662302 0.629694 12 0.619718 0.647619 4 4 4 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))))) 16 10 107 67 6.662302 0.630870 12 0.605634 0.638095 4 4 4 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))))) 16 9 106 64 7.551190 0.631457 11 0.591549 0.609524 5 4 6 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),((x,x),((x,x),(x,x))))))))) 16 9 106 64 7.051190 0.631457 11 0.591549 0.609524 4 4 5 (x,(x,(x,((x,x),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))))) 16 11 109 69 6.428968 0.629988 13 0.633803 0.657143 4 6 5 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 108 66 7.328968 0.630282 12 0.619718 0.628571 5 2 7 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 107 65 7.328968 0.630870 12 0.605634 0.619048 5 3 6 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 106 64 7.328968 0.632045 12 0.591549 0.609524 5 4 6 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 105 61 8.217857 0.632633 11 0.577465 0.580952 6 2 8 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 105 61 7.717857 0.632633 11 0.577465 0.580952 5 3 7 (x,(x,(x,((x,x),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 109 69 5.912302 0.629106 12 0.633803 0.657143 3 5 4 (x,(x,(x,((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))))) 16 10 108 66 6.662302 0.629694 12 0.619718 0.628571 4 5 5 (x,(x,(x,((x,x),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 107 63 7.551190 0.630282 11 0.605634 0.600000 5 2 8 (x,(x,(x,((x,x),(x,((x,((x,x),(x,x))),(x,((x,x),(x,x))))))))) 16 10 107 65 6.662302 0.630870 12 0.605634 0.619048 4 5 4 (x,(x,(x,((x,x),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 106 62 7.551190 0.631457 11 0.591549 0.590476 5 3 6 (x,(x,(x,((x,x),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 105 61 7.551190 0.632633 11 0.577465 0.580952 5 3 6 (x,(x,(x,((x,x),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))))) 16 13 117 83 5.103211 0.630208 15 0.746479 0.790476 3 9 3 (x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 116 80 6.019877 0.630282 14 0.732394 0.761905 4 2 5 (x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 115 79 6.019877 0.630429 14 0.718310 0.752381 4 3 4 (x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 114 78 6.019877 0.630723 14 0.704225 0.742857 4 4 4 (x,(x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 113 75 6.928968 0.630870 13 0.690141 0.714286 5 2 6 (x,(x,(x,((x,x),((x,x),(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 113 75 6.428968 0.630870 13 0.690141 0.714286 4 3 5 (x,(x,(x,((x,x),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 113 77 6.019877 0.631310 14 0.690141 0.733333 4 5 4 (x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 112 74 6.928968 0.631457 13 0.676056 0.704762 5 2 6 (x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 111 73 6.928968 0.631751 13 0.661972 0.695238 5 3 5 (x,(x,(x,((x,x),((x,x),(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 111 73 6.428968 0.631751 13 0.661972 0.695238 4 4 4 (x,(x,(x,((x,x),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 110 70 7.328968 0.632045 12 0.647887 0.666667 5 3 6 (x,(x,(x,((x,x),((x,x),(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 112 76 6.019877 0.632486 14 0.676056 0.723810 4 6 4 (x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 111 73 6.928968 0.632633 13 0.661972 0.695238 5 2 6 (x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 110 72 6.928968 0.632927 13 0.647887 0.685714 5 3 5 (x,(x,(x,((x,x),((x,x),(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 109 71 6.928968 0.633515 13 0.633803 0.676190 5 4 5 (x,(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 108 68 7.828968 0.633809 12 0.619718 0.647619 6 2 7 (x,(x,(x,((x,x),((x,x),(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 108 68 7.328968 0.633809 12 0.619718 0.647619 5 3 6 (x,(x,(x,((x,x),((x,x),(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 109 71 6.428968 0.633515 13 0.633803 0.676190 4 5 4 (x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.633809 12 0.619718 0.647619 5 3 6 (x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 107 67 7.328968 0.634397 12 0.605634 0.638095 5 3 5 (x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 108 68 6.662302 0.633809 12 0.619718 0.647619 4 4 5 (x,(x,(x,((x,x),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 107 65 7.328968 0.634397 12 0.605634 0.619048 5 4 6 (x,(x,(x,((x,x),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 106 62 8.217857 0.634985 11 0.591549 0.590476 6 2 9 (x,(x,(x,((x,x),((x,x),(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 111 75 6.019877 0.634838 14 0.661972 0.714286 4 7 4 (x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 110 72 6.928968 0.634985 13 0.647887 0.685714 5 2 6 (x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 109 71 6.928968 0.635279 13 0.633803 0.676190 5 3 5 (x,(x,(x,((x,x),((x,x),((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 108 70 6.928968 0.635867 13 0.619718 0.666667 5 4 5 (x,(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 107 67 7.828968 0.636161 12 0.605634 0.638095 6 2 7 (x,(x,(x,((x,x),((x,x),((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 107 67 7.328968 0.636161 12 0.605634 0.638095 5 3 6 (x,(x,(x,((x,x),((x,x),((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 107 69 6.928968 0.637043 13 0.605634 0.657143 5 5 5 (x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 106 66 7.828968 0.637337 12 0.591549 0.628571 6 2 7 (x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 105 65 7.828968 0.637925 12 0.577465 0.619048 6 3 6 (x,(x,(x,((x,x),((x,x),((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 105 65 7.328968 0.637925 12 0.577465 0.619048 5 4 5 (x,(x,(x,((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 104 62 8.217857 0.638513 11 0.563380 0.590476 6 3 7 (x,(x,(x,((x,x),((x,x),((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 107 69 6.428968 0.637043 13 0.605634 0.657143 4 6 4 (x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.637337 12 0.591549 0.628571 5 3 6 (x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 105 65 7.328968 0.637925 12 0.577465 0.619048 5 3 5 (x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 104 64 7.328968 0.639101 12 0.563380 0.609524 5 4 5 (x,(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 103 61 8.217857 0.639689 11 0.549296 0.580952 6 3 7 (x,(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 103 61 7.717857 0.639689 11 0.549296 0.580952 5 3 6 (x,(x,(x,((x,x),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 105 65 6.662302 0.637925 12 0.577465 0.619048 4 5 4 (x,(x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 104 62 7.551190 0.638513 11 0.563380 0.590476 5 4 6 (x,(x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 103 61 7.551190 0.639689 11 0.549296 0.580952 5 4 5 (x,(x,(x,((x,x),((x,x),((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 104 62 7.328968 0.639101 12 0.563380 0.590476 5 5 6 (x,(x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 103 59 8.217857 0.639689 11 0.549296 0.561905 6 2 8 (x,(x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 102 58 8.217857 0.640865 11 0.535211 0.552381 6 3 7 (x,(x,(x,((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 111 75 5.519877 0.634838 14 0.661972 0.714286 3 8 3 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 110 72 6.428968 0.634985 13 0.647887 0.685714 4 3 5 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 109 71 6.428968 0.635279 13 0.633803 0.676190 4 3 4 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 108 70 6.428968 0.635867 13 0.619718 0.666667 4 4 4 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 107 67 7.328968 0.636161 12 0.605634 0.638095 5 3 6 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 107 67 6.828968 0.636161 12 0.605634 0.638095 4 3 5 (x,(x,(x,((x,x),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 107 69 6.428968 0.637043 13 0.605634 0.657143 4 5 4 (x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.637337 12 0.591549 0.628571 5 3 6 (x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 105 65 7.328968 0.637925 12 0.577465 0.619048 5 3 5 (x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 105 65 6.828968 0.637925 12 0.577465 0.619048 4 4 4 (x,(x,(x,((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 104 62 7.717857 0.638513 11 0.563380 0.590476 5 3 6 (x,(x,(x,((x,x),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 106 68 6.428968 0.639395 13 0.591549 0.647619 4 6 4 (x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 105 65 7.328968 0.639689 12 0.577465 0.619048 5 3 6 (x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.640277 12 0.563380 0.609524 5 3 5 (x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 103 63 7.328968 0.641453 12 0.549296 0.600000 5 4 5 (x,(x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 102 60 8.217857 0.642041 11 0.535211 0.571429 6 3 7 (x,(x,(x,((x,x),((x,(x,x)),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 102 60 7.717857 0.642041 11 0.535211 0.571429 5 3 6 (x,(x,(x,((x,x),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 103 63 6.828968 0.641453 12 0.549296 0.600000 4 5 4 (x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 102 60 7.717857 0.642041 11 0.535211 0.571429 5 3 6 (x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 101 59 7.717857 0.643216 11 0.521127 0.561905 5 3 5 (x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 102 60 7.051190 0.642041 11 0.535211 0.571429 4 4 5 (x,(x,(x,((x,x),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 101 57 7.717857 0.643216 11 0.521127 0.542857 5 4 6 (x,(x,(x,((x,x),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 100 54 8.592857 0.644392 10 0.507042 0.514286 6 3 9 (x,(x,(x,((x,x),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 107 69 5.762302 0.637043 13 0.605634 0.657143 3 7 3 (x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 106 66 6.662302 0.637337 12 0.591549 0.628571 4 4 5 (x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 105 65 6.662302 0.637925 12 0.577465 0.619048 4 4 4 (x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 104 64 6.662302 0.639101 12 0.563380 0.609524 4 4 4 (x,(x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 103 61 7.551190 0.639689 11 0.549296 0.580952 5 4 6 (x,(x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),((x,x),(x,x))))))))) 16 9 103 61 7.051190 0.639689 11 0.549296 0.580952 4 4 5 (x,(x,(x,((x,x),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 103 63 6.662302 0.641453 12 0.549296 0.600000 4 5 4 (x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 102 60 7.551190 0.642041 11 0.535211 0.571429 5 4 6 (x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,((x,x),(x,x))))))))) 16 9 101 59 7.551190 0.643216 11 0.521127 0.561905 5 4 5 (x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,(x,x))))))))) 16 9 101 59 7.051190 0.643216 11 0.521127 0.561905 4 4 4 (x,(x,(x,((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 100 56 7.926190 0.644392 10 0.507042 0.533333 5 4 6 (x,(x,(x,((x,x),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))))) 16 11 106 66 6.428968 0.639395 13 0.591549 0.628571 4 7 5 (x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 105 63 7.328968 0.639689 12 0.577465 0.600000 5 2 7 (x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 104 62 7.328968 0.640277 12 0.563380 0.590476 5 3 6 (x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 103 61 7.328968 0.641453 12 0.549296 0.580952 5 4 6 (x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 102 58 8.217857 0.642041 11 0.535211 0.552381 6 2 8 (x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 102 58 7.717857 0.642041 11 0.535211 0.552381 5 3 7 (x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 102 60 7.328968 0.643804 12 0.535211 0.571429 5 5 6 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 101 57 8.217857 0.644392 11 0.521127 0.542857 6 2 8 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,((x,x),(x,x))))))))) 16 9 100 56 8.217857 0.645568 11 0.507042 0.533333 6 3 7 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,(x,x))))))))) 16 9 100 56 7.717857 0.645568 11 0.507042 0.533333 5 4 6 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 99 53 8.592857 0.646744 10 0.492958 0.504762 6 3 8 (x,(x,(x,((x,x),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 16 10 105 65 5.912302 0.637925 12 0.577465 0.619048 3 6 3 (x,(x,(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))))) 16 9 104 62 6.801190 0.638513 11 0.563380 0.590476 4 5 5 (x,(x,(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))))))) 16 9 103 61 6.801190 0.639689 11 0.549296 0.580952 4 5 4 (x,(x,(x,((x,x),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))))) 16 9 102 60 6.801190 0.642041 11 0.535211 0.571429 4 5 4 (x,(x,(x,((x,x),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))))))) 16 9 101 57 7.551190 0.643216 11 0.521127 0.542857 5 5 6 (x,(x,(x,((x,x),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x)))))))) 16 9 101 57 7.051190 0.643216 11 0.521127 0.542857 4 5 5 (x,(x,(x,((x,x),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x)))))))) 16 10 104 62 6.662302 0.639101 12 0.563380 0.590476 4 6 5 (x,(x,(x,((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 103 59 7.551190 0.639689 11 0.549296 0.561905 5 2 7 (x,(x,(x,((x,x),((x,((x,x),(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 102 58 7.551190 0.640865 11 0.535211 0.552381 5 3 6 (x,(x,(x,((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 101 57 7.551190 0.643216 11 0.521127 0.542857 5 4 6 (x,(x,(x,((x,x),((x,((x,x),(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 100 54 8.426190 0.644392 10 0.507042 0.514286 6 2 8 (x,(x,(x,((x,x),((x,((x,x),(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 100 54 7.926190 0.644392 10 0.507042 0.514286 5 3 7 (x,(x,(x,((x,x),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 10 103 61 6.662302 0.641453 12 0.549296 0.580952 4 6 4 (x,(x,(x,((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 102 58 7.551190 0.642041 11 0.535211 0.552381 5 3 6 (x,(x,(x,((x,x),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 101 57 7.551190 0.643216 11 0.521127 0.542857 5 3 5 (x,(x,(x,((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 100 56 7.551190 0.645568 11 0.507042 0.533333 5 4 5 (x,(x,(x,((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 99 53 8.426190 0.646744 10 0.492958 0.504762 6 3 7 (x,(x,(x,((x,x),(((x,x),(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 99 53 7.926190 0.646744 10 0.492958 0.504762 5 3 6 (x,(x,(x,((x,x),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 13 117 83 4.603211 0.630208 15 0.746479 0.790476 2 10 2 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 116 80 5.519877 0.630282 14 0.732394 0.761905 3 3 4 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 115 79 5.519877 0.630429 14 0.718310 0.752381 3 3 3 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 114 78 5.519877 0.630723 14 0.704225 0.742857 3 4 3 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 113 75 6.428968 0.630870 13 0.690141 0.714286 4 3 5 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 113 75 5.928968 0.630870 13 0.690141 0.714286 3 3 4 (x,(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 113 77 5.519877 0.631310 14 0.690141 0.733333 3 5 3 (x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 112 74 6.428968 0.631457 13 0.676056 0.704762 4 3 5 (x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 111 73 6.428968 0.631751 13 0.661972 0.695238 4 3 4 (x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 111 73 5.928968 0.631751 13 0.661972 0.695238 3 4 3 (x,(x,(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 110 70 6.828968 0.632045 12 0.647887 0.666667 4 3 5 (x,(x,(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 112 76 5.519877 0.632486 14 0.676056 0.723810 3 6 3 (x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 111 73 6.428968 0.632633 13 0.661972 0.695238 4 3 5 (x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 110 72 6.428968 0.632927 13 0.647887 0.685714 4 3 4 (x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 109 71 6.428968 0.633515 13 0.633803 0.676190 4 4 4 (x,(x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.633809 12 0.619718 0.647619 5 3 6 (x,(x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 108 68 6.828968 0.633809 12 0.619718 0.647619 4 3 5 (x,(x,(x,((x,(x,x)),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 109 71 5.928968 0.633515 13 0.633803 0.676190 3 5 3 (x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 108 68 6.828968 0.633809 12 0.619718 0.647619 4 3 5 (x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 107 67 6.828968 0.634397 12 0.605634 0.638095 4 3 4 (x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 108 68 6.162302 0.633809 12 0.619718 0.647619 3 4 4 (x,(x,(x,((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 107 65 6.828968 0.634397 12 0.605634 0.619048 4 4 5 (x,(x,(x,((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 106 62 7.717857 0.634985 11 0.591549 0.590476 5 3 8 (x,(x,(x,((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 111 75 5.519877 0.634838 14 0.661972 0.714286 3 7 3 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 110 72 6.428968 0.634985 13 0.647887 0.685714 4 3 5 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 109 71 6.428968 0.635279 13 0.633803 0.676190 4 3 4 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 108 70 6.428968 0.635867 13 0.619718 0.666667 4 4 4 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 107 67 7.328968 0.636161 12 0.605634 0.638095 5 3 6 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 107 67 6.828968 0.636161 12 0.605634 0.638095 4 3 5 (x,(x,(x,((x,(x,x)),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 107 69 6.428968 0.637043 13 0.605634 0.657143 4 5 4 (x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.637337 12 0.591549 0.628571 5 3 6 (x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 105 65 7.328968 0.637925 12 0.577465 0.619048 5 3 5 (x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 105 65 6.828968 0.637925 12 0.577465 0.619048 4 4 4 (x,(x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 104 62 7.717857 0.638513 11 0.563380 0.590476 5 3 6 (x,(x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 107 69 5.928968 0.637043 13 0.605634 0.657143 3 6 3 (x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 106 66 6.828968 0.637337 12 0.591549 0.628571 4 3 5 (x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 105 65 6.828968 0.637925 12 0.577465 0.619048 4 3 4 (x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 104 64 6.828968 0.639101 12 0.563380 0.609524 4 4 4 (x,(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 103 61 7.717857 0.639689 11 0.549296 0.580952 5 3 6 (x,(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 103 61 7.217857 0.639689 11 0.549296 0.580952 4 3 5 (x,(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 105 65 6.162302 0.637925 12 0.577465 0.619048 3 5 3 (x,(x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 104 62 7.051190 0.638513 11 0.563380 0.590476 4 4 5 (x,(x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 103 61 7.051190 0.639689 11 0.549296 0.580952 4 4 4 (x,(x,(x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 104 62 6.828968 0.639101 12 0.563380 0.590476 4 5 5 (x,(x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 103 59 7.717857 0.639689 11 0.549296 0.561905 5 3 7 (x,(x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 102 58 7.717857 0.640865 11 0.535211 0.552381 5 3 6 (x,(x,(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 110 74 5.519877 0.639542 14 0.647887 0.704762 3 8 3 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.428968 0.639689 13 0.633803 0.676190 4 3 5 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 108 70 6.428968 0.639983 13 0.619718 0.666667 4 3 4 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 107 69 6.428968 0.640571 13 0.605634 0.657143 4 4 4 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.640865 12 0.591549 0.628571 5 3 6 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 106 66 6.828968 0.640865 12 0.591549 0.628571 4 3 5 (x,(x,(x,((x,(x,x)),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 106 68 6.428968 0.641747 13 0.591549 0.647619 4 5 4 (x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 105 65 7.328968 0.642041 12 0.577465 0.619048 5 3 6 (x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.642628 12 0.563380 0.609524 5 3 5 (x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 104 64 6.828968 0.642628 12 0.563380 0.609524 4 4 4 (x,(x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 103 61 7.717857 0.643216 11 0.549296 0.580952 5 3 6 (x,(x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 105 67 6.428968 0.644098 13 0.577465 0.638095 4 6 4 (x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.644392 12 0.563380 0.609524 5 3 6 (x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.644980 12 0.549296 0.600000 5 3 5 (x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 102 62 7.328968 0.646156 12 0.535211 0.590476 5 4 5 (x,(x,(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 101 59 8.217857 0.646744 11 0.521127 0.561905 6 3 7 (x,(x,(x,((x,(x,x)),((x,x),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 101 59 7.717857 0.646744 11 0.521127 0.561905 5 3 6 (x,(x,(x,((x,(x,x)),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 102 62 6.828968 0.646156 12 0.535211 0.590476 4 5 4 (x,(x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 101 59 7.717857 0.646744 11 0.521127 0.561905 5 3 6 (x,(x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 100 58 7.717857 0.647920 11 0.507042 0.552381 5 3 5 (x,(x,(x,((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 101 59 7.051190 0.646744 11 0.521127 0.561905 4 4 5 (x,(x,(x,((x,(x,x)),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 100 56 7.717857 0.647920 11 0.507042 0.533333 5 4 6 (x,(x,(x,((x,(x,x)),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 99 53 8.592857 0.649096 10 0.492958 0.504762 6 3 9 (x,(x,(x,((x,(x,x)),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 105 67 5.928968 0.644098 13 0.577465 0.638095 3 7 3 (x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 104 64 6.828968 0.644392 12 0.563380 0.609524 4 3 5 (x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 103 63 6.828968 0.644980 12 0.549296 0.600000 4 3 4 (x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 102 62 6.828968 0.646156 12 0.535211 0.590476 4 4 4 (x,(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 101 59 7.717857 0.646744 11 0.521127 0.561905 5 3 6 (x,(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 101 59 7.217857 0.646744 11 0.521127 0.561905 4 3 5 (x,(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 101 61 6.828968 0.648508 12 0.521127 0.580952 4 5 4 (x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 100 58 7.717857 0.649096 11 0.507042 0.552381 5 3 6 (x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))))) 16 9 99 57 7.717857 0.650272 11 0.492958 0.542857 5 3 5 (x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))))) 16 9 99 57 7.217857 0.650272 11 0.492958 0.542857 4 4 4 (x,(x,(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 98 54 8.092857 0.651448 10 0.478873 0.514286 5 3 6 (x,(x,(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 16 10 102 62 6.162302 0.646156 12 0.535211 0.590476 3 6 3 (x,(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 101 59 7.051190 0.646744 11 0.521127 0.561905 4 4 5 (x,(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 100 58 7.051190 0.647920 11 0.507042 0.552381 4 4 4 (x,(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 99 57 7.051190 0.650272 11 0.492958 0.542857 4 4 4 (x,(x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 98 54 7.926190 0.651448 10 0.478873 0.514286 5 4 6 (x,(x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 98 54 7.426190 0.651448 10 0.478873 0.514286 4 4 5 (x,(x,(x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 10 101 59 6.828968 0.648508 12 0.521127 0.561905 4 6 5 (x,(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 100 56 7.717857 0.649096 11 0.507042 0.533333 5 3 7 (x,(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 99 55 7.717857 0.650272 11 0.492958 0.523810 5 3 6 (x,(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 98 54 7.717857 0.652624 11 0.478873 0.514286 5 4 6 (x,(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 97 51 8.592857 0.653800 10 0.464789 0.485714 6 3 8 (x,(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 97 51 8.092857 0.653800 10 0.464789 0.485714 5 3 7 (x,(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 101 59 6.301190 0.646744 11 0.521127 0.561905 3 5 4 (x,(x,(x,((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))))) 16 9 100 56 7.051190 0.647920 11 0.507042 0.533333 4 5 5 (x,(x,(x,((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))))) 16 8 99 53 7.926190 0.649096 10 0.492958 0.504762 5 3 8 (x,(x,(x,((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))))) 16 9 99 55 7.051190 0.650272 11 0.492958 0.523810 4 5 4 (x,(x,(x,((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 98 52 7.926190 0.651448 10 0.478873 0.495238 5 3 6 (x,(x,(x,((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 97 51 7.926190 0.653800 10 0.464789 0.485714 5 3 6 (x,(x,(x,((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))))) 16 12 111 75 4.853211 0.634838 14 0.661972 0.714286 2 9 2 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 110 72 5.762302 0.634985 13 0.647887 0.685714 3 4 4 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 109 71 5.762302 0.635279 13 0.633803 0.676190 3 4 3 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 108 70 5.762302 0.635867 13 0.619718 0.666667 3 4 3 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 107 67 6.662302 0.636161 12 0.605634 0.638095 4 4 5 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 107 67 6.162302 0.636161 12 0.605634 0.638095 3 4 4 (x,(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 107 69 5.762302 0.637043 13 0.605634 0.657143 3 5 3 (x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 106 66 6.662302 0.637337 12 0.591549 0.628571 4 4 5 (x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 105 65 6.662302 0.637925 12 0.577465 0.619048 4 4 4 (x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 105 65 6.162302 0.637925 12 0.577465 0.619048 3 4 3 (x,(x,(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 104 62 7.051190 0.638513 11 0.563380 0.590476 4 4 5 (x,(x,(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 106 68 5.762302 0.639395 13 0.591549 0.647619 3 6 3 (x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 105 65 6.662302 0.639689 12 0.577465 0.619048 4 4 5 (x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 104 64 6.662302 0.640277 12 0.563380 0.609524 4 4 4 (x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 103 63 6.662302 0.641453 12 0.549296 0.600000 4 4 4 (x,(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 102 60 7.551190 0.642041 11 0.535211 0.571429 5 4 6 (x,(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 102 60 7.051190 0.642041 11 0.535211 0.571429 4 4 5 (x,(x,(x,((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 103 63 6.162302 0.641453 12 0.549296 0.600000 3 5 3 (x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 102 60 7.051190 0.642041 11 0.535211 0.571429 4 4 5 (x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 101 59 7.051190 0.643216 11 0.521127 0.561905 4 4 4 (x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 102 60 6.384524 0.642041 11 0.535211 0.571429 3 4 4 (x,(x,(x,((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 101 57 7.051190 0.643216 11 0.521127 0.542857 4 4 5 (x,(x,(x,((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 100 54 7.926190 0.644392 10 0.507042 0.514286 5 4 8 (x,(x,(x,((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 105 67 5.762302 0.644098 13 0.577465 0.638095 3 7 3 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 104 64 6.662302 0.644392 12 0.563380 0.609524 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 103 63 6.662302 0.644980 12 0.549296 0.600000 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 102 62 6.662302 0.646156 12 0.535211 0.590476 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 101 59 7.551190 0.646744 11 0.521127 0.561905 5 4 6 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 101 59 7.051190 0.646744 11 0.521127 0.561905 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 101 61 6.662302 0.648508 12 0.521127 0.580952 4 5 4 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 100 58 7.551190 0.649096 11 0.507042 0.552381 5 4 6 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 99 57 7.551190 0.650272 11 0.492958 0.542857 5 4 5 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 99 57 7.051190 0.650272 11 0.492958 0.542857 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 98 54 7.926190 0.651448 10 0.478873 0.514286 5 4 6 (x,(x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 101 61 6.162302 0.648508 12 0.521127 0.580952 3 6 3 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 100 58 7.051190 0.649096 11 0.507042 0.552381 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 99 57 7.051190 0.650272 11 0.492958 0.542857 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 98 56 7.051190 0.652624 11 0.478873 0.533333 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 97 53 7.926190 0.653800 10 0.464789 0.504762 5 4 6 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 97 53 7.426190 0.653800 10 0.464789 0.504762 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 99 57 6.384524 0.650272 11 0.492958 0.542857 3 5 3 (x,(x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 98 54 7.259524 0.651448 10 0.478873 0.514286 4 4 5 (x,(x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 97 53 7.259524 0.653800 10 0.464789 0.504762 4 4 4 (x,(x,(x,((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 98 54 7.051190 0.652624 11 0.478873 0.514286 4 5 5 (x,(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 97 51 7.926190 0.653800 10 0.464789 0.485714 5 4 7 (x,(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 96 50 7.926190 0.656151 10 0.450704 0.476190 5 4 6 (x,(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 12 110 72 5.519877 0.639542 14 0.647887 0.685714 3 9 4 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 69 6.428968 0.639689 13 0.633803 0.657143 4 2 6 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 108 68 6.428968 0.639983 13 0.619718 0.647619 4 3 5 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 107 67 6.428968 0.640571 13 0.605634 0.638095 4 4 5 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 106 64 7.328968 0.640865 12 0.591549 0.609524 5 2 7 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 106 64 6.828968 0.640865 12 0.591549 0.609524 4 3 6 (x,(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 106 66 6.428968 0.641747 13 0.591549 0.628571 4 5 5 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 105 63 7.328968 0.642041 12 0.577465 0.600000 5 2 7 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 104 62 7.328968 0.642628 12 0.563380 0.590476 5 3 6 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 104 62 6.828968 0.642628 12 0.563380 0.590476 4 4 5 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 103 59 7.717857 0.643216 11 0.549296 0.561905 5 3 7 (x,(x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 105 65 6.428968 0.644098 13 0.577465 0.619048 4 6 5 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 104 62 7.328968 0.644392 12 0.563380 0.590476 5 2 7 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 103 61 7.328968 0.644980 12 0.549296 0.580952 5 3 6 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 102 60 7.328968 0.646156 12 0.535211 0.571429 5 4 6 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 101 57 8.217857 0.646744 11 0.521127 0.542857 6 2 8 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 101 57 7.717857 0.646744 11 0.521127 0.542857 5 3 7 (x,(x,(x,(((x,x),(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 102 60 6.828968 0.646156 12 0.535211 0.571429 4 5 5 (x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 101 57 7.717857 0.646744 11 0.521127 0.542857 5 3 7 (x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 100 56 7.717857 0.647920 11 0.507042 0.533333 5 3 6 (x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 101 57 7.051190 0.646744 11 0.521127 0.542857 4 4 6 (x,(x,(x,(((x,x),(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 100 54 7.717857 0.647920 11 0.507042 0.514286 5 4 7 (x,(x,(x,(((x,x),(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 99 51 8.592857 0.649096 10 0.492958 0.485714 6 2 10 (x,(x,(x,(((x,x),(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 104 64 6.428968 0.648802 13 0.563380 0.609524 4 7 5 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 103 61 7.328968 0.649096 12 0.549296 0.580952 5 2 7 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 102 60 7.328968 0.649684 12 0.535211 0.571429 5 3 6 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 101 59 7.328968 0.650860 12 0.521127 0.561905 5 4 6 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 100 56 8.217857 0.651448 11 0.507042 0.533333 6 2 8 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 100 56 7.717857 0.651448 11 0.507042 0.533333 5 3 7 (x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 100 58 7.328968 0.653212 12 0.507042 0.552381 5 5 6 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 99 55 8.217857 0.653800 11 0.492958 0.523810 6 2 8 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 98 54 8.217857 0.654975 11 0.478873 0.514286 6 3 7 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 98 54 7.717857 0.654975 11 0.478873 0.514286 5 4 6 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 97 51 8.592857 0.656151 10 0.464789 0.485714 6 3 8 (x,(x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 100 58 6.828968 0.653212 12 0.507042 0.552381 4 6 5 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 99 55 7.717857 0.653800 11 0.492958 0.523810 5 3 7 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 98 54 7.717857 0.654975 11 0.478873 0.514286 5 3 6 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 97 53 7.717857 0.657327 11 0.464789 0.504762 5 4 6 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 96 50 8.592857 0.658503 10 0.450704 0.476190 6 3 8 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 96 50 8.092857 0.658503 10 0.450704 0.476190 5 3 7 (x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 98 54 7.051190 0.654975 11 0.478873 0.514286 4 5 5 (x,(x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 97 51 7.926190 0.656151 10 0.464789 0.485714 5 4 7 (x,(x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 96 50 7.926190 0.658503 10 0.450704 0.476190 5 4 6 (x,(x,(x,(((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 97 51 7.717857 0.657327 11 0.464789 0.485714 5 5 7 (x,(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 96 48 8.592857 0.658503 10 0.450704 0.457143 6 2 9 (x,(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 95 47 8.592857 0.660855 10 0.436620 0.447619 6 3 8 (x,(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 107 69 5.012302 0.637043 14 0.605634 0.657143 2 8 2 (x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 106 66 5.912302 0.637337 13 0.591549 0.628571 3 5 4 (x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 105 65 5.912302 0.637925 13 0.577465 0.619048 3 5 3 (x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 104 64 5.912302 0.639101 13 0.563380 0.609524 3 5 3 (x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 103 61 6.801190 0.639689 12 0.549296 0.580952 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 103 61 6.301190 0.639689 12 0.549296 0.580952 3 5 4 (x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 103 63 5.912302 0.641453 13 0.549296 0.600000 3 5 3 (x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 102 60 6.801190 0.642041 12 0.535211 0.571429 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 101 59 6.801190 0.643216 12 0.521127 0.561905 4 5 4 (x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 101 59 6.301190 0.643216 12 0.521127 0.561905 3 5 3 (x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 100 56 7.176190 0.644392 11 0.507042 0.533333 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 102 62 5.912302 0.646156 13 0.535211 0.590476 3 6 3 (x,(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 101 59 6.801190 0.646744 12 0.521127 0.561905 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 100 58 6.801190 0.647920 12 0.507042 0.552381 4 5 4 (x,(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 99 57 6.801190 0.650272 12 0.492958 0.542857 4 5 4 (x,(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 98 54 7.676190 0.651448 11 0.478873 0.514286 5 5 6 (x,(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 98 54 7.176190 0.651448 11 0.478873 0.514286 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 99 57 6.301190 0.650272 12 0.492958 0.542857 3 5 3 (x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 98 54 7.176190 0.651448 11 0.478873 0.514286 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 97 53 7.176190 0.653800 11 0.464789 0.504762 4 5 4 (x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 98 54 6.509524 0.651448 11 0.478873 0.514286 3 5 4 (x,(x,(x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 97 51 7.176190 0.653800 11 0.464789 0.485714 4 5 5 (x,(x,(x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 8 96 48 7.926190 0.656151 10 0.450704 0.457143 5 5 8 (x,(x,(x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))))) 16 11 106 66 5.762302 0.639395 13 0.591549 0.628571 3 8 4 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 105 63 6.662302 0.639689 12 0.577465 0.600000 4 2 6 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 104 62 6.662302 0.640277 12 0.563380 0.590476 4 3 5 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 103 61 6.662302 0.641453 12 0.549296 0.580952 4 4 5 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 102 58 7.551190 0.642041 11 0.535211 0.552381 5 2 7 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 102 58 7.051190 0.642041 11 0.535211 0.552381 4 3 6 (x,(x,(x,((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 102 60 6.662302 0.643804 12 0.535211 0.571429 4 5 5 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 101 57 7.551190 0.644392 11 0.521127 0.542857 5 2 7 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 100 56 7.551190 0.645568 11 0.507042 0.533333 5 3 6 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 100 56 7.051190 0.645568 11 0.507042 0.533333 4 4 5 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 99 53 7.926190 0.646744 10 0.492958 0.504762 5 3 7 (x,(x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 101 59 6.662302 0.648508 12 0.521127 0.561905 4 6 5 (x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 100 56 7.551190 0.649096 11 0.507042 0.533333 5 2 7 (x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 99 55 7.551190 0.650272 11 0.492958 0.523810 5 3 6 (x,(x,(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 98 54 7.551190 0.652624 11 0.478873 0.514286 5 4 6 (x,(x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 97 51 8.426190 0.653800 10 0.464789 0.485714 6 2 8 (x,(x,(x,((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 97 51 7.926190 0.653800 10 0.464789 0.485714 5 3 7 (x,(x,(x,((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 98 54 7.051190 0.652624 11 0.478873 0.514286 4 5 5 (x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 97 51 7.926190 0.653800 10 0.464789 0.485714 5 3 7 (x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 96 50 7.926190 0.656151 10 0.450704 0.476190 5 3 6 (x,(x,(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 97 51 7.259524 0.653800 10 0.464789 0.485714 4 4 6 (x,(x,(x,((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 96 48 7.926190 0.656151 10 0.450704 0.457143 5 4 7 (x,(x,(x,((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 95 45 8.783333 0.658503 9 0.436620 0.428571 6 2 10 (x,(x,(x,((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x))))))) 16 11 105 65 5.762302 0.644098 13 0.577465 0.619048 3 8 3 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 104 62 6.662302 0.644392 12 0.563380 0.590476 4 3 5 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 103 61 6.662302 0.644980 12 0.549296 0.580952 4 3 4 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 102 60 6.662302 0.646156 12 0.535211 0.571429 4 4 4 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 101 57 7.551190 0.646744 11 0.521127 0.542857 5 3 6 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 101 57 7.051190 0.646744 11 0.521127 0.542857 4 3 5 (x,(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 101 59 6.662302 0.648508 12 0.521127 0.561905 4 5 4 (x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 100 56 7.551190 0.649096 11 0.507042 0.533333 5 3 6 (x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 99 55 7.551190 0.650272 11 0.492958 0.523810 5 3 5 (x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 99 55 7.051190 0.650272 11 0.492958 0.523810 4 4 4 (x,(x,(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 98 52 7.926190 0.651448 10 0.478873 0.495238 5 3 6 (x,(x,(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 100 58 6.662302 0.653212 12 0.507042 0.552381 4 6 4 (x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 99 55 7.551190 0.653800 11 0.492958 0.523810 5 3 6 (x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 98 54 7.551190 0.654975 11 0.478873 0.514286 5 3 5 (x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 97 53 7.551190 0.657327 11 0.464789 0.504762 5 4 5 (x,(x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 96 50 8.426190 0.658503 10 0.450704 0.476190 6 3 7 (x,(x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 96 50 7.926190 0.658503 10 0.450704 0.476190 5 3 6 (x,(x,(x,(((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 97 53 7.051190 0.657327 11 0.464789 0.504762 4 5 4 (x,(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 96 50 7.926190 0.658503 10 0.450704 0.476190 5 3 6 (x,(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 95 49 7.926190 0.660855 10 0.436620 0.466667 5 3 5 (x,(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 96 50 7.259524 0.658503 10 0.450704 0.476190 4 4 5 (x,(x,(x,(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 95 47 7.926190 0.660855 10 0.436620 0.447619 5 4 6 (x,(x,(x,(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 94 44 8.783333 0.663207 9 0.422535 0.419048 6 3 9 (x,(x,(x,(((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 105 65 5.112302 0.637925 14 0.577465 0.619048 2 7 2 (x,(x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 104 62 6.001190 0.638513 13 0.563380 0.590476 3 6 4 (x,(x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 103 61 6.001190 0.639689 13 0.549296 0.580952 3 6 3 (x,(x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 102 60 6.001190 0.642041 13 0.535211 0.571429 3 6 3 (x,(x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x))))))))) 16 9 101 57 6.801190 0.643216 12 0.521127 0.542857 4 6 5 (x,(x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x)))))))) 16 9 101 57 6.301190 0.643216 12 0.521127 0.542857 3 6 4 (x,(x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 101 59 6.001190 0.646744 13 0.521127 0.561905 3 6 3 (x,(x,(x,((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x))))))))) 16 9 100 56 6.801190 0.647920 12 0.507042 0.533333 4 6 5 (x,(x,(x,((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,x)))))))) 16 9 99 55 6.801190 0.650272 12 0.492958 0.523810 4 6 4 (x,(x,(x,((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,x)))))))) 16 9 99 55 6.301190 0.650272 12 0.492958 0.523810 3 6 3 (x,(x,(x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,x)))))))) 16 9 98 52 7.051190 0.652624 11 0.478873 0.495238 4 6 5 (x,(x,(x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,x))))))) 16 10 104 62 5.912302 0.639101 13 0.563380 0.590476 3 7 4 (x,(x,(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 103 59 6.801190 0.639689 12 0.549296 0.561905 4 2 6 (x,(x,(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 102 58 6.801190 0.640865 12 0.535211 0.552381 4 3 5 (x,(x,(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 101 57 6.801190 0.643216 12 0.521127 0.542857 4 4 5 (x,(x,(x,((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 100 54 7.676190 0.644392 11 0.507042 0.514286 5 2 7 (x,(x,(x,((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x)))))))) 16 8 100 54 7.176190 0.644392 11 0.507042 0.514286 4 3 6 (x,(x,(x,((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 100 56 6.801190 0.647920 12 0.507042 0.533333 4 5 5 (x,(x,(x,((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 99 53 7.676190 0.649096 11 0.492958 0.504762 5 2 7 (x,(x,(x,((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x)))))))) 16 8 98 52 7.676190 0.651448 11 0.478873 0.495238 5 3 6 (x,(x,(x,((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,x)))))))) 16 8 98 52 7.176190 0.651448 11 0.478873 0.495238 4 4 5 (x,(x,(x,((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,x)))))))) 16 8 97 49 7.926190 0.653800 10 0.464789 0.466667 5 3 7 (x,(x,(x,((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,x))))))) 16 10 103 61 5.912302 0.641453 13 0.549296 0.580952 3 7 3 (x,(x,(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 102 58 6.801190 0.642041 12 0.535211 0.552381 4 3 5 (x,(x,(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 101 57 6.801190 0.643216 12 0.521127 0.542857 4 3 4 (x,(x,(x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 100 56 6.801190 0.645568 12 0.507042 0.533333 4 4 4 (x,(x,(x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 99 53 7.676190 0.646744 11 0.492958 0.504762 5 3 6 (x,(x,(x,((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))))) 16 8 99 53 7.176190 0.646744 11 0.492958 0.504762 4 3 5 (x,(x,(x,((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 99 55 6.801190 0.650272 12 0.492958 0.523810 4 5 4 (x,(x,(x,((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 98 52 7.676190 0.651448 11 0.478873 0.495238 5 3 6 (x,(x,(x,((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))))) 16 8 97 51 7.676190 0.653800 11 0.464789 0.485714 5 3 5 (x,(x,(x,((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))))) 16 8 97 51 7.176190 0.653800 11 0.464789 0.485714 4 4 4 (x,(x,(x,((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))))) 16 8 96 48 7.926190 0.656151 10 0.450704 0.457143 5 3 6 (x,(x,(x,((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))))) 16 10 102 60 5.912302 0.646156 13 0.535211 0.571429 3 7 3 (x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 101 57 6.801190 0.646744 12 0.521127 0.542857 4 4 5 (x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 100 56 6.801190 0.647920 12 0.507042 0.533333 4 4 4 (x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 99 55 6.801190 0.650272 12 0.492958 0.523810 4 4 4 (x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 98 52 7.676190 0.651448 11 0.478873 0.495238 5 4 6 (x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))))) 16 8 98 52 7.176190 0.651448 11 0.478873 0.495238 4 4 5 (x,(x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 98 54 6.801190 0.654975 12 0.478873 0.514286 4 5 4 (x,(x,(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 97 51 7.676190 0.656151 11 0.464789 0.485714 5 4 6 (x,(x,(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))))) 16 8 96 50 7.676190 0.658503 11 0.450704 0.476190 5 4 5 (x,(x,(x,(((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))))) 16 8 96 50 7.176190 0.658503 11 0.450704 0.476190 4 4 4 (x,(x,(x,(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))))) 16 8 95 47 7.926190 0.660855 10 0.436620 0.447619 5 4 6 (x,(x,(x,(((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))))) 16 10 101 57 6.662302 0.648508 12 0.521127 0.542857 4 7 5 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 100 54 7.551190 0.649096 11 0.507042 0.514286 5 2 7 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 99 53 7.551190 0.650272 11 0.492958 0.504762 5 3 6 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 98 52 7.551190 0.652624 11 0.478873 0.495238 5 4 6 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 97 49 8.426190 0.653800 10 0.464789 0.466667 6 2 8 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 97 49 7.926190 0.653800 10 0.464789 0.466667 5 3 7 (x,(x,(x,(((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 97 51 7.551190 0.657327 11 0.464789 0.485714 5 5 6 (x,(x,(x,(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 96 48 8.426190 0.658503 10 0.450704 0.457143 6 2 8 (x,(x,(x,(((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 95 47 8.426190 0.660855 10 0.436620 0.447619 6 3 7 (x,(x,(x,(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 95 47 7.926190 0.660855 10 0.436620 0.447619 5 4 6 (x,(x,(x,(((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 94 44 8.783333 0.663207 9 0.422535 0.419048 6 3 8 (x,(x,(x,(((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 10 101 57 6.162302 0.648508 12 0.521127 0.542857 3 7 4 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 100 54 7.051190 0.649096 11 0.507042 0.514286 4 3 6 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 99 53 7.051190 0.650272 11 0.492958 0.504762 4 3 5 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 98 52 7.051190 0.652624 11 0.478873 0.495238 4 4 5 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 97 49 7.926190 0.653800 10 0.464789 0.466667 5 3 7 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 97 49 7.426190 0.653800 10 0.464789 0.466667 4 3 6 (x,(x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 97 51 7.051190 0.657327 11 0.464789 0.485714 4 5 5 (x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 96 48 7.926190 0.658503 10 0.450704 0.457143 5 3 7 (x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 95 47 7.926190 0.660855 10 0.436620 0.447619 5 3 6 (x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 95 47 7.426190 0.660855 10 0.436620 0.447619 4 4 5 (x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 94 44 8.283333 0.663207 9 0.422535 0.419048 5 3 7 (x,(x,(x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 14 124 92 4.180134 0.639652 16 0.845070 0.876190 2 12 2 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))))) 16 13 123 89 5.103211 0.639689 15 0.830986 0.847619 3 2 4 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))))) 16 13 122 88 5.103211 0.639762 15 0.816901 0.838095 3 3 3 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 121 87 5.103211 0.639909 15 0.802817 0.828571 3 4 3 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 120 84 6.019877 0.639983 14 0.788732 0.800000 4 2 5 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))))) 16 12 120 84 5.519877 0.639983 14 0.788732 0.800000 3 3 4 (x,(x,((x,x),(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 120 86 5.103211 0.640203 15 0.788732 0.819048 3 5 3 (x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 119 83 6.019877 0.640277 14 0.774648 0.790476 4 2 5 (x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))))) 16 12 118 82 6.019877 0.640424 14 0.760563 0.780952 4 3 4 (x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))))) 16 12 118 82 5.519877 0.640424 14 0.760563 0.780952 3 4 3 (x,(x,((x,x),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))))) 16 11 117 79 6.428968 0.640571 13 0.746479 0.752381 4 3 5 (x,(x,((x,x),(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))))) 16 13 119 85 5.103211 0.640791 15 0.774648 0.809524 3 6 3 (x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))))) 16 12 118 82 6.019877 0.640865 14 0.760563 0.780952 4 2 5 (x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))))) 16 12 117 81 6.019877 0.641012 14 0.746479 0.771429 4 3 4 (x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))))) 16 12 116 80 6.019877 0.641306 14 0.732394 0.761905 4 4 4 (x,(x,((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))))) 16 11 115 77 6.928968 0.641453 13 0.718310 0.733333 5 2 6 (x,(x,((x,x),(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))))) 16 11 115 77 6.428968 0.641453 13 0.718310 0.733333 4 3 5 (x,(x,((x,x),(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))))) 16 12 116 80 5.519877 0.641306 14 0.732394 0.761905 3 5 3 (x,(x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))))) 16 11 115 77 6.428968 0.641453 13 0.718310 0.733333 4 3 5 (x,(x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))))) 16 11 114 76 6.428968 0.641747 13 0.704225 0.723810 4 3 4 (x,(x,((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))))) 16 11 115 77 5.762302 0.641453 13 0.718310 0.733333 3 4 4 (x,(x,((x,x),(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))))) 16 11 114 74 6.428968 0.641747 13 0.704225 0.704762 4 4 5 (x,(x,((x,x),(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))))) 16 10 113 71 7.328968 0.642041 12 0.690141 0.676190 5 2 8 (x,(x,((x,x),(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))))) 16 13 118 84 5.103211 0.641967 15 0.760563 0.800000 3 7 3 (x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 117 81 6.019877 0.642041 14 0.746479 0.771429 4 2 5 (x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 116 80 6.019877 0.642188 14 0.732394 0.761905 4 3 4 (x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 115 79 6.019877 0.642481 14 0.718310 0.752381 4 4 4 (x,(x,((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 114 76 6.928968 0.642628 13 0.704225 0.723810 5 2 6 (x,(x,((x,x),(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))))) 16 11 114 76 6.428968 0.642628 13 0.704225 0.723810 4 3 5 (x,(x,((x,x),(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 114 78 6.019877 0.643069 14 0.704225 0.742857 4 5 4 (x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 113 75 6.928968 0.643216 13 0.690141 0.714286 5 2 6 (x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))))) 16 11 112 74 6.928968 0.643510 13 0.676056 0.704762 5 3 5 (x,(x,((x,x),(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))))) 16 11 112 74 6.428968 0.643510 13 0.676056 0.704762 4 4 4 (x,(x,((x,x),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 111 71 7.328968 0.643804 12 0.661972 0.676190 5 3 6 (x,(x,((x,x),(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))))) 16 12 114 78 5.519877 0.643069 14 0.704225 0.742857 3 6 3 (x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 16 11 113 75 6.428968 0.643216 13 0.690141 0.714286 4 3 5 (x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))))) 16 11 112 74 6.428968 0.643510 13 0.676056 0.704762 4 3 4 (x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))))) 16 11 111 73 6.428968 0.644098 13 0.661972 0.695238 4 4 4 (x,(x,((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))))) 16 10 110 70 7.328968 0.644392 12 0.647887 0.666667 5 3 6 (x,(x,((x,x),(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))))) 16 10 110 70 6.828968 0.644392 12 0.647887 0.666667 4 3 5 (x,(x,((x,x),(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))))) 16 11 112 74 5.762302 0.643510 13 0.676056 0.704762 3 5 3 (x,(x,((x,x),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 111 71 6.662302 0.643804 12 0.661972 0.676190 4 4 5 (x,(x,((x,x),(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))))) 16 10 110 70 6.662302 0.644392 12 0.647887 0.666667 4 4 4 (x,(x,((x,x),(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))))) 16 11 111 71 6.428968 0.644098 13 0.661972 0.676190 4 5 5 (x,(x,((x,x),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 110 68 7.328968 0.644392 12 0.647887 0.647619 5 2 7 (x,(x,((x,x),(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))))) 16 10 109 67 7.328968 0.644980 12 0.633803 0.638095 5 3 6 (x,(x,((x,x),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))))) 16 13 117 83 5.103211 0.644319 15 0.746479 0.790476 3 8 3 (x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 116 80 6.019877 0.644392 14 0.732394 0.761905 4 2 5 (x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 115 79 6.019877 0.644539 14 0.718310 0.752381 4 3 4 (x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 114 78 6.019877 0.644833 14 0.704225 0.742857 4 4 4 (x,(x,((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 113 75 6.928968 0.644980 13 0.690141 0.714286 5 2 6 (x,(x,((x,x),(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 113 75 6.428968 0.644980 13 0.690141 0.714286 4 3 5 (x,(x,((x,x),(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 113 77 6.019877 0.645421 14 0.690141 0.733333 4 5 4 (x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 112 74 6.928968 0.645568 13 0.676056 0.704762 5 2 6 (x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 111 73 6.928968 0.645862 13 0.661972 0.695238 5 3 5 (x,(x,((x,x),(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 111 73 6.428968 0.645862 13 0.661972 0.695238 4 4 4 (x,(x,((x,x),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 110 70 7.328968 0.646156 12 0.647887 0.666667 5 3 6 (x,(x,((x,x),(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 112 76 6.019877 0.646597 14 0.676056 0.723810 4 6 4 (x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 111 73 6.928968 0.646744 13 0.661972 0.695238 5 2 6 (x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 110 72 6.928968 0.647038 13 0.647887 0.685714 5 3 5 (x,(x,((x,x),(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 109 71 6.928968 0.647626 13 0.633803 0.676190 5 4 5 (x,(x,((x,x),(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 108 68 7.828968 0.647920 12 0.619718 0.647619 6 2 7 (x,(x,((x,x),(x,(x,((x,x),((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 108 68 7.328968 0.647920 12 0.619718 0.647619 5 3 6 (x,(x,((x,x),(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 109 71 6.428968 0.647626 13 0.633803 0.676190 4 5 4 (x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.647920 12 0.619718 0.647619 5 3 6 (x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 107 67 7.328968 0.648508 12 0.605634 0.638095 5 3 5 (x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 108 68 6.662302 0.647920 12 0.619718 0.647619 4 4 5 (x,(x,((x,x),(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 107 65 7.328968 0.648508 12 0.605634 0.619048 5 4 6 (x,(x,((x,x),(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 106 62 8.217857 0.649096 11 0.591549 0.590476 6 2 9 (x,(x,((x,x),(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 112 76 5.519877 0.646597 14 0.676056 0.723810 3 7 3 (x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 111 73 6.428968 0.646744 13 0.661972 0.695238 4 3 5 (x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 110 72 6.428968 0.647038 13 0.647887 0.685714 4 3 4 (x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 109 71 6.428968 0.647626 13 0.633803 0.676190 4 4 4 (x,(x,((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.647920 12 0.619718 0.647619 5 3 6 (x,(x,((x,x),(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))))) 16 10 108 68 6.828968 0.647920 12 0.619718 0.647619 4 3 5 (x,(x,((x,x),(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 108 70 6.428968 0.648802 13 0.619718 0.666667 4 5 4 (x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 107 67 7.328968 0.649096 12 0.605634 0.638095 5 3 6 (x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))))) 16 10 106 66 7.328968 0.649684 12 0.591549 0.628571 5 3 5 (x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))))) 16 10 106 66 6.828968 0.649684 12 0.591549 0.628571 4 4 4 (x,(x,((x,x),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 105 63 7.717857 0.650272 11 0.577465 0.600000 5 3 6 (x,(x,((x,x),(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))))) 16 11 109 71 5.762302 0.647626 13 0.633803 0.676190 3 6 3 (x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))))) 16 10 108 68 6.662302 0.647920 12 0.619718 0.647619 4 4 5 (x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))))) 16 10 107 67 6.662302 0.648508 12 0.605634 0.638095 4 4 4 (x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))))) 16 10 106 66 6.662302 0.649684 12 0.591549 0.628571 4 4 4 (x,(x,((x,x),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))))) 16 9 105 63 7.551190 0.650272 11 0.577465 0.600000 5 4 6 (x,(x,((x,x),(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,x))))))))) 16 9 105 63 7.051190 0.650272 11 0.577465 0.600000 4 4 5 (x,(x,((x,x),(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))))) 16 11 108 68 6.428968 0.648802 13 0.619718 0.647619 4 6 5 (x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 107 65 7.328968 0.649096 12 0.605634 0.619048 5 2 7 (x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 106 64 7.328968 0.649684 12 0.591549 0.609524 5 3 6 (x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 105 63 7.328968 0.650860 12 0.577465 0.600000 5 4 6 (x,(x,((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 104 60 8.217857 0.651448 11 0.563380 0.571429 6 2 8 (x,(x,((x,x),(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 104 60 7.717857 0.651448 11 0.563380 0.571429 5 3 7 (x,(x,((x,x),(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 108 68 5.912302 0.647920 12 0.619718 0.647619 3 5 4 (x,(x,((x,x),(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))))) 16 10 107 65 6.662302 0.648508 12 0.605634 0.619048 4 5 5 (x,(x,((x,x),(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 106 62 7.551190 0.649096 11 0.591549 0.590476 5 2 8 (x,(x,((x,x),(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,x))))))))) 16 10 106 64 6.662302 0.649684 12 0.591549 0.609524 4 5 4 (x,(x,((x,x),(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 105 61 7.551190 0.650272 11 0.577465 0.580952 5 3 6 (x,(x,((x,x),(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 104 60 7.551190 0.651448 11 0.563380 0.571429 5 3 6 (x,(x,((x,x),(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))))) 16 13 116 82 5.103211 0.649022 15 0.732394 0.780952 3 9 3 (x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 115 79 6.019877 0.649096 14 0.718310 0.752381 4 2 5 (x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 114 78 6.019877 0.649243 14 0.704225 0.742857 4 3 4 (x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 113 77 6.019877 0.649537 14 0.690141 0.733333 4 4 4 (x,(x,((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 112 74 6.928968 0.649684 13 0.676056 0.704762 5 2 6 (x,(x,((x,x),(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 112 74 6.428968 0.649684 13 0.676056 0.704762 4 3 5 (x,(x,((x,x),(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 112 76 6.019877 0.650125 14 0.676056 0.723810 4 5 4 (x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 111 73 6.928968 0.650272 13 0.661972 0.695238 5 2 6 (x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 110 72 6.928968 0.650566 13 0.647887 0.685714 5 3 5 (x,(x,((x,x),(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 110 72 6.428968 0.650566 13 0.647887 0.685714 4 4 4 (x,(x,((x,x),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 109 69 7.328968 0.650860 12 0.633803 0.657143 5 3 6 (x,(x,((x,x),(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 111 75 6.019877 0.651301 14 0.661972 0.714286 4 6 4 (x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 110 72 6.928968 0.651448 13 0.647887 0.685714 5 2 6 (x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 109 71 6.928968 0.651742 13 0.633803 0.676190 5 3 5 (x,(x,((x,x),(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 108 70 6.928968 0.652330 13 0.619718 0.666667 5 4 5 (x,(x,((x,x),(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 107 67 7.828968 0.652624 12 0.605634 0.638095 6 2 7 (x,(x,((x,x),(x,((x,x),(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 107 67 7.328968 0.652624 12 0.605634 0.638095 5 3 6 (x,(x,((x,x),(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 108 70 6.428968 0.652330 13 0.619718 0.666667 4 5 4 (x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 107 67 7.328968 0.652624 12 0.605634 0.638095 5 3 6 (x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 106 66 7.328968 0.653212 12 0.591549 0.628571 5 3 5 (x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 107 67 6.662302 0.652624 12 0.605634 0.638095 4 4 5 (x,(x,((x,x),(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 106 64 7.328968 0.653212 12 0.591549 0.609524 5 4 6 (x,(x,((x,x),(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 105 61 8.217857 0.653800 11 0.577465 0.580952 6 2 9 (x,(x,((x,x),(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 110 74 6.019877 0.653653 14 0.647887 0.704762 4 7 4 (x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.928968 0.653800 13 0.633803 0.676190 5 2 6 (x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 108 70 6.928968 0.654093 13 0.619718 0.666667 5 3 5 (x,(x,((x,x),(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 107 69 6.928968 0.654681 13 0.605634 0.657143 5 4 5 (x,(x,((x,x),(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 106 66 7.828968 0.654975 12 0.591549 0.628571 6 2 7 (x,(x,((x,x),(x,((x,x),((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 106 66 7.328968 0.654975 12 0.591549 0.628571 5 3 6 (x,(x,((x,x),(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 106 68 6.928968 0.655857 13 0.591549 0.647619 5 5 5 (x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 105 65 7.828968 0.656151 12 0.577465 0.619048 6 2 7 (x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 104 64 7.828968 0.656739 12 0.563380 0.609524 6 3 6 (x,(x,((x,x),(x,((x,x),((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 104 64 7.328968 0.656739 12 0.563380 0.609524 5 4 5 (x,(x,((x,x),(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 103 61 8.217857 0.657327 11 0.549296 0.580952 6 3 7 (x,(x,((x,x),(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 106 68 6.428968 0.655857 13 0.591549 0.647619 4 6 4 (x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 105 65 7.328968 0.656151 12 0.577465 0.619048 5 3 6 (x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.656739 12 0.563380 0.609524 5 3 5 (x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 103 63 7.328968 0.657915 12 0.549296 0.600000 5 4 5 (x,(x,((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 102 60 8.217857 0.658503 11 0.535211 0.571429 6 3 7 (x,(x,((x,x),(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 102 60 7.717857 0.658503 11 0.535211 0.571429 5 3 6 (x,(x,((x,x),(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 104 64 6.662302 0.656739 12 0.563380 0.609524 4 5 4 (x,(x,((x,x),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 103 61 7.551190 0.657327 11 0.549296 0.580952 5 4 6 (x,(x,((x,x),(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 102 60 7.551190 0.658503 11 0.535211 0.571429 5 4 5 (x,(x,((x,x),(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 103 61 7.328968 0.657915 12 0.549296 0.580952 5 5 6 (x,(x,((x,x),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 102 58 8.217857 0.658503 11 0.535211 0.552381 6 2 8 (x,(x,((x,x),(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 101 57 8.217857 0.659679 11 0.521127 0.542857 6 3 7 (x,(x,((x,x),(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 110 74 5.519877 0.653653 14 0.647887 0.704762 3 8 3 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.428968 0.653800 13 0.633803 0.676190 4 3 5 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 108 70 6.428968 0.654093 13 0.619718 0.666667 4 3 4 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 107 69 6.428968 0.654681 13 0.605634 0.657143 4 4 4 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.654975 12 0.591549 0.628571 5 3 6 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 106 66 6.828968 0.654975 12 0.591549 0.628571 4 3 5 (x,(x,((x,x),(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 106 68 6.428968 0.655857 13 0.591549 0.647619 4 5 4 (x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 105 65 7.328968 0.656151 12 0.577465 0.619048 5 3 6 (x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.656739 12 0.563380 0.609524 5 3 5 (x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 104 64 6.828968 0.656739 12 0.563380 0.609524 4 4 4 (x,(x,((x,x),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 103 61 7.717857 0.657327 11 0.549296 0.580952 5 3 6 (x,(x,((x,x),(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 105 67 6.428968 0.658209 13 0.577465 0.638095 4 6 4 (x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.658503 12 0.563380 0.609524 5 3 6 (x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.659091 12 0.549296 0.600000 5 3 5 (x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 102 62 7.328968 0.660267 12 0.535211 0.590476 5 4 5 (x,(x,((x,x),(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 101 59 8.217857 0.660855 11 0.521127 0.561905 6 3 7 (x,(x,((x,x),(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 101 59 7.717857 0.660855 11 0.521127 0.561905 5 3 6 (x,(x,((x,x),(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 102 62 6.828968 0.660267 12 0.535211 0.590476 4 5 4 (x,(x,((x,x),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 101 59 7.717857 0.660855 11 0.521127 0.561905 5 3 6 (x,(x,((x,x),(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 100 58 7.717857 0.662031 11 0.507042 0.552381 5 3 5 (x,(x,((x,x),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 101 59 7.051190 0.660855 11 0.521127 0.561905 4 4 5 (x,(x,((x,x),(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 100 56 7.717857 0.662031 11 0.507042 0.533333 5 4 6 (x,(x,((x,x),(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 99 53 8.592857 0.663207 10 0.492958 0.504762 6 3 9 (x,(x,((x,x),(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 106 68 5.762302 0.655857 13 0.591549 0.647619 3 7 3 (x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 105 65 6.662302 0.656151 12 0.577465 0.619048 4 4 5 (x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 104 64 6.662302 0.656739 12 0.563380 0.609524 4 4 4 (x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 103 63 6.662302 0.657915 12 0.549296 0.600000 4 4 4 (x,(x,((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 102 60 7.551190 0.658503 11 0.535211 0.571429 5 4 6 (x,(x,((x,x),(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,x))))))))) 16 9 102 60 7.051190 0.658503 11 0.535211 0.571429 4 4 5 (x,(x,((x,x),(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 102 62 6.662302 0.660267 12 0.535211 0.590476 4 5 4 (x,(x,((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 101 59 7.551190 0.660855 11 0.521127 0.561905 5 4 6 (x,(x,((x,x),(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,x))))))))) 16 9 100 58 7.551190 0.662031 11 0.507042 0.552381 5 4 5 (x,(x,((x,x),(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,x))))))))) 16 9 100 58 7.051190 0.662031 11 0.507042 0.552381 4 4 4 (x,(x,((x,x),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 99 55 7.926190 0.663207 10 0.492958 0.523810 5 4 6 (x,(x,((x,x),(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))))) 16 11 105 65 6.428968 0.658209 13 0.577465 0.619048 4 7 5 (x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 104 62 7.328968 0.658503 12 0.563380 0.590476 5 2 7 (x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 103 61 7.328968 0.659091 12 0.549296 0.580952 5 3 6 (x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 102 60 7.328968 0.660267 12 0.535211 0.571429 5 4 6 (x,(x,((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 101 57 8.217857 0.660855 11 0.521127 0.542857 6 2 8 (x,(x,((x,x),(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 101 57 7.717857 0.660855 11 0.521127 0.542857 5 3 7 (x,(x,((x,x),(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 101 59 7.328968 0.662619 12 0.521127 0.561905 5 5 6 (x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 100 56 8.217857 0.663207 11 0.507042 0.533333 6 2 8 (x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,x))))))))) 16 9 99 55 8.217857 0.664383 11 0.492958 0.523810 6 3 7 (x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,x))))))))) 16 9 99 55 7.717857 0.664383 11 0.492958 0.523810 5 4 6 (x,(x,((x,x),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 98 52 8.592857 0.665559 10 0.478873 0.495238 6 3 8 (x,(x,((x,x),(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 16 10 104 64 5.912302 0.656739 12 0.563380 0.609524 3 6 3 (x,(x,((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))))) 16 9 103 61 6.801190 0.657327 11 0.549296 0.580952 4 5 5 (x,(x,((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))))))) 16 9 102 60 6.801190 0.658503 11 0.535211 0.571429 4 5 4 (x,(x,((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))))) 16 9 101 59 6.801190 0.660855 11 0.521127 0.561905 4 5 4 (x,(x,((x,x),(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))))))) 16 9 100 56 7.551190 0.662031 11 0.507042 0.533333 5 5 6 (x,(x,((x,x),(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x)))))))) 16 9 100 56 7.051190 0.662031 11 0.507042 0.533333 4 5 5 (x,(x,((x,x),(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x)))))))) 16 10 103 61 6.662302 0.657915 12 0.549296 0.580952 4 6 5 (x,(x,((x,x),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 102 58 7.551190 0.658503 11 0.535211 0.552381 5 2 7 (x,(x,((x,x),(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 101 57 7.551190 0.659679 11 0.521127 0.542857 5 3 6 (x,(x,((x,x),(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 100 56 7.551190 0.662031 11 0.507042 0.533333 5 4 6 (x,(x,((x,x),(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 99 53 8.426190 0.663207 10 0.492958 0.504762 6 2 8 (x,(x,((x,x),(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 99 53 7.926190 0.663207 10 0.492958 0.504762 5 3 7 (x,(x,((x,x),(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 10 102 60 6.662302 0.660267 12 0.535211 0.571429 4 6 4 (x,(x,((x,x),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 101 57 7.551190 0.660855 11 0.521127 0.542857 5 3 6 (x,(x,((x,x),(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 100 56 7.551190 0.662031 11 0.507042 0.533333 5 3 5 (x,(x,((x,x),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 99 55 7.551190 0.664383 11 0.492958 0.523810 5 4 5 (x,(x,((x,x),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 98 52 8.426190 0.665559 10 0.478873 0.495238 6 3 7 (x,(x,((x,x),(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 98 52 7.926190 0.665559 10 0.478873 0.495238 5 3 6 (x,(x,((x,x),(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 13 115 81 5.103211 0.658430 15 0.718310 0.771429 3 10 3 (x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 114 78 6.019877 0.658503 14 0.704225 0.742857 4 2 5 (x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 113 77 6.019877 0.658650 14 0.690141 0.733333 4 3 4 (x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 112 76 6.019877 0.658944 14 0.676056 0.723810 4 4 4 (x,(x,((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 111 73 6.928968 0.659091 13 0.661972 0.695238 5 2 6 (x,(x,((x,x),((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 111 73 6.428968 0.659091 13 0.661972 0.695238 4 3 5 (x,(x,((x,x),((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 111 75 6.019877 0.659532 14 0.661972 0.714286 4 5 4 (x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 110 72 6.928968 0.659679 13 0.647887 0.685714 5 2 6 (x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 109 71 6.928968 0.659973 13 0.633803 0.676190 5 3 5 (x,(x,((x,x),((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 109 71 6.428968 0.659973 13 0.633803 0.676190 4 4 4 (x,(x,((x,x),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.660267 12 0.619718 0.647619 5 3 6 (x,(x,((x,x),((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 110 74 6.019877 0.660708 14 0.647887 0.704762 4 6 4 (x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.928968 0.660855 13 0.633803 0.676190 5 2 6 (x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 108 70 6.928968 0.661149 13 0.619718 0.666667 5 3 5 (x,(x,((x,x),((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 107 69 6.928968 0.661737 13 0.605634 0.657143 5 4 5 (x,(x,((x,x),((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 106 66 7.828968 0.662031 12 0.591549 0.628571 6 2 7 (x,(x,((x,x),((x,x),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 106 66 7.328968 0.662031 12 0.591549 0.628571 5 3 6 (x,(x,((x,x),((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 107 69 6.428968 0.661737 13 0.605634 0.657143 4 5 4 (x,(x,((x,x),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.662031 12 0.591549 0.628571 5 3 6 (x,(x,((x,x),((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 105 65 7.328968 0.662619 12 0.577465 0.619048 5 3 5 (x,(x,((x,x),((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 106 66 6.662302 0.662031 12 0.591549 0.628571 4 4 5 (x,(x,((x,x),((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 105 63 7.328968 0.662619 12 0.577465 0.600000 5 4 6 (x,(x,((x,x),((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 104 60 8.217857 0.663207 11 0.563380 0.571429 6 2 9 (x,(x,((x,x),((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 109 73 6.019877 0.663060 14 0.633803 0.695238 4 7 4 (x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 108 70 6.928968 0.663207 13 0.619718 0.666667 5 2 6 (x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 107 69 6.928968 0.663501 13 0.605634 0.657143 5 3 5 (x,(x,((x,x),((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 106 68 6.928968 0.664089 13 0.591549 0.647619 5 4 5 (x,(x,((x,x),((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 105 65 7.828968 0.664383 12 0.577465 0.619048 6 2 7 (x,(x,((x,x),((x,x),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 105 65 7.328968 0.664383 12 0.577465 0.619048 5 3 6 (x,(x,((x,x),((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 105 67 6.928968 0.665265 13 0.577465 0.638095 5 5 5 (x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 104 64 7.828968 0.665559 12 0.563380 0.609524 6 2 7 (x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 103 63 7.828968 0.666146 12 0.549296 0.600000 6 3 6 (x,(x,((x,x),((x,x),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 103 63 7.328968 0.666146 12 0.549296 0.600000 5 4 5 (x,(x,((x,x),((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 102 60 8.217857 0.666734 11 0.535211 0.571429 6 3 7 (x,(x,((x,x),((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 105 67 6.428968 0.665265 13 0.577465 0.638095 4 6 4 (x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.665559 12 0.563380 0.609524 5 3 6 (x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.666146 12 0.549296 0.600000 5 3 5 (x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 102 62 7.328968 0.667322 12 0.535211 0.590476 5 4 5 (x,(x,((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 101 59 8.217857 0.667910 11 0.521127 0.561905 6 3 7 (x,(x,((x,x),((x,x),(x,((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 101 59 7.717857 0.667910 11 0.521127 0.561905 5 3 6 (x,(x,((x,x),((x,x),(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 103 63 6.662302 0.666146 12 0.549296 0.600000 4 5 4 (x,(x,((x,x),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 102 60 7.551190 0.666734 11 0.535211 0.571429 5 4 6 (x,(x,((x,x),((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 101 59 7.551190 0.667910 11 0.521127 0.561905 5 4 5 (x,(x,((x,x),((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 102 60 7.328968 0.667322 12 0.535211 0.571429 5 5 6 (x,(x,((x,x),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 101 57 8.217857 0.667910 11 0.521127 0.542857 6 2 8 (x,(x,((x,x),((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 100 56 8.217857 0.669086 11 0.507042 0.533333 6 3 7 (x,(x,((x,x),((x,x),(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 108 72 6.019877 0.667763 14 0.619718 0.685714 4 8 4 (x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 6.928968 0.667910 13 0.605634 0.657143 5 2 6 (x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 6.928968 0.668204 13 0.591549 0.647619 5 3 5 (x,(x,((x,x),((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 6.928968 0.668792 13 0.577465 0.638095 5 4 5 (x,(x,((x,x),((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 7.828968 0.669086 12 0.563380 0.609524 6 2 7 (x,(x,((x,x),((x,x),((x,x),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.669086 12 0.563380 0.609524 5 3 6 (x,(x,((x,x),((x,x),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 104 66 6.928968 0.669968 13 0.563380 0.628571 5 5 5 (x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 103 63 7.828968 0.670262 12 0.549296 0.600000 6 2 7 (x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 102 62 7.828968 0.670850 12 0.535211 0.590476 6 3 6 (x,(x,((x,x),((x,x),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 102 62 7.328968 0.670850 12 0.535211 0.590476 5 4 5 (x,(x,((x,x),((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 101 59 8.217857 0.671438 11 0.521127 0.561905 6 3 7 (x,(x,((x,x),((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 103 65 6.928968 0.672320 13 0.549296 0.619048 5 6 5 (x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.828968 0.672614 12 0.535211 0.590476 6 2 7 (x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 7.828968 0.673202 12 0.521127 0.580952 6 3 6 (x,(x,((x,x),((x,x),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 7.828968 0.674378 12 0.507042 0.571429 6 4 6 (x,(x,((x,x),((x,x),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 8.717857 0.674966 11 0.492958 0.542857 7 2 8 (x,(x,((x,x),((x,x),((x,x),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 99 57 8.217857 0.674966 11 0.492958 0.542857 6 3 7 (x,(x,((x,x),((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 100 60 7.328968 0.674378 12 0.507042 0.571429 5 5 5 (x,(x,((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 99 57 8.217857 0.674966 11 0.492958 0.542857 6 3 7 (x,(x,((x,x),((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 98 56 8.217857 0.676142 11 0.478873 0.533333 6 3 6 (x,(x,((x,x),((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 99 57 7.551190 0.674966 11 0.492958 0.542857 5 4 6 (x,(x,((x,x),((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 98 54 8.217857 0.676142 11 0.478873 0.514286 6 4 7 (x,(x,((x,x),((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 97 51 9.092857 0.677317 10 0.464789 0.485714 7 2 10 (x,(x,((x,x),((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 103 65 6.428968 0.672320 13 0.549296 0.619048 4 7 4 (x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.328968 0.672614 12 0.535211 0.590476 5 3 6 (x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 7.328968 0.673202 12 0.521127 0.580952 5 3 5 (x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 7.328968 0.674378 12 0.507042 0.571429 5 4 5 (x,(x,((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 8.217857 0.674966 11 0.492958 0.542857 6 3 7 (x,(x,((x,x),((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 99 57 7.717857 0.674966 11 0.492958 0.542857 5 3 6 (x,(x,((x,x),((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 99 59 7.328968 0.676730 12 0.492958 0.561905 5 5 5 (x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 98 56 8.217857 0.677317 11 0.478873 0.533333 6 3 7 (x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))))) 16 9 97 55 8.217857 0.678493 11 0.464789 0.523810 6 3 6 (x,(x,((x,x),((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))))) 16 9 97 55 7.717857 0.678493 11 0.464789 0.523810 5 4 5 (x,(x,((x,x),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 96 52 8.592857 0.679669 10 0.450704 0.495238 6 3 7 (x,(x,((x,x),((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 16 10 100 60 6.662302 0.674378 12 0.507042 0.571429 4 6 4 (x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 99 57 7.551190 0.674966 11 0.492958 0.542857 5 4 6 (x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 98 56 7.551190 0.676142 11 0.478873 0.533333 5 4 5 (x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 97 55 7.551190 0.678493 11 0.464789 0.523810 5 4 5 (x,(x,((x,x),((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 96 52 8.426190 0.679669 10 0.450704 0.495238 6 4 7 (x,(x,((x,x),((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 96 52 7.926190 0.679669 10 0.450704 0.495238 5 4 6 (x,(x,((x,x),((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 10 99 57 7.328968 0.676730 12 0.492958 0.542857 5 6 6 (x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 98 54 8.217857 0.677317 11 0.478873 0.514286 6 2 8 (x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 97 53 8.217857 0.678493 11 0.464789 0.504762 6 3 7 (x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 96 52 8.217857 0.680845 11 0.450704 0.495238 6 4 7 (x,(x,((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 95 49 9.092857 0.682021 10 0.436620 0.466667 7 2 9 (x,(x,((x,x),((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 95 49 8.592857 0.682021 10 0.436620 0.466667 6 3 8 (x,(x,((x,x),((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 99 57 6.801190 0.674966 11 0.492958 0.542857 4 5 5 (x,(x,((x,x),((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))))) 16 9 98 54 7.551190 0.676142 11 0.478873 0.514286 5 5 6 (x,(x,((x,x),((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))))) 16 8 97 51 8.426190 0.677317 10 0.464789 0.485714 6 2 9 (x,(x,((x,x),((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))))) 16 9 97 53 7.551190 0.678493 11 0.464789 0.504762 5 5 5 (x,(x,((x,x),((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 96 50 8.426190 0.679669 10 0.450704 0.476190 6 3 7 (x,(x,((x,x),((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 95 49 8.426190 0.682021 10 0.436620 0.466667 6 3 7 (x,(x,((x,x),((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))))) 16 12 108 72 5.519877 0.667763 14 0.619718 0.685714 3 9 3 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 6.428968 0.667910 13 0.605634 0.657143 4 3 5 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 6.428968 0.668204 13 0.591549 0.647619 4 3 4 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 6.428968 0.668792 13 0.577465 0.638095 4 4 4 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.669086 12 0.563380 0.609524 5 3 6 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 104 64 6.828968 0.669086 12 0.563380 0.609524 4 3 5 (x,(x,((x,x),((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 104 66 6.428968 0.669968 13 0.563380 0.628571 4 5 4 (x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 103 63 7.328968 0.670262 12 0.549296 0.600000 5 3 6 (x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 102 62 7.328968 0.670850 12 0.535211 0.590476 5 3 5 (x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 102 62 6.828968 0.670850 12 0.535211 0.590476 4 4 4 (x,(x,((x,x),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 101 59 7.717857 0.671438 11 0.521127 0.561905 5 3 6 (x,(x,((x,x),((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 103 65 6.428968 0.672320 13 0.549296 0.619048 4 6 4 (x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.328968 0.672614 12 0.535211 0.590476 5 3 6 (x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 7.328968 0.673202 12 0.521127 0.580952 5 3 5 (x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 7.328968 0.674378 12 0.507042 0.571429 5 4 5 (x,(x,((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 8.217857 0.674966 11 0.492958 0.542857 6 3 7 (x,(x,((x,x),((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 99 57 7.717857 0.674966 11 0.492958 0.542857 5 3 6 (x,(x,((x,x),((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 100 60 6.828968 0.674378 12 0.507042 0.571429 4 5 4 (x,(x,((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 99 57 7.717857 0.674966 11 0.492958 0.542857 5 3 6 (x,(x,((x,x),((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 98 56 7.717857 0.676142 11 0.478873 0.533333 5 3 5 (x,(x,((x,x),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 99 57 7.051190 0.674966 11 0.492958 0.542857 4 4 5 (x,(x,((x,x),((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 98 54 7.717857 0.676142 11 0.478873 0.514286 5 4 6 (x,(x,((x,x),((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 97 51 8.592857 0.677317 10 0.464789 0.485714 6 3 9 (x,(x,((x,x),((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 102 64 6.428968 0.677024 13 0.535211 0.609524 4 7 4 (x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 101 61 7.328968 0.677317 12 0.521127 0.580952 5 3 6 (x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 100 60 7.328968 0.677905 12 0.507042 0.571429 5 3 5 (x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 99 59 7.328968 0.679081 12 0.492958 0.561905 5 4 5 (x,(x,((x,x),((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 98 56 8.217857 0.679669 11 0.478873 0.533333 6 3 7 (x,(x,((x,x),((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 98 56 7.717857 0.679669 11 0.478873 0.533333 5 3 6 (x,(x,((x,x),((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 98 58 7.328968 0.681433 12 0.478873 0.552381 5 5 5 (x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 97 55 8.217857 0.682021 11 0.464789 0.523810 6 3 7 (x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 96 54 8.217857 0.683197 11 0.450704 0.514286 6 3 6 (x,(x,((x,x),((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 96 54 7.717857 0.683197 11 0.450704 0.514286 5 4 5 (x,(x,((x,x),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 95 51 8.592857 0.684373 10 0.436620 0.485714 6 3 7 (x,(x,((x,x),((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 98 58 6.828968 0.681433 12 0.478873 0.552381 4 6 4 (x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 97 55 7.717857 0.682021 11 0.464789 0.523810 5 3 6 (x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 96 54 7.717857 0.683197 11 0.450704 0.514286 5 3 5 (x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 95 53 7.717857 0.685549 11 0.436620 0.504762 5 4 5 (x,(x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 94 50 8.592857 0.686725 10 0.422535 0.476190 6 3 7 (x,(x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 94 50 8.092857 0.686725 10 0.422535 0.476190 5 3 6 (x,(x,((x,x),((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 96 54 7.051190 0.683197 11 0.450704 0.514286 4 5 4 (x,(x,((x,x),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 95 51 7.926190 0.684373 10 0.436620 0.485714 5 4 6 (x,(x,((x,x),((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 94 50 7.926190 0.686725 10 0.422535 0.476190 5 4 5 (x,(x,((x,x),((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 95 51 7.717857 0.685549 11 0.436620 0.485714 5 5 6 (x,(x,((x,x),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 94 48 8.592857 0.686725 10 0.422535 0.457143 6 3 8 (x,(x,((x,x),((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 93 47 8.592857 0.689076 10 0.408451 0.447619 6 3 7 (x,(x,((x,x),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 103 65 5.762302 0.672320 13 0.549296 0.619048 3 8 3 (x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 6.662302 0.672614 12 0.535211 0.590476 4 4 5 (x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 6.662302 0.673202 12 0.521127 0.580952 4 4 4 (x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 6.662302 0.674378 12 0.507042 0.571429 4 4 4 (x,(x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 7.551190 0.674966 11 0.492958 0.542857 5 4 6 (x,(x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 99 57 7.051190 0.674966 11 0.492958 0.542857 4 4 5 (x,(x,((x,x),((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 99 59 6.662302 0.676730 12 0.492958 0.561905 4 5 4 (x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 98 56 7.551190 0.677317 11 0.478873 0.533333 5 4 6 (x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 97 55 7.551190 0.678493 11 0.464789 0.523810 5 4 5 (x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 97 55 7.051190 0.678493 11 0.464789 0.523810 4 4 4 (x,(x,((x,x),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 96 52 7.926190 0.679669 10 0.450704 0.495238 5 4 6 (x,(x,((x,x),((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 98 58 6.662302 0.681433 12 0.478873 0.552381 4 6 4 (x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 97 55 7.551190 0.682021 11 0.464789 0.523810 5 4 6 (x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 96 54 7.551190 0.683197 11 0.450704 0.514286 5 4 5 (x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 95 53 7.551190 0.685549 11 0.436620 0.504762 5 4 5 (x,(x,((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 94 50 8.426190 0.686725 10 0.422535 0.476190 6 4 7 (x,(x,((x,x),((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 94 50 7.926190 0.686725 10 0.422535 0.476190 5 4 6 (x,(x,((x,x),((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 95 53 7.051190 0.685549 11 0.436620 0.504762 4 5 4 (x,(x,((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 94 50 7.926190 0.686725 10 0.422535 0.476190 5 4 6 (x,(x,((x,x),((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 93 49 7.926190 0.689076 10 0.408451 0.466667 5 4 5 (x,(x,((x,x),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 94 50 7.259524 0.686725 10 0.422535 0.476190 4 4 5 (x,(x,((x,x),((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 93 47 7.926190 0.689076 10 0.408451 0.447619 5 4 6 (x,(x,((x,x),((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 92 44 8.783333 0.691428 9 0.394366 0.419048 6 4 9 (x,(x,((x,x),((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))))) 16 11 102 62 6.428968 0.677024 13 0.535211 0.590476 4 8 5 (x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 101 59 7.328968 0.677317 12 0.521127 0.561905 5 2 7 (x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 100 58 7.328968 0.677905 12 0.507042 0.552381 5 3 6 (x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 99 57 7.328968 0.679081 12 0.492958 0.542857 5 4 6 (x,(x,((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 98 54 8.217857 0.679669 11 0.478873 0.514286 6 2 8 (x,(x,((x,x),(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 98 54 7.717857 0.679669 11 0.478873 0.514286 5 3 7 (x,(x,((x,x),(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 98 56 7.328968 0.681433 12 0.478873 0.533333 5 5 6 (x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 97 53 8.217857 0.682021 11 0.464789 0.504762 6 2 8 (x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 96 52 8.217857 0.683197 11 0.450704 0.495238 6 3 7 (x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 96 52 7.717857 0.683197 11 0.450704 0.495238 5 4 6 (x,(x,((x,x),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 95 49 8.592857 0.684373 10 0.436620 0.466667 6 3 8 (x,(x,((x,x),(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 97 55 7.328968 0.686137 12 0.464789 0.523810 5 6 6 (x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 96 52 8.217857 0.686725 11 0.450704 0.495238 6 2 8 (x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 95 51 8.217857 0.687901 11 0.436620 0.485714 6 3 7 (x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 94 50 8.217857 0.690252 11 0.422535 0.476190 6 4 7 (x,(x,((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 93 47 9.092857 0.691428 10 0.408451 0.447619 7 2 9 (x,(x,((x,x),(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 93 47 8.592857 0.691428 10 0.408451 0.447619 6 3 8 (x,(x,((x,x),(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 94 50 7.717857 0.690252 11 0.422535 0.476190 5 5 6 (x,(x,((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 93 47 8.592857 0.691428 10 0.408451 0.447619 6 3 8 (x,(x,((x,x),(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 92 46 8.592857 0.693780 10 0.394366 0.438095 6 3 7 (x,(x,((x,x),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 93 47 7.926190 0.691428 10 0.408451 0.447619 5 4 7 (x,(x,((x,x),(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 92 44 8.592857 0.693780 10 0.394366 0.419048 6 4 8 (x,(x,((x,x),(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 91 41 9.450000 0.696132 9 0.380282 0.390476 7 2 11 (x,(x,((x,x),(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 100 60 5.912302 0.674378 13 0.507042 0.571429 3 7 3 (x,(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 99 57 6.801190 0.674966 12 0.492958 0.542857 4 5 5 (x,(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 98 56 6.801190 0.676142 12 0.478873 0.533333 4 5 4 (x,(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 97 55 6.801190 0.678493 12 0.464789 0.523810 4 5 4 (x,(x,((x,x),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 96 52 7.676190 0.679669 11 0.450704 0.495238 5 5 6 (x,(x,((x,x),((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))))) 16 8 96 52 7.176190 0.679669 11 0.450704 0.495238 4 5 5 (x,(x,((x,x),((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 96 54 6.801190 0.683197 12 0.450704 0.514286 4 5 4 (x,(x,((x,x),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 95 51 7.676190 0.684373 11 0.436620 0.485714 5 5 6 (x,(x,((x,x),((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))))) 16 8 94 50 7.676190 0.686725 11 0.422535 0.476190 5 5 5 (x,(x,((x,x),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))))) 16 8 94 50 7.176190 0.686725 11 0.422535 0.476190 4 5 4 (x,(x,((x,x),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))))) 16 8 93 47 7.926190 0.689076 10 0.408451 0.447619 5 5 6 (x,(x,((x,x),((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))))) 16 10 99 57 6.662302 0.676730 12 0.492958 0.542857 4 7 5 (x,(x,((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 98 54 7.551190 0.677317 11 0.478873 0.514286 5 2 7 (x,(x,((x,x),((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 97 53 7.551190 0.678493 11 0.464789 0.504762 5 3 6 (x,(x,((x,x),((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 96 52 7.551190 0.680845 11 0.450704 0.495238 5 4 6 (x,(x,((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 95 49 8.426190 0.682021 10 0.436620 0.466667 6 2 8 (x,(x,((x,x),((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 95 49 7.926190 0.682021 10 0.436620 0.466667 5 3 7 (x,(x,((x,x),((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 95 51 7.551190 0.685549 11 0.436620 0.485714 5 5 6 (x,(x,((x,x),((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 94 48 8.426190 0.686725 10 0.422535 0.457143 6 2 8 (x,(x,((x,x),((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 93 47 8.426190 0.689076 10 0.408451 0.447619 6 3 7 (x,(x,((x,x),((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 93 47 7.926190 0.689076 10 0.408451 0.447619 5 4 6 (x,(x,((x,x),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 92 44 8.783333 0.691428 9 0.394366 0.419048 6 3 8 (x,(x,((x,x),((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 10 98 56 6.662302 0.681433 12 0.478873 0.533333 4 7 4 (x,(x,((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 97 53 7.551190 0.682021 11 0.464789 0.504762 5 3 6 (x,(x,((x,x),(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 96 52 7.551190 0.683197 11 0.450704 0.495238 5 3 5 (x,(x,((x,x),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 95 51 7.551190 0.685549 11 0.436620 0.485714 5 4 5 (x,(x,((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 94 48 8.426190 0.686725 10 0.422535 0.457143 6 3 7 (x,(x,((x,x),(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 94 48 7.926190 0.686725 10 0.422535 0.457143 5 3 6 (x,(x,((x,x),(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 94 50 7.551190 0.690252 11 0.422535 0.476190 5 5 5 (x,(x,((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 93 47 8.426190 0.691428 10 0.408451 0.447619 6 3 7 (x,(x,((x,x),(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 92 46 8.426190 0.693780 10 0.394366 0.438095 6 3 6 (x,(x,((x,x),(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 92 46 7.926190 0.693780 10 0.394366 0.438095 5 4 5 (x,(x,((x,x),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 91 43 8.783333 0.696132 9 0.380282 0.409524 6 3 7 (x,(x,((x,x),(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 9 99 57 6.001190 0.674966 13 0.492958 0.542857 3 6 4 (x,(x,((x,x),((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,x))))))))) 16 9 98 54 6.801190 0.676142 12 0.478873 0.514286 4 6 5 (x,(x,((x,x),((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,x))))))))) 16 8 97 51 7.676190 0.677317 11 0.464789 0.485714 5 2 8 (x,(x,((x,x),((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,x)))))))) 16 9 97 53 6.801190 0.678493 12 0.464789 0.504762 4 6 4 (x,(x,((x,x),((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,x))))))))) 16 8 96 50 7.676190 0.679669 11 0.450704 0.476190 5 3 6 (x,(x,((x,x),((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,x)))))))) 16 8 95 49 7.676190 0.682021 11 0.436620 0.466667 5 3 6 (x,(x,((x,x),((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,x)))))))) 16 9 96 52 6.801190 0.683197 12 0.450704 0.495238 4 6 4 (x,(x,((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))))) 16 8 95 49 7.676190 0.684373 11 0.436620 0.466667 5 4 6 (x,(x,((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))))) 16 8 94 48 7.676190 0.686725 11 0.422535 0.457143 5 4 5 (x,(x,((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))))) 16 8 93 47 7.676190 0.691428 11 0.408451 0.447619 5 4 6 (x,(x,((x,x),(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))))) 16 9 95 49 7.551190 0.685549 11 0.436620 0.466667 5 6 6 (x,(x,((x,x),(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 94 46 8.426190 0.686725 10 0.422535 0.438095 6 2 8 (x,(x,((x,x),(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 93 45 8.426190 0.689076 10 0.408451 0.428571 6 3 7 (x,(x,((x,x),(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 92 44 8.426190 0.693780 10 0.394366 0.419048 6 4 7 (x,(x,((x,x),(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 91 41 9.283333 0.696132 9 0.380282 0.390476 7 2 10 (x,(x,((x,x),(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x))))))) 16 9 95 49 7.051190 0.685549 11 0.436620 0.466667 4 6 5 (x,(x,((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 94 46 7.926190 0.686725 10 0.422535 0.438095 5 3 7 (x,(x,((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 93 45 7.926190 0.689076 10 0.408451 0.428571 5 3 6 (x,(x,((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 92 44 7.926190 0.693780 10 0.394366 0.419048 5 4 6 (x,(x,((x,x),(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 91 41 8.783333 0.696132 9 0.380282 0.390476 6 3 8 (x,(x,((x,x),(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 91 41 8.283333 0.696132 9 0.380282 0.390476 5 3 8 (x,(x,((x,x),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 13 115 81 4.603211 0.658430 15 0.718310 0.771429 2 11 2 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 114 78 5.519877 0.658503 14 0.704225 0.742857 3 3 4 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 113 77 5.519877 0.658650 14 0.690141 0.733333 3 3 3 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 112 76 5.519877 0.658944 14 0.676056 0.723810 3 4 3 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 111 73 6.428968 0.659091 13 0.661972 0.695238 4 3 5 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 111 73 5.928968 0.659091 13 0.661972 0.695238 3 3 4 (x,(x,((x,(x,x)),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 111 75 5.519877 0.659532 14 0.661972 0.714286 3 5 3 (x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 110 72 6.428968 0.659679 13 0.647887 0.685714 4 3 5 (x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 109 71 6.428968 0.659973 13 0.633803 0.676190 4 3 4 (x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 109 71 5.928968 0.659973 13 0.633803 0.676190 3 4 3 (x,(x,((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 108 68 6.828968 0.660267 12 0.619718 0.647619 4 3 5 (x,(x,((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 110 74 5.519877 0.660708 14 0.647887 0.704762 3 6 3 (x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.428968 0.660855 13 0.633803 0.676190 4 3 5 (x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 108 70 6.428968 0.661149 13 0.619718 0.666667 4 3 4 (x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 107 69 6.428968 0.661737 13 0.605634 0.657143 4 4 4 (x,(x,((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.662031 12 0.591549 0.628571 5 3 6 (x,(x,((x,(x,x)),(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 106 66 6.828968 0.662031 12 0.591549 0.628571 4 3 5 (x,(x,((x,(x,x)),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 107 69 5.928968 0.661737 13 0.605634 0.657143 3 5 3 (x,(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 106 66 6.828968 0.662031 12 0.591549 0.628571 4 3 5 (x,(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 105 65 6.828968 0.662619 12 0.577465 0.619048 4 3 4 (x,(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 106 66 6.162302 0.662031 12 0.591549 0.628571 3 4 4 (x,(x,((x,(x,x)),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 105 63 6.828968 0.662619 12 0.577465 0.600000 4 4 5 (x,(x,((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 104 60 7.717857 0.663207 11 0.563380 0.571429 5 3 8 (x,(x,((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 109 73 5.519877 0.663060 14 0.633803 0.695238 3 7 3 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 108 70 6.428968 0.663207 13 0.619718 0.666667 4 3 5 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 107 69 6.428968 0.663501 13 0.605634 0.657143 4 3 4 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 106 68 6.428968 0.664089 13 0.591549 0.647619 4 4 4 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 105 65 7.328968 0.664383 12 0.577465 0.619048 5 3 6 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 105 65 6.828968 0.664383 12 0.577465 0.619048 4 3 5 (x,(x,((x,(x,x)),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 105 67 6.428968 0.665265 13 0.577465 0.638095 4 5 4 (x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.665559 12 0.563380 0.609524 5 3 6 (x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.666146 12 0.549296 0.600000 5 3 5 (x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 103 63 6.828968 0.666146 12 0.549296 0.600000 4 4 4 (x,(x,((x,(x,x)),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 102 60 7.717857 0.666734 11 0.535211 0.571429 5 3 6 (x,(x,((x,(x,x)),(x,(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 105 67 5.928968 0.665265 13 0.577465 0.638095 3 6 3 (x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 104 64 6.828968 0.665559 12 0.563380 0.609524 4 3 5 (x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 103 63 6.828968 0.666146 12 0.549296 0.600000 4 3 4 (x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 102 62 6.828968 0.667322 12 0.535211 0.590476 4 4 4 (x,(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 101 59 7.717857 0.667910 11 0.521127 0.561905 5 3 6 (x,(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 101 59 7.217857 0.667910 11 0.521127 0.561905 4 3 5 (x,(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 103 63 6.162302 0.666146 12 0.549296 0.600000 3 5 3 (x,(x,((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 102 60 7.051190 0.666734 11 0.535211 0.571429 4 4 5 (x,(x,((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 101 59 7.051190 0.667910 11 0.521127 0.561905 4 4 4 (x,(x,((x,(x,x)),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 102 60 6.828968 0.667322 12 0.535211 0.571429 4 5 5 (x,(x,((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 101 57 7.717857 0.667910 11 0.521127 0.542857 5 3 7 (x,(x,((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 100 56 7.717857 0.669086 11 0.507042 0.533333 5 3 6 (x,(x,((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 108 72 5.519877 0.667763 14 0.619718 0.685714 3 8 3 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 6.428968 0.667910 13 0.605634 0.657143 4 3 5 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 6.428968 0.668204 13 0.591549 0.647619 4 3 4 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 6.428968 0.668792 13 0.577465 0.638095 4 4 4 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.669086 12 0.563380 0.609524 5 3 6 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 104 64 6.828968 0.669086 12 0.563380 0.609524 4 3 5 (x,(x,((x,(x,x)),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 104 66 6.428968 0.669968 13 0.563380 0.628571 4 5 4 (x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 103 63 7.328968 0.670262 12 0.549296 0.600000 5 3 6 (x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 102 62 7.328968 0.670850 12 0.535211 0.590476 5 3 5 (x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 102 62 6.828968 0.670850 12 0.535211 0.590476 4 4 4 (x,(x,((x,(x,x)),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 101 59 7.717857 0.671438 11 0.521127 0.561905 5 3 6 (x,(x,((x,(x,x)),(x,((x,x),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 103 65 6.428968 0.672320 13 0.549296 0.619048 4 6 4 (x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.328968 0.672614 12 0.535211 0.590476 5 3 6 (x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 7.328968 0.673202 12 0.521127 0.580952 5 3 5 (x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 7.328968 0.674378 12 0.507042 0.571429 5 4 5 (x,(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 8.217857 0.674966 11 0.492958 0.542857 6 3 7 (x,(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 99 57 7.717857 0.674966 11 0.492958 0.542857 5 3 6 (x,(x,((x,(x,x)),(x,((x,x),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 100 60 6.828968 0.674378 12 0.507042 0.571429 4 5 4 (x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 99 57 7.717857 0.674966 11 0.492958 0.542857 5 3 6 (x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 98 56 7.717857 0.676142 11 0.478873 0.533333 5 3 5 (x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 99 57 7.051190 0.674966 11 0.492958 0.542857 4 4 5 (x,(x,((x,(x,x)),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 98 54 7.717857 0.676142 11 0.478873 0.514286 5 4 6 (x,(x,((x,(x,x)),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 97 51 8.592857 0.677317 10 0.464789 0.485714 6 3 9 (x,(x,((x,(x,x)),(x,((x,x),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 103 65 5.928968 0.672320 13 0.549296 0.619048 3 7 3 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 6.828968 0.672614 12 0.535211 0.590476 4 3 5 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 6.828968 0.673202 12 0.521127 0.580952 4 3 4 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 6.828968 0.674378 12 0.507042 0.571429 4 4 4 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 7.717857 0.674966 11 0.492958 0.542857 5 3 6 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 99 57 7.217857 0.674966 11 0.492958 0.542857 4 3 5 (x,(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 99 59 6.828968 0.676730 12 0.492958 0.561905 4 5 4 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 98 56 7.717857 0.677317 11 0.478873 0.533333 5 3 6 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,((x,x),(x,x))))))))) 16 9 97 55 7.717857 0.678493 11 0.464789 0.523810 5 3 5 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,(x,x))))))))) 16 9 97 55 7.217857 0.678493 11 0.464789 0.523810 4 4 4 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 96 52 8.092857 0.679669 10 0.450704 0.495238 5 3 6 (x,(x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 16 10 100 60 6.162302 0.674378 12 0.507042 0.571429 3 6 3 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 99 57 7.051190 0.674966 11 0.492958 0.542857 4 4 5 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 98 56 7.051190 0.676142 11 0.478873 0.533333 4 4 4 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 97 55 7.051190 0.678493 11 0.464789 0.523810 4 4 4 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 96 52 7.926190 0.679669 10 0.450704 0.495238 5 4 6 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 96 52 7.426190 0.679669 10 0.450704 0.495238 4 4 5 (x,(x,((x,(x,x)),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 10 99 57 6.828968 0.676730 12 0.492958 0.542857 4 6 5 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 98 54 7.717857 0.677317 11 0.478873 0.514286 5 3 7 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 97 53 7.717857 0.678493 11 0.464789 0.504762 5 3 6 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 96 52 7.717857 0.680845 11 0.450704 0.495238 5 4 6 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 95 49 8.592857 0.682021 10 0.436620 0.466667 6 3 8 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 95 49 8.092857 0.682021 10 0.436620 0.466667 5 3 7 (x,(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 99 57 6.301190 0.674966 11 0.492958 0.542857 3 5 4 (x,(x,((x,(x,x)),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))))) 16 9 98 54 7.051190 0.676142 11 0.478873 0.514286 4 5 5 (x,(x,((x,(x,x)),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))))) 16 8 97 51 7.926190 0.677317 10 0.464789 0.485714 5 3 8 (x,(x,((x,(x,x)),(x,((x,((x,x),(x,x))),(x,((x,x),(x,x)))))))) 16 9 97 53 7.051190 0.678493 11 0.464789 0.504762 4 5 4 (x,(x,((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 96 50 7.926190 0.679669 10 0.450704 0.476190 5 3 6 (x,(x,((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 95 49 7.926190 0.682021 10 0.436620 0.466667 5 3 6 (x,(x,((x,(x,x)),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))))) 16 12 107 71 5.519877 0.677171 14 0.605634 0.676190 3 9 3 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 106 68 6.428968 0.677317 13 0.591549 0.647619 4 3 5 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 105 67 6.428968 0.677611 13 0.577465 0.638095 4 3 4 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 104 66 6.428968 0.678199 13 0.563380 0.628571 4 4 4 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 103 63 7.328968 0.678493 12 0.549296 0.600000 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 103 63 6.828968 0.678493 12 0.549296 0.600000 4 3 5 (x,(x,((x,(x,x)),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 103 65 6.428968 0.679375 13 0.549296 0.619048 4 5 4 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.328968 0.679669 12 0.535211 0.590476 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 101 61 7.328968 0.680257 12 0.521127 0.580952 5 3 5 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 101 61 6.828968 0.680257 12 0.521127 0.580952 4 4 4 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 100 58 7.717857 0.680845 11 0.507042 0.552381 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 102 64 6.428968 0.681727 13 0.535211 0.609524 4 6 4 (x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 101 61 7.328968 0.682021 12 0.521127 0.580952 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 100 60 7.328968 0.682609 12 0.507042 0.571429 5 3 5 (x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 99 59 7.328968 0.683785 12 0.492958 0.561905 5 4 5 (x,(x,((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 98 56 8.217857 0.684373 11 0.478873 0.533333 6 3 7 (x,(x,((x,(x,x)),((x,x),(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 98 56 7.717857 0.684373 11 0.478873 0.533333 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 99 59 6.828968 0.683785 12 0.492958 0.561905 4 5 4 (x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 98 56 7.717857 0.684373 11 0.478873 0.533333 5 3 6 (x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 97 55 7.717857 0.685549 11 0.464789 0.523810 5 3 5 (x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 98 56 7.051190 0.684373 11 0.478873 0.533333 4 4 5 (x,(x,((x,(x,x)),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 97 53 7.717857 0.685549 11 0.464789 0.504762 5 4 6 (x,(x,((x,(x,x)),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 96 50 8.592857 0.686725 10 0.450704 0.476190 6 3 9 (x,(x,((x,(x,x)),((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 101 63 6.428968 0.686431 13 0.521127 0.600000 4 7 4 (x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 7.328968 0.686725 12 0.507042 0.571429 5 3 6 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(x,(x,((x,(x,x)),((x,x),((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 94 50 8.592857 0.693780 10 0.422535 0.476190 6 3 7 (x,(x,((x,(x,x)),((x,x),((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 97 57 6.828968 0.690840 12 0.464789 0.542857 4 6 4 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 96 54 7.717857 0.691428 11 0.450704 0.514286 5 3 6 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 95 53 7.717857 0.692604 11 0.436620 0.504762 5 3 5 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 94 52 7.717857 0.694956 11 0.422535 0.495238 5 4 5 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 93 49 8.592857 0.696132 10 0.408451 0.466667 6 3 7 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 93 49 8.092857 0.696132 10 0.408451 0.466667 5 3 6 (x,(x,((x,(x,x)),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 95 53 7.051190 0.692604 11 0.436620 0.504762 4 5 4 (x,(x,((x,(x,x)),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 94 50 7.926190 0.693780 10 0.422535 0.476190 5 4 6 (x,(x,((x,(x,x)),((x,x),((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 93 49 7.926190 0.696132 10 0.408451 0.466667 5 4 5 (x,(x,((x,(x,x)),((x,x),((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 94 50 7.717857 0.694956 11 0.422535 0.476190 5 5 6 (x,(x,((x,(x,x)),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 93 47 8.592857 0.696132 10 0.408451 0.447619 6 3 8 (x,(x,((x,(x,x)),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 92 46 8.592857 0.698484 10 0.394366 0.438095 6 3 7 (x,(x,((x,(x,x)),((x,x),(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 101 63 5.928968 0.686431 13 0.521127 0.600000 3 8 3 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 6.828968 0.686725 12 0.507042 0.571429 4 3 5 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 99 59 6.828968 0.687313 12 0.492958 0.561905 4 3 4 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 98 58 6.828968 0.688489 12 0.478873 0.552381 4 4 4 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 97 55 7.717857 0.689076 11 0.464789 0.523810 5 3 6 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 97 55 7.217857 0.689076 11 0.464789 0.523810 4 3 5 (x,(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 97 57 6.828968 0.690840 12 0.464789 0.542857 4 5 4 (x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 96 54 7.717857 0.691428 11 0.450704 0.514286 5 3 6 (x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 95 53 7.717857 0.692604 11 0.436620 0.504762 5 3 5 (x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 95 53 7.217857 0.692604 11 0.436620 0.504762 4 4 4 (x,(x,((x,(x,x)),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 94 50 8.092857 0.693780 10 0.422535 0.476190 5 3 6 (x,(x,((x,(x,x)),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 96 56 6.828968 0.695544 12 0.450704 0.533333 4 6 4 (x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.717857 0.696132 11 0.436620 0.504762 5 3 6 (x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 94 52 7.717857 0.697308 11 0.422535 0.495238 5 3 5 (x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 93 51 7.717857 0.699660 11 0.408451 0.485714 5 4 5 (x,(x,((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 92 48 8.592857 0.700835 10 0.394366 0.457143 6 3 7 (x,(x,((x,(x,x)),((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 92 48 8.092857 0.700835 10 0.394366 0.457143 5 3 6 (x,(x,((x,(x,x)),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 93 51 7.217857 0.699660 11 0.408451 0.485714 4 5 4 (x,(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 92 48 8.092857 0.700835 10 0.394366 0.457143 5 3 6 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(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 93 49 7.926190 0.696132 10 0.408451 0.466667 5 4 6 (x,(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 93 49 7.426190 0.696132 10 0.408451 0.466667 4 4 5 (x,(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 93 51 7.051190 0.699660 11 0.408451 0.485714 4 5 4 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 92 48 7.926190 0.700835 10 0.394366 0.457143 5 4 6 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 91 47 7.926190 0.703187 10 0.380282 0.447619 5 4 5 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 91 47 7.426190 0.703187 10 0.380282 0.447619 4 4 4 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 90 44 8.283333 0.705539 9 0.366197 0.419048 5 4 6 (x,(x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 10 96 54 6.828968 0.695544 12 0.450704 0.514286 4 7 5 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(x,(x,((x,(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x))))))) 16 9 94 50 7.051190 0.694956 11 0.422535 0.476190 4 6 5 (x,(x,((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 93 47 7.926190 0.696132 10 0.408451 0.447619 5 3 7 (x,(x,((x,(x,x)),((x,((x,x),(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 92 46 7.926190 0.698484 10 0.394366 0.438095 5 3 6 (x,(x,((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 91 45 7.926190 0.703187 10 0.380282 0.428571 5 4 6 (x,(x,((x,(x,x)),((x,((x,x),(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 90 42 8.783333 0.705539 9 0.366197 0.400000 6 3 8 (x,(x,((x,(x,x)),((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))))) 16 7 90 42 8.283333 0.705539 9 0.366197 0.400000 5 3 7 (x,(x,((x,(x,x)),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 93 49 7.051190 0.699660 11 0.408451 0.466667 4 6 4 (x,(x,((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 92 46 7.926190 0.700835 10 0.394366 0.438095 5 3 6 (x,(x,((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 91 45 7.926190 0.703187 10 0.380282 0.428571 5 3 5 (x,(x,((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 90 44 7.926190 0.707891 10 0.366197 0.419048 5 4 5 (x,(x,((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 89 41 8.783333 0.710243 9 0.352113 0.390476 6 3 7 (x,(x,((x,(x,x)),(((x,x),(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 89 41 8.283333 0.710243 9 0.352113 0.390476 5 3 6 (x,(x,((x,(x,x)),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 12 108 72 4.853211 0.667763 15 0.619718 0.685714 2 10 2 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 5.762302 0.667910 14 0.605634 0.657143 3 4 4 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 5.762302 0.668204 14 0.591549 0.647619 3 4 3 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 5.762302 0.668792 14 0.577465 0.638095 3 4 3 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 6.662302 0.669086 13 0.563380 0.609524 4 4 5 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 104 64 6.162302 0.669086 13 0.563380 0.609524 3 4 4 (x,(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 104 66 5.762302 0.669968 14 0.563380 0.628571 3 5 3 (x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 103 63 6.662302 0.670262 13 0.549296 0.600000 4 4 5 (x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 102 62 6.662302 0.670850 13 0.535211 0.590476 4 4 4 (x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 102 62 6.162302 0.670850 13 0.535211 0.590476 3 4 3 (x,(x,((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 101 59 7.051190 0.671438 12 0.521127 0.561905 4 4 5 (x,(x,((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 103 65 5.762302 0.672320 14 0.549296 0.619048 3 6 3 (x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 6.662302 0.672614 13 0.535211 0.590476 4 4 5 (x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 6.662302 0.673202 13 0.521127 0.580952 4 4 4 (x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 6.662302 0.674378 13 0.507042 0.571429 4 4 4 (x,(x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 7.551190 0.674966 12 0.492958 0.542857 5 4 6 (x,(x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 99 57 7.051190 0.674966 12 0.492958 0.542857 4 4 5 (x,(x,((x,(x,(x,x))),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 100 60 6.162302 0.674378 13 0.507042 0.571429 3 5 3 (x,(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 99 57 7.051190 0.674966 12 0.492958 0.542857 4 4 5 (x,(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 98 56 7.051190 0.676142 12 0.478873 0.533333 4 4 4 (x,(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 99 57 6.384524 0.674966 12 0.492958 0.542857 3 4 4 (x,(x,((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 98 54 7.051190 0.676142 12 0.478873 0.514286 4 4 5 (x,(x,((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 97 51 7.926190 0.677317 11 0.464789 0.485714 5 4 8 (x,(x,((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 102 64 5.762302 0.677024 14 0.535211 0.609524 3 7 3 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 101 61 6.662302 0.677317 13 0.521127 0.580952 4 4 5 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 100 60 6.662302 0.677905 13 0.507042 0.571429 4 4 4 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 99 59 6.662302 0.679081 13 0.492958 0.561905 4 4 4 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 98 56 7.551190 0.679669 12 0.478873 0.533333 5 4 6 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 98 56 7.051190 0.679669 12 0.478873 0.533333 4 4 5 (x,(x,((x,(x,(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 98 58 6.662302 0.681433 13 0.478873 0.552381 4 5 4 (x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 97 55 7.551190 0.682021 12 0.464789 0.523810 5 4 6 (x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 96 54 7.551190 0.683197 12 0.450704 0.514286 5 4 5 (x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 96 54 7.051190 0.683197 12 0.450704 0.514286 4 4 4 (x,(x,((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 95 51 7.926190 0.684373 11 0.436620 0.485714 5 4 6 (x,(x,((x,(x,(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 98 58 6.162302 0.681433 13 0.478873 0.552381 3 6 3 (x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 97 55 7.051190 0.682021 12 0.464789 0.523810 4 4 5 (x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 96 54 7.051190 0.683197 12 0.450704 0.514286 4 4 4 (x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 95 53 7.051190 0.685549 12 0.436620 0.504762 4 4 4 (x,(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 94 50 7.926190 0.686725 11 0.422535 0.476190 5 4 6 (x,(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 94 50 7.426190 0.686725 11 0.422535 0.476190 4 4 5 (x,(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 96 54 6.384524 0.683197 12 0.450704 0.514286 3 5 3 (x,(x,((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 95 51 7.259524 0.684373 11 0.436620 0.485714 4 4 5 (x,(x,((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 94 50 7.259524 0.686725 11 0.422535 0.476190 4 4 4 (x,(x,((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 95 51 7.051190 0.685549 12 0.436620 0.485714 4 5 5 (x,(x,((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 94 48 7.926190 0.686725 11 0.422535 0.457143 5 4 7 (x,(x,((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 93 47 7.926190 0.689076 11 0.408451 0.447619 5 4 6 (x,(x,((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 101 63 5.762302 0.686431 14 0.521127 0.600000 3 8 3 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 6.662302 0.686725 13 0.507042 0.571429 4 4 5 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 99 59 6.662302 0.687313 13 0.492958 0.561905 4 4 4 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 98 58 6.662302 0.688489 13 0.478873 0.552381 4 4 4 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 97 55 7.551190 0.689076 12 0.464789 0.523810 5 4 6 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 97 55 7.051190 0.689076 12 0.464789 0.523810 4 4 5 (x,(x,((x,(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 97 57 6.662302 0.690840 13 0.464789 0.542857 4 5 4 (x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 96 54 7.551190 0.691428 12 0.450704 0.514286 5 4 6 (x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 95 53 7.551190 0.692604 12 0.436620 0.504762 5 4 5 (x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 95 53 7.051190 0.692604 12 0.436620 0.504762 4 4 4 (x,(x,((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 94 50 7.926190 0.693780 11 0.422535 0.476190 5 4 6 (x,(x,((x,(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 96 56 6.662302 0.695544 13 0.450704 0.533333 4 6 4 (x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.551190 0.696132 12 0.436620 0.504762 5 4 6 (x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 94 52 7.551190 0.697308 12 0.422535 0.495238 5 4 5 (x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 93 51 7.551190 0.699660 12 0.408451 0.485714 5 4 5 (x,(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 92 48 8.426190 0.700835 11 0.394366 0.457143 6 4 7 (x,(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 92 48 7.926190 0.700835 11 0.394366 0.457143 5 4 6 (x,(x,((x,(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 93 51 7.051190 0.699660 12 0.408451 0.485714 4 5 4 (x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 92 48 7.926190 0.700835 11 0.394366 0.457143 5 4 6 (x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 91 47 7.926190 0.703187 11 0.380282 0.447619 5 4 5 (x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 92 48 7.259524 0.700835 11 0.394366 0.457143 4 4 5 (x,(x,((x,(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 91 45 7.926190 0.703187 11 0.380282 0.428571 5 4 6 (x,(x,((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 90 42 8.783333 0.705539 10 0.366197 0.400000 6 4 9 (x,(x,((x,(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 96 56 6.162302 0.695544 13 0.450704 0.533333 3 7 3 (x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.051190 0.696132 12 0.436620 0.504762 4 4 5 (x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 94 52 7.051190 0.697308 12 0.422535 0.495238 4 4 4 (x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 93 51 7.051190 0.699660 12 0.408451 0.485714 4 4 4 (x,(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 92 48 7.926190 0.700835 11 0.394366 0.457143 5 4 6 (x,(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 92 48 7.426190 0.700835 11 0.394366 0.457143 4 4 5 (x,(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 92 50 7.051190 0.704363 12 0.394366 0.476190 4 5 4 (x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 91 47 7.926190 0.705539 11 0.380282 0.447619 5 4 6 (x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 90 46 7.926190 0.707891 11 0.366197 0.438095 5 4 5 (x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 90 46 7.426190 0.707891 11 0.366197 0.438095 4 4 4 (x,(x,((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 89 43 8.283333 0.710243 10 0.352113 0.409524 5 4 6 (x,(x,((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 93 51 6.384524 0.699660 12 0.408451 0.485714 3 6 3 (x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 92 48 7.259524 0.700835 11 0.394366 0.457143 4 4 5 (x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 91 47 7.259524 0.703187 11 0.380282 0.447619 4 4 4 (x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 90 46 7.259524 0.707891 11 0.366197 0.438095 4 4 4 (x,(x,((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 89 43 8.116667 0.710243 10 0.352113 0.409524 5 4 6 (x,(x,((x,(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 89 43 7.616667 0.710243 10 0.352113 0.409524 4 4 5 (x,(x,((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 92 48 7.051190 0.704363 12 0.394366 0.457143 4 6 5 (x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 91 45 7.926190 0.705539 11 0.380282 0.428571 5 4 7 (x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 90 44 7.926190 0.707891 11 0.366197 0.419048 5 4 6 (x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 89 43 7.926190 0.712594 11 0.352113 0.409524 5 4 6 (x,(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 88 40 8.783333 0.714946 10 0.338028 0.380952 6 4 8 (x,(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 16 7 88 40 8.283333 0.714946 10 0.338028 0.380952 5 4 7 (x,(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 92 48 6.509524 0.700835 11 0.394366 0.457143 3 5 4 (x,(x,((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))) 16 8 91 45 7.259524 0.703187 11 0.380282 0.428571 4 5 5 (x,(x,((x,(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))) 16 7 90 42 8.116667 0.705539 10 0.366197 0.400000 5 4 8 (x,(x,((x,(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))))) 16 8 90 44 7.259524 0.707891 11 0.366197 0.419048 4 5 4 (x,(x,((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 89 41 8.116667 0.710243 10 0.352113 0.390476 5 4 6 (x,(x,((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 88 40 8.116667 0.714946 10 0.338028 0.380952 5 4 6 (x,(x,((x,(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))) 16 12 107 69 5.519877 0.677171 14 0.605634 0.657143 3 10 4 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 106 66 6.428968 0.677317 13 0.591549 0.628571 4 2 6 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 105 65 6.428968 0.677611 13 0.577465 0.619048 4 3 5 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 104 64 6.428968 0.678199 13 0.563380 0.609524 4 4 5 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 103 61 7.328968 0.678493 12 0.549296 0.580952 5 2 7 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 103 61 6.828968 0.678493 12 0.549296 0.580952 4 3 6 (x,(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 103 63 6.428968 0.679375 13 0.549296 0.600000 4 5 5 (x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 102 60 7.328968 0.679669 12 0.535211 0.571429 5 2 7 (x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 101 59 7.328968 0.680257 12 0.521127 0.561905 5 3 6 (x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 101 59 6.828968 0.680257 12 0.521127 0.561905 4 4 5 (x,(x,(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 100 56 7.717857 0.680845 11 0.507042 0.533333 5 3 7 (x,(x,(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 102 62 6.428968 0.681727 13 0.535211 0.590476 4 6 5 (x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 101 59 7.328968 0.682021 12 0.521127 0.561905 5 2 7 (x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 100 58 7.328968 0.682609 12 0.507042 0.552381 5 3 6 (x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 99 57 7.328968 0.683785 12 0.492958 0.542857 5 4 6 (x,(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 98 54 8.217857 0.684373 11 0.478873 0.514286 6 2 8 (x,(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 98 54 7.717857 0.684373 11 0.478873 0.514286 5 3 7 (x,(x,(((x,x),(x,x)),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 99 57 6.828968 0.683785 12 0.492958 0.542857 4 5 5 (x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 98 54 7.717857 0.684373 11 0.478873 0.514286 5 3 7 (x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 97 53 7.717857 0.685549 11 0.464789 0.504762 5 3 6 (x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 98 54 7.051190 0.684373 11 0.478873 0.514286 4 4 6 (x,(x,(((x,x),(x,x)),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 97 51 7.717857 0.685549 11 0.464789 0.485714 5 4 7 (x,(x,(((x,x),(x,x)),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 96 48 8.592857 0.686725 10 0.450704 0.457143 6 2 10 (x,(x,(((x,x),(x,x)),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 101 61 6.428968 0.686431 13 0.521127 0.580952 4 7 5 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 100 58 7.328968 0.686725 12 0.507042 0.552381 5 2 7 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 99 57 7.328968 0.687313 12 0.492958 0.542857 5 3 6 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 98 56 7.328968 0.688489 12 0.478873 0.533333 5 4 6 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 97 53 8.217857 0.689076 11 0.464789 0.504762 6 2 8 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 97 53 7.717857 0.689076 11 0.464789 0.504762 5 3 7 (x,(x,(((x,x),(x,x)),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 97 55 7.328968 0.690840 12 0.464789 0.523810 5 5 6 (x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 96 52 8.217857 0.691428 11 0.450704 0.495238 6 2 8 (x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 95 51 8.217857 0.692604 11 0.436620 0.485714 6 3 7 (x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 95 51 7.717857 0.692604 11 0.436620 0.485714 5 4 6 (x,(x,(((x,x),(x,x)),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 94 48 8.592857 0.693780 10 0.422535 0.457143 6 3 8 (x,(x,(((x,x),(x,x)),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 97 55 6.828968 0.690840 12 0.464789 0.523810 4 6 5 (x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 96 52 7.717857 0.691428 11 0.450704 0.495238 5 3 7 (x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 95 51 7.717857 0.692604 11 0.436620 0.485714 5 3 6 (x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 94 50 7.717857 0.694956 11 0.422535 0.476190 5 4 6 (x,(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 93 47 8.592857 0.696132 10 0.408451 0.447619 6 3 8 (x,(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 93 47 8.092857 0.696132 10 0.408451 0.447619 5 3 7 (x,(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 95 51 7.051190 0.692604 11 0.436620 0.485714 4 5 5 (x,(x,(((x,x),(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 94 48 7.926190 0.693780 10 0.422535 0.457143 5 4 7 (x,(x,(((x,x),(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 93 47 7.926190 0.696132 10 0.408451 0.447619 5 4 6 (x,(x,(((x,x),(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 94 48 7.717857 0.694956 11 0.422535 0.457143 5 5 7 (x,(x,(((x,x),(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 93 45 8.592857 0.696132 10 0.408451 0.428571 6 2 9 (x,(x,(((x,x),(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 92 44 8.592857 0.698484 10 0.394366 0.419048 6 3 8 (x,(x,(((x,x),(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 100 60 6.428968 0.695838 13 0.507042 0.571429 4 8 5 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 99 57 7.328968 0.696132 12 0.492958 0.542857 5 2 7 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 98 56 7.328968 0.696720 12 0.478873 0.533333 5 3 6 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 97 55 7.328968 0.697896 12 0.464789 0.523810 5 4 6 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 96 52 8.217857 0.698484 11 0.450704 0.495238 6 2 8 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 96 52 7.717857 0.698484 11 0.450704 0.495238 5 3 7 (x,(x,(((x,x),(x,x)),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 96 54 7.328968 0.700248 12 0.450704 0.514286 5 5 6 (x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 95 51 8.217857 0.700835 11 0.436620 0.485714 6 2 8 (x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 94 50 8.217857 0.702011 11 0.422535 0.476190 6 3 7 (x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 94 50 7.717857 0.702011 11 0.422535 0.476190 5 4 6 (x,(x,(((x,x),(x,x)),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 93 47 8.592857 0.703187 10 0.408451 0.447619 6 3 8 (x,(x,(((x,x),(x,x)),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 95 53 7.328968 0.704951 12 0.436620 0.504762 5 6 6 (x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 94 50 8.217857 0.705539 11 0.422535 0.476190 6 2 8 (x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 93 49 8.217857 0.706715 11 0.408451 0.466667 6 3 7 (x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 92 48 8.217857 0.709067 11 0.394366 0.457143 6 4 7 (x,(x,(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 91 45 9.092857 0.710243 10 0.380282 0.428571 7 2 9 (x,(x,(((x,x),(x,x)),((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 91 45 8.592857 0.710243 10 0.380282 0.428571 6 3 8 (x,(x,(((x,x),(x,x)),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 92 48 7.717857 0.709067 11 0.394366 0.457143 5 5 6 (x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 91 45 8.592857 0.710243 10 0.380282 0.428571 6 3 8 (x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 90 44 8.592857 0.712594 10 0.366197 0.419048 6 3 7 (x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 91 45 7.926190 0.710243 10 0.380282 0.428571 5 4 7 (x,(x,(((x,x),(x,x)),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 90 42 8.592857 0.712594 10 0.366197 0.400000 6 4 8 (x,(x,(((x,x),(x,x)),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 89 39 9.450000 0.714946 9 0.352113 0.371429 7 2 11 (x,(x,(((x,x),(x,x)),((x,x),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 95 53 6.828968 0.704951 12 0.436620 0.504762 4 7 5 (x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 94 50 7.717857 0.705539 11 0.422535 0.476190 5 3 7 (x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 93 49 7.717857 0.706715 11 0.408451 0.466667 5 3 6 (x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 92 48 7.717857 0.709067 11 0.394366 0.457143 5 4 6 (x,(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 91 45 8.592857 0.710243 10 0.380282 0.428571 6 3 8 (x,(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 91 45 8.092857 0.710243 10 0.380282 0.428571 5 3 7 (x,(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 91 47 7.717857 0.713770 11 0.380282 0.447619 5 5 6 (x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 90 44 8.592857 0.714946 10 0.366197 0.419048 6 3 8 (x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 89 43 8.592857 0.717298 10 0.352113 0.409524 6 3 7 (x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 89 43 8.092857 0.717298 10 0.352113 0.409524 5 4 6 (x,(x,(((x,x),(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 88 40 8.950000 0.719650 9 0.338028 0.380952 6 3 8 (x,(x,(((x,x),(x,x)),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 92 48 7.051190 0.709067 11 0.394366 0.457143 4 6 5 (x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 91 45 7.926190 0.710243 10 0.380282 0.428571 5 4 7 (x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 90 44 7.926190 0.712594 10 0.366197 0.419048 5 4 6 (x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 89 43 7.926190 0.717298 10 0.352113 0.409524 5 4 6 (x,(x,(((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 88 40 8.783333 0.719650 9 0.338028 0.380952 6 4 8 (x,(x,(((x,x),(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 88 40 8.283333 0.719650 9 0.338028 0.380952 5 4 7 (x,(x,(((x,x),(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 91 45 7.717857 0.713770 11 0.380282 0.428571 5 6 7 (x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 90 42 8.592857 0.714946 10 0.366197 0.400000 6 2 9 (x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 89 41 8.592857 0.717298 10 0.352113 0.390476 6 3 8 (x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 88 40 8.592857 0.722002 10 0.338028 0.380952 6 4 8 (x,(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 87 37 9.450000 0.724353 9 0.323944 0.352381 7 2 10 (x,(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 16 7 87 37 8.950000 0.724353 9 0.323944 0.352381 6 3 9 (x,(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 91 45 7.176190 0.710243 11 0.380282 0.428571 4 5 6 (x,(x,(((x,x),(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))) 16 8 90 42 7.926190 0.712594 10 0.366197 0.400000 5 5 7 (x,(x,(((x,x),(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))) 16 7 89 39 8.783333 0.714946 9 0.352113 0.371429 6 2 10 (x,(x,(((x,x),(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,x))))))) 16 8 89 41 7.926190 0.717298 10 0.352113 0.390476 5 5 6 (x,(x,(((x,x),(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 88 38 8.783333 0.719650 9 0.338028 0.361905 6 3 8 (x,(x,(((x,x),(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 87 37 8.783333 0.724353 9 0.323944 0.352381 6 3 8 (x,(x,(((x,x),(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))) 16 11 103 65 5.012302 0.672320 15 0.549296 0.619048 2 9 2 (x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 5.912302 0.672614 14 0.535211 0.590476 3 5 4 (x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 5.912302 0.673202 14 0.521127 0.580952 3 5 3 (x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 5.912302 0.674378 14 0.507042 0.571429 3 5 3 (x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 6.801190 0.674966 13 0.492958 0.542857 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 99 57 6.301190 0.674966 13 0.492958 0.542857 3 5 4 (x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 99 59 5.912302 0.676730 14 0.492958 0.561905 3 5 3 (x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 98 56 6.801190 0.677317 13 0.478873 0.533333 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 97 55 6.801190 0.678493 13 0.464789 0.523810 4 5 4 (x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 97 55 6.301190 0.678493 13 0.464789 0.523810 3 5 3 (x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 96 52 7.176190 0.679669 12 0.450704 0.495238 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 98 58 5.912302 0.681433 14 0.478873 0.552381 3 6 3 (x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 97 55 6.801190 0.682021 13 0.464789 0.523810 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 96 54 6.801190 0.683197 13 0.450704 0.514286 4 5 4 (x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 95 53 6.801190 0.685549 13 0.436620 0.504762 4 5 4 (x,(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 94 50 7.676190 0.686725 12 0.422535 0.476190 5 5 6 (x,(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 94 50 7.176190 0.686725 12 0.422535 0.476190 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 95 53 6.301190 0.685549 13 0.436620 0.504762 3 5 3 (x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 94 50 7.176190 0.686725 12 0.422535 0.476190 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 93 49 7.176190 0.689076 12 0.408451 0.466667 4 5 4 (x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 94 50 6.509524 0.686725 12 0.422535 0.476190 3 5 4 (x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 93 47 7.176190 0.689076 12 0.408451 0.447619 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 92 44 8.033333 0.691428 11 0.394366 0.419048 5 5 8 (x,(x,((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 97 57 5.912302 0.690840 14 0.464789 0.542857 3 7 3 (x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 96 54 6.801190 0.691428 13 0.450704 0.514286 4 5 5 (x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 95 53 6.801190 0.692604 13 0.436620 0.504762 4 5 4 (x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 94 52 6.801190 0.694956 13 0.422535 0.495238 4 5 4 (x,(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 93 49 7.676190 0.696132 12 0.408451 0.466667 5 5 6 (x,(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 93 49 7.176190 0.696132 12 0.408451 0.466667 4 5 5 (x,(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 93 51 6.801190 0.699660 13 0.408451 0.485714 4 5 4 (x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 92 48 7.676190 0.700835 12 0.394366 0.457143 5 5 6 (x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 91 47 7.676190 0.703187 12 0.380282 0.447619 5 5 5 (x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 91 47 7.176190 0.703187 12 0.380282 0.447619 4 5 4 (x,(x,((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 90 44 8.033333 0.705539 11 0.366197 0.419048 5 5 6 (x,(x,((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 93 51 6.301190 0.699660 13 0.408451 0.485714 3 6 3 (x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 92 48 7.176190 0.700835 12 0.394366 0.457143 4 5 5 (x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 91 47 7.176190 0.703187 12 0.380282 0.447619 4 5 4 (x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 90 46 7.176190 0.707891 12 0.366197 0.438095 4 5 4 (x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 89 43 8.033333 0.710243 11 0.352113 0.409524 5 5 6 (x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 89 43 7.533333 0.710243 11 0.352113 0.409524 4 5 5 (x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 91 47 6.509524 0.703187 12 0.380282 0.447619 3 5 3 (x,(x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 90 44 7.366667 0.705539 11 0.366197 0.419048 4 5 5 (x,(x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 89 43 7.366667 0.710243 11 0.352113 0.409524 4 5 4 (x,(x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 90 44 7.176190 0.707891 12 0.366197 0.419048 4 5 5 (x,(x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 89 41 8.033333 0.710243 11 0.352113 0.390476 5 5 7 (x,(x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 88 40 8.033333 0.714946 11 0.338028 0.380952 5 5 6 (x,(x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 11 102 62 5.762302 0.677024 14 0.535211 0.590476 3 9 4 (x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 101 59 6.662302 0.677317 13 0.521127 0.561905 4 2 6 (x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 100 58 6.662302 0.677905 13 0.507042 0.552381 4 3 5 (x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 99 57 6.662302 0.679081 13 0.492958 0.542857 4 4 5 (x,(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 98 54 7.551190 0.679669 12 0.478873 0.514286 5 2 7 (x,(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 98 54 7.051190 0.679669 12 0.478873 0.514286 4 3 6 (x,(x,((x,((x,x),(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 98 56 6.662302 0.681433 13 0.478873 0.533333 4 5 5 (x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 97 53 7.551190 0.682021 12 0.464789 0.504762 5 2 7 (x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 96 52 7.551190 0.683197 12 0.450704 0.495238 5 3 6 (x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 96 52 7.051190 0.683197 12 0.450704 0.495238 4 4 5 (x,(x,((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 95 49 7.926190 0.684373 11 0.436620 0.466667 5 3 7 (x,(x,((x,((x,x),(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 97 55 6.662302 0.686137 13 0.464789 0.523810 4 6 5 (x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 96 52 7.551190 0.686725 12 0.450704 0.495238 5 2 7 (x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 95 51 7.551190 0.687901 12 0.436620 0.485714 5 3 6 (x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 94 50 7.551190 0.690252 12 0.422535 0.476190 5 4 6 (x,(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 93 47 8.426190 0.691428 11 0.408451 0.447619 6 2 8 (x,(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 93 47 7.926190 0.691428 11 0.408451 0.447619 5 3 7 (x,(x,((x,((x,x),(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 94 50 7.051190 0.690252 12 0.422535 0.476190 4 5 5 (x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 93 47 7.926190 0.691428 11 0.408451 0.447619 5 3 7 (x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 92 46 7.926190 0.693780 11 0.394366 0.438095 5 3 6 (x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 93 47 7.259524 0.691428 11 0.408451 0.447619 4 4 6 (x,(x,((x,((x,x),(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 92 44 7.926190 0.693780 11 0.394366 0.419048 5 4 7 (x,(x,((x,((x,x),(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 91 41 8.783333 0.696132 10 0.380282 0.390476 6 2 10 (x,(x,((x,((x,x),(x,x))),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 96 54 6.662302 0.695544 13 0.450704 0.514286 4 7 5 (x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 95 51 7.551190 0.696132 12 0.436620 0.485714 5 2 7 (x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 94 50 7.551190 0.697308 12 0.422535 0.476190 5 3 6 (x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 93 49 7.551190 0.699660 12 0.408451 0.466667 5 4 6 (x,(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 92 46 8.426190 0.700835 11 0.394366 0.438095 6 2 8 (x,(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 92 46 7.926190 0.700835 11 0.394366 0.438095 5 3 7 (x,(x,((x,((x,x),(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 92 48 7.551190 0.704363 12 0.394366 0.457143 5 5 6 (x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 91 45 8.426190 0.705539 11 0.380282 0.428571 6 2 8 (x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 90 44 8.426190 0.707891 11 0.366197 0.419048 6 3 7 (x,(x,((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 90 44 7.926190 0.707891 11 0.366197 0.419048 5 4 6 (x,(x,((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 89 41 8.783333 0.710243 10 0.352113 0.390476 6 3 8 (x,(x,((x,((x,x),(x,x))),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 92 48 7.051190 0.704363 12 0.394366 0.457143 4 6 5 (x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 91 45 7.926190 0.705539 11 0.380282 0.428571 5 3 7 (x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 90 44 7.926190 0.707891 11 0.366197 0.419048 5 3 6 (x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 89 43 7.926190 0.712594 11 0.352113 0.409524 5 4 6 (x,(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 88 40 8.783333 0.714946 10 0.338028 0.380952 6 3 8 (x,(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 88 40 8.283333 0.714946 10 0.338028 0.380952 5 3 7 (x,(x,((x,((x,x),(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 90 44 7.259524 0.707891 11 0.366197 0.419048 4 5 5 (x,(x,((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 89 41 8.116667 0.710243 10 0.352113 0.390476 5 4 7 (x,(x,((x,((x,x),(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 88 40 8.116667 0.714946 10 0.338028 0.380952 5 4 6 (x,(x,((x,((x,x),(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 89 41 7.926190 0.712594 11 0.352113 0.390476 5 5 7 (x,(x,((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 88 38 8.783333 0.714946 10 0.338028 0.361905 6 2 9 (x,(x,((x,((x,x),(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 87 37 8.783333 0.719650 10 0.323944 0.352381 6 3 8 (x,(x,((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 11 101 61 5.762302 0.686431 14 0.521127 0.580952 3 9 3 (x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 100 58 6.662302 0.686725 13 0.507042 0.552381 4 3 5 (x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 99 57 6.662302 0.687313 13 0.492958 0.542857 4 3 4 (x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 98 56 6.662302 0.688489 13 0.478873 0.533333 4 4 4 (x,(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 97 53 7.551190 0.689076 12 0.464789 0.504762 5 3 6 (x,(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 97 53 7.051190 0.689076 12 0.464789 0.504762 4 3 5 (x,(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 97 55 6.662302 0.690840 13 0.464789 0.523810 4 5 4 (x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 96 52 7.551190 0.691428 12 0.450704 0.495238 5 3 6 (x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 95 51 7.551190 0.692604 12 0.436620 0.485714 5 3 5 (x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 95 51 7.051190 0.692604 12 0.436620 0.485714 4 4 4 (x,(x,(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 94 48 7.926190 0.693780 11 0.422535 0.457143 5 3 6 (x,(x,(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 96 54 6.662302 0.695544 13 0.450704 0.514286 4 6 4 (x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 95 51 7.551190 0.696132 12 0.436620 0.485714 5 3 6 (x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 94 50 7.551190 0.697308 12 0.422535 0.476190 5 3 5 (x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 93 49 7.551190 0.699660 12 0.408451 0.466667 5 4 5 (x,(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 92 46 8.426190 0.700835 11 0.394366 0.438095 6 3 7 (x,(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 92 46 7.926190 0.700835 11 0.394366 0.438095 5 3 6 (x,(x,(((x,x),(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 93 49 7.051190 0.699660 12 0.408451 0.466667 4 5 4 (x,(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 92 46 7.926190 0.700835 11 0.394366 0.438095 5 3 6 (x,(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 91 45 7.926190 0.703187 11 0.380282 0.428571 5 3 5 (x,(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 92 46 7.259524 0.700835 11 0.394366 0.438095 4 4 5 (x,(x,(((x,x),(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 91 43 7.926190 0.703187 11 0.380282 0.409524 5 4 6 (x,(x,(((x,x),(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 90 40 8.783333 0.705539 10 0.366197 0.380952 6 3 9 (x,(x,(((x,x),(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 95 53 6.662302 0.704951 13 0.436620 0.504762 4 7 4 (x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 94 50 7.551190 0.705539 12 0.422535 0.476190 5 3 6 (x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 93 49 7.551190 0.706715 12 0.408451 0.466667 5 3 5 (x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 92 48 7.551190 0.709067 12 0.394366 0.457143 5 4 5 (x,(x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 91 45 8.426190 0.710243 11 0.380282 0.428571 6 3 7 (x,(x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 91 45 7.926190 0.710243 11 0.380282 0.428571 5 3 6 (x,(x,(((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 91 47 7.551190 0.713770 12 0.380282 0.447619 5 5 5 (x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 90 44 8.426190 0.714946 11 0.366197 0.419048 6 3 7 (x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 89 43 8.426190 0.717298 11 0.352113 0.409524 6 3 6 (x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 89 43 7.926190 0.717298 11 0.352113 0.409524 5 4 5 (x,(x,(((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 88 40 8.783333 0.719650 10 0.338028 0.380952 6 3 7 (x,(x,(((x,x),(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 91 47 7.051190 0.713770 12 0.380282 0.447619 4 6 4 (x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 90 44 7.926190 0.714946 11 0.366197 0.419048 5 3 6 (x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 89 43 7.926190 0.717298 11 0.352113 0.409524 5 3 5 (x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 88 42 7.926190 0.722002 11 0.338028 0.400000 5 4 5 (x,(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 87 39 8.783333 0.724353 10 0.323944 0.371429 6 3 7 (x,(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 87 39 8.283333 0.724353 10 0.323944 0.371429 5 3 6 (x,(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 89 43 7.259524 0.717298 11 0.352113 0.409524 4 5 4 (x,(x,(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 88 40 8.116667 0.719650 10 0.338028 0.380952 5 4 6 (x,(x,(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 87 39 8.116667 0.724353 10 0.323944 0.371429 5 4 5 (x,(x,(((x,x),(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 88 40 7.926190 0.722002 11 0.338028 0.380952 5 5 6 (x,(x,(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 87 37 8.783333 0.724353 10 0.323944 0.352381 6 3 8 (x,(x,(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 86 36 8.783333 0.729057 10 0.309859 0.342857 6 3 7 (x,(x,(((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 100 60 5.112302 0.674378 15 0.507042 0.571429 2 8 2 (x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 99 57 6.001190 0.674966 14 0.492958 0.542857 3 6 4 (x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 98 56 6.001190 0.676142 14 0.478873 0.533333 3 6 3 (x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 97 55 6.001190 0.678493 14 0.464789 0.523810 3 6 3 (x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 96 52 6.876190 0.679669 13 0.450704 0.495238 4 6 5 (x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 96 52 6.376190 0.679669 13 0.450704 0.495238 3 6 4 (x,(x,((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 96 54 6.001190 0.683197 14 0.450704 0.514286 3 6 3 (x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 95 51 6.876190 0.684373 13 0.436620 0.485714 4 6 5 (x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 94 50 6.876190 0.686725 13 0.422535 0.476190 4 6 4 (x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 94 50 6.376190 0.686725 13 0.422535 0.476190 3 6 3 (x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 8 93 47 7.176190 0.689076 12 0.408451 0.447619 4 6 5 (x,(x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 95 53 6.001190 0.692604 14 0.436620 0.504762 3 6 3 (x,(x,((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 94 50 6.876190 0.693780 13 0.422535 0.476190 4 6 5 (x,(x,((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 93 49 6.876190 0.696132 13 0.408451 0.466667 4 6 4 (x,(x,((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 92 48 6.876190 0.700835 13 0.394366 0.457143 4 6 4 (x,(x,((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 8 91 45 7.676190 0.703187 12 0.380282 0.428571 5 6 6 (x,(x,((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,x))))))) 16 8 91 45 7.176190 0.703187 12 0.380282 0.428571 4 6 5 (x,(x,((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 92 48 6.376190 0.700835 13 0.394366 0.457143 3 6 3 (x,(x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 8 91 45 7.176190 0.703187 12 0.380282 0.428571 4 6 5 (x,(x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 8 90 44 7.176190 0.707891 12 0.366197 0.419048 4 6 4 (x,(x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 8 91 45 6.509524 0.703187 12 0.380282 0.428571 3 6 4 (x,(x,((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 8 90 42 7.176190 0.707891 12 0.366197 0.400000 4 6 5 (x,(x,((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 8 89 39 7.926190 0.712594 11 0.352113 0.371429 5 6 8 (x,(x,((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 99 57 5.912302 0.676730 14 0.492958 0.542857 3 8 4 (x,(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 98 54 6.801190 0.677317 13 0.478873 0.514286 4 2 6 (x,(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 97 53 6.801190 0.678493 13 0.464789 0.504762 4 3 5 (x,(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 96 52 6.801190 0.680845 13 0.450704 0.495238 4 4 5 (x,(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 95 49 7.676190 0.682021 12 0.436620 0.466667 5 2 7 (x,(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 95 49 7.176190 0.682021 12 0.436620 0.466667 4 3 6 (x,(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 95 51 6.801190 0.685549 13 0.436620 0.485714 4 5 5 (x,(x,((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 94 48 7.676190 0.686725 12 0.422535 0.457143 5 2 7 (x,(x,((x,(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 93 47 7.676190 0.689076 12 0.408451 0.447619 5 3 6 (x,(x,((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 93 47 7.176190 0.689076 12 0.408451 0.447619 4 4 5 (x,(x,((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 92 44 8.033333 0.691428 11 0.394366 0.419048 5 3 7 (x,(x,((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 94 50 6.801190 0.694956 13 0.422535 0.476190 4 6 5 (x,(x,((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 93 47 7.676190 0.696132 12 0.408451 0.447619 5 2 7 (x,(x,((x,(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 92 46 7.676190 0.698484 12 0.394366 0.438095 5 3 6 (x,(x,((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 91 45 7.676190 0.703187 12 0.380282 0.428571 5 4 6 (x,(x,((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 90 42 8.533333 0.705539 11 0.366197 0.400000 6 2 8 (x,(x,((x,(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 90 42 8.033333 0.705539 11 0.366197 0.400000 5 3 7 (x,(x,((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 91 45 7.176190 0.703187 12 0.380282 0.428571 4 5 5 (x,(x,((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 90 42 8.033333 0.705539 11 0.366197 0.400000 5 3 7 (x,(x,((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 89 41 8.033333 0.710243 11 0.352113 0.390476 5 3 6 (x,(x,((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 90 42 7.366667 0.705539 11 0.366197 0.400000 4 4 6 (x,(x,((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 89 39 8.033333 0.710243 11 0.352113 0.371429 5 4 7 (x,(x,((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 7 88 36 8.783333 0.714946 10 0.338028 0.342857 6 2 10 (x,(x,((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 98 56 5.912302 0.681433 14 0.478873 0.533333 3 8 3 (x,(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 97 53 6.801190 0.682021 13 0.464789 0.504762 4 3 5 (x,(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 96 52 6.801190 0.683197 13 0.450704 0.495238 4 3 4 (x,(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 95 51 6.801190 0.685549 13 0.436620 0.485714 4 4 4 (x,(x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 94 48 7.676190 0.686725 12 0.422535 0.457143 5 3 6 (x,(x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 94 48 7.176190 0.686725 12 0.422535 0.457143 4 3 5 (x,(x,((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 94 50 6.801190 0.690252 13 0.422535 0.476190 4 5 4 (x,(x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 93 47 7.676190 0.691428 12 0.408451 0.447619 5 3 6 (x,(x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 92 46 7.676190 0.693780 12 0.394366 0.438095 5 3 5 (x,(x,((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 92 46 7.176190 0.693780 12 0.394366 0.438095 4 4 4 (x,(x,((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 91 43 8.033333 0.696132 11 0.380282 0.409524 5 3 6 (x,(x,((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 93 49 6.801190 0.699660 13 0.408451 0.466667 4 6 4 (x,(x,((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 92 46 7.676190 0.700835 12 0.394366 0.438095 5 3 6 (x,(x,((x,((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 91 45 7.676190 0.703187 12 0.380282 0.428571 5 3 5 (x,(x,((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 90 44 7.676190 0.707891 12 0.366197 0.419048 5 4 5 (x,(x,((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 89 41 8.533333 0.710243 11 0.352113 0.390476 6 3 7 (x,(x,((x,((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 89 41 8.033333 0.710243 11 0.352113 0.390476 5 3 6 (x,(x,((x,((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 90 44 7.176190 0.707891 12 0.366197 0.419048 4 5 4 (x,(x,((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 89 41 8.033333 0.710243 11 0.352113 0.390476 5 3 6 (x,(x,((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 88 40 8.033333 0.714946 11 0.338028 0.380952 5 3 5 (x,(x,((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 89 41 7.366667 0.710243 11 0.352113 0.390476 4 4 5 (x,(x,((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 88 38 8.033333 0.714946 11 0.338028 0.361905 5 4 6 (x,(x,((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 7 87 35 8.783333 0.719650 10 0.323944 0.333333 6 3 9 (x,(x,((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 97 55 5.912302 0.690840 14 0.464789 0.523810 3 8 3 (x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 96 52 6.801190 0.691428 13 0.450704 0.495238 4 4 5 (x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 95 51 6.801190 0.692604 13 0.436620 0.485714 4 4 4 (x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 94 50 6.801190 0.694956 13 0.422535 0.476190 4 4 4 (x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 93 47 7.676190 0.696132 12 0.408451 0.447619 5 4 6 (x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 93 47 7.176190 0.696132 12 0.408451 0.447619 4 4 5 (x,(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 93 49 6.801190 0.699660 13 0.408451 0.466667 4 5 4 (x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 92 46 7.676190 0.700835 12 0.394366 0.438095 5 4 6 (x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 91 45 7.676190 0.703187 12 0.380282 0.428571 5 4 5 (x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 91 45 7.176190 0.703187 12 0.380282 0.428571 4 4 4 (x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 90 42 8.033333 0.705539 11 0.366197 0.400000 5 4 6 (x,(x,(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 92 48 6.801190 0.709067 13 0.394366 0.457143 4 6 4 (x,(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 91 45 7.676190 0.710243 12 0.380282 0.428571 5 4 6 (x,(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 90 44 7.676190 0.712594 12 0.366197 0.419048 5 4 5 (x,(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 89 43 7.676190 0.717298 12 0.352113 0.409524 5 4 5 (x,(x,(((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 88 40 8.533333 0.719650 11 0.338028 0.380952 6 4 7 (x,(x,(((x,x),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 88 40 8.033333 0.719650 11 0.338028 0.380952 5 4 6 (x,(x,(((x,x),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 89 43 7.176190 0.717298 12 0.352113 0.409524 4 5 4 (x,(x,(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 88 40 8.033333 0.719650 11 0.338028 0.380952 5 4 6 (x,(x,(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 87 39 8.033333 0.724353 11 0.323944 0.371429 5 4 5 (x,(x,(((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 88 40 7.366667 0.719650 11 0.338028 0.380952 4 4 5 (x,(x,(((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 87 37 8.033333 0.724353 11 0.323944 0.352381 5 4 6 (x,(x,(((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 7 86 34 8.783333 0.729057 10 0.309859 0.323810 6 4 9 (x,(x,(((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 96 52 6.662302 0.695544 13 0.450704 0.495238 4 8 5 (x,(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 95 49 7.551190 0.696132 12 0.436620 0.466667 5 2 7 (x,(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 94 48 7.551190 0.697308 12 0.422535 0.457143 5 3 6 (x,(x,(((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 93 47 7.551190 0.699660 12 0.408451 0.447619 5 4 6 (x,(x,(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 92 44 8.426190 0.700835 11 0.394366 0.419048 6 2 8 (x,(x,(((x,x),((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 92 44 7.926190 0.700835 11 0.394366 0.419048 5 3 7 (x,(x,(((x,x),((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 92 46 7.551190 0.704363 12 0.394366 0.438095 5 5 6 (x,(x,(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 91 43 8.426190 0.705539 11 0.380282 0.409524 6 2 8 (x,(x,(((x,x),((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 90 42 8.426190 0.707891 11 0.366197 0.400000 6 3 7 (x,(x,(((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 90 42 7.926190 0.707891 11 0.366197 0.400000 5 4 6 (x,(x,(((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 89 39 8.783333 0.710243 10 0.352113 0.371429 6 3 8 (x,(x,(((x,x),((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 91 45 7.551190 0.713770 12 0.380282 0.428571 5 6 6 (x,(x,(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 90 42 8.426190 0.714946 11 0.366197 0.400000 6 2 8 (x,(x,(((x,x),((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 89 41 8.426190 0.717298 11 0.352113 0.390476 6 3 7 (x,(x,(((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 88 40 8.426190 0.722002 11 0.338028 0.380952 6 4 7 (x,(x,(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 87 37 9.283333 0.724353 10 0.323944 0.352381 7 2 9 (x,(x,(((x,x),((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 87 37 8.783333 0.724353 10 0.323944 0.352381 6 3 8 (x,(x,(((x,x),((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 88 40 7.926190 0.722002 11 0.338028 0.380952 5 5 6 (x,(x,(((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 87 37 8.783333 0.724353 10 0.323944 0.352381 6 3 8 (x,(x,(((x,x),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 86 36 8.783333 0.729057 10 0.309859 0.342857 6 3 7 (x,(x,(((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 87 37 8.116667 0.724353 10 0.323944 0.352381 5 4 7 (x,(x,(((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 86 34 8.783333 0.729057 10 0.309859 0.323810 6 4 8 (x,(x,(((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 85 31 9.616667 0.733761 9 0.295775 0.295238 7 2 11 (x,(x,(((x,x),((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 96 52 6.162302 0.695544 13 0.450704 0.495238 3 8 4 (x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 95 49 7.051190 0.696132 12 0.436620 0.466667 4 3 6 (x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 94 48 7.051190 0.697308 12 0.422535 0.457143 4 3 5 (x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 93 47 7.051190 0.699660 12 0.408451 0.447619 4 4 5 (x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 92 44 7.926190 0.700835 11 0.394366 0.419048 5 3 7 (x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 92 44 7.426190 0.700835 11 0.394366 0.419048 4 3 6 (x,(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 92 46 7.051190 0.704363 12 0.394366 0.438095 4 5 5 (x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 91 43 7.926190 0.705539 11 0.380282 0.409524 5 3 7 (x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 90 42 7.926190 0.707891 11 0.366197 0.400000 5 3 6 (x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 90 42 7.426190 0.707891 11 0.366197 0.400000 4 4 5 (x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 89 39 8.283333 0.710243 10 0.352113 0.371429 5 3 7 (x,(x,(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 91 45 7.051190 0.713770 12 0.380282 0.428571 4 6 5 (x,(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 90 42 7.926190 0.714946 11 0.366197 0.400000 5 3 7 (x,(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 89 41 7.926190 0.717298 11 0.352113 0.390476 5 3 6 (x,(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 88 40 7.926190 0.722002 11 0.338028 0.380952 5 4 6 (x,(x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 87 37 8.783333 0.724353 10 0.323944 0.352381 6 3 8 (x,(x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 87 37 8.283333 0.724353 10 0.323944 0.352381 5 3 7 (x,(x,(((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 88 40 7.426190 0.722002 11 0.338028 0.380952 4 5 5 (x,(x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 87 37 8.283333 0.724353 10 0.323944 0.352381 5 3 7 (x,(x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 86 36 8.283333 0.729057 10 0.309859 0.342857 5 3 6 (x,(x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 87 37 7.616667 0.724353 10 0.323944 0.352381 4 4 6 (x,(x,(((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 86 34 8.283333 0.729057 10 0.309859 0.323810 5 4 7 (x,(x,(((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 85 31 9.116667 0.733761 9 0.295775 0.295238 6 3 10 (x,(x,(((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 99 57 5.167857 0.674966 15 0.492958 0.542857 2 7 3 (x,(x,((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,(x,(x,x))))))))) 16 9 98 54 6.001190 0.676142 14 0.478873 0.514286 3 7 4 (x,(x,((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 97 51 6.876190 0.677317 13 0.464789 0.485714 4 2 7 (x,(x,((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,x),(x,x)))))))) 16 9 97 53 6.001190 0.678493 14 0.464789 0.504762 3 7 3 (x,(x,((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 96 50 6.876190 0.679669 13 0.450704 0.476190 4 3 5 (x,(x,((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 95 49 6.876190 0.682021 13 0.436620 0.466667 4 3 5 (x,(x,((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))))) 16 9 96 52 6.001190 0.683197 14 0.450704 0.495238 3 7 3 (x,(x,((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 95 49 6.876190 0.684373 13 0.436620 0.466667 4 4 5 (x,(x,((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 94 48 6.876190 0.686725 13 0.422535 0.457143 4 4 4 (x,(x,((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 93 47 6.876190 0.691428 13 0.408451 0.447619 4 4 5 (x,(x,((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x)))))))) 16 9 95 49 6.801190 0.685549 13 0.436620 0.466667 4 7 5 (x,(x,((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 94 46 7.676190 0.686725 12 0.422535 0.438095 5 2 7 (x,(x,((x,((x,x),((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 93 45 7.676190 0.689076 12 0.408451 0.428571 5 3 6 (x,(x,((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 92 44 7.676190 0.693780 12 0.394366 0.419048 5 4 6 (x,(x,((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 91 41 8.533333 0.696132 11 0.380282 0.390476 6 2 9 (x,(x,((x,((x,x),((x,x),(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 9 95 49 6.301190 0.685549 13 0.436620 0.466667 3 7 4 (x,(x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 94 46 7.176190 0.686725 12 0.422535 0.438095 4 3 6 (x,(x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 93 45 7.176190 0.689076 12 0.408451 0.428571 4 3 5 (x,(x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 92 44 7.176190 0.693780 12 0.394366 0.419048 4 4 5 (x,(x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 91 41 8.033333 0.696132 11 0.380282 0.390476 5 3 7 (x,(x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 91 41 7.533333 0.696132 11 0.380282 0.390476 4 3 7 (x,(x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 9 95 51 6.001190 0.692604 14 0.436620 0.485714 3 7 3 (x,(x,(((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 94 48 6.876190 0.693780 13 0.422535 0.457143 4 5 5 (x,(x,(((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 93 47 6.876190 0.696132 13 0.408451 0.447619 4 5 4 (x,(x,(((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 92 46 6.876190 0.700835 13 0.394366 0.438095 4 5 4 (x,(x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x)))))))) 16 8 91 43 7.676190 0.703187 12 0.380282 0.409524 5 5 6 (x,(x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x))))))) 16 8 91 43 7.176190 0.703187 12 0.380282 0.409524 4 5 5 (x,(x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 91 45 6.876190 0.710243 13 0.380282 0.428571 4 5 5 (x,(x,(((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x)))))))) 16 9 94 48 6.801190 0.694956 13 0.422535 0.457143 4 7 5 (x,(x,(((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 93 45 7.676190 0.696132 12 0.408451 0.428571 5 2 7 (x,(x,(((x,x),(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 92 44 7.676190 0.698484 12 0.394366 0.419048 5 3 6 (x,(x,(((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 91 43 7.676190 0.703187 12 0.380282 0.409524 5 4 6 (x,(x,(((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 90 40 8.533333 0.705539 11 0.366197 0.380952 6 2 8 (x,(x,(((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 90 40 8.033333 0.705539 11 0.366197 0.380952 5 3 7 (x,(x,(((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 90 42 7.676190 0.712594 12 0.366197 0.400000 5 5 6 (x,(x,(((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 89 39 8.533333 0.714946 11 0.352113 0.371429 6 2 9 (x,(x,(((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 9 93 47 6.801190 0.699660 13 0.408451 0.447619 4 7 4 (x,(x,(((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 92 44 7.676190 0.700835 12 0.394366 0.419048 5 3 6 (x,(x,(((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 91 43 7.676190 0.703187 12 0.380282 0.409524 5 3 5 (x,(x,(((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 90 42 7.676190 0.707891 12 0.366197 0.400000 5 4 5 (x,(x,(((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 89 39 8.533333 0.710243 11 0.352113 0.371429 6 3 7 (x,(x,(((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 89 39 8.033333 0.710243 11 0.352113 0.371429 5 3 6 (x,(x,(((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 89 41 7.676190 0.717298 12 0.352113 0.390476 5 5 5 (x,(x,(((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 88 38 8.533333 0.719650 11 0.338028 0.361905 6 3 7 (x,(x,(((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 87 37 8.533333 0.724353 11 0.323944 0.352381 6 3 7 (x,(x,(((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 9 93 47 6.301190 0.699660 13 0.408451 0.447619 3 7 3 (x,(x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 92 44 7.176190 0.700835 12 0.394366 0.419048 4 4 5 (x,(x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 91 43 7.176190 0.703187 12 0.380282 0.409524 4 4 4 (x,(x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 90 42 7.176190 0.707891 12 0.366197 0.400000 4 4 4 (x,(x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 89 39 8.033333 0.710243 11 0.352113 0.371429 5 4 6 (x,(x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 89 39 7.533333 0.710243 11 0.352113 0.371429 4 4 5 (x,(x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 89 41 7.176190 0.717298 12 0.352113 0.390476 4 5 4 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(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))))) 16 13 121 87 5.103211 0.677391 15 0.802817 0.828571 3 3 3 (x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 120 86 5.103211 0.677538 15 0.788732 0.819048 3 4 3 (x,((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 119 83 6.019877 0.677611 14 0.774648 0.790476 4 2 5 (x,((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))))) 16 12 119 83 5.519877 0.677611 14 0.774648 0.790476 3 3 4 (x,((x,x),(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 119 85 5.103211 0.677832 15 0.774648 0.809524 3 5 3 (x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 118 82 6.019877 0.677905 14 0.760563 0.780952 4 2 5 (x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))))) 16 12 117 81 6.019877 0.678052 14 0.746479 0.771429 4 3 4 (x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))))) 16 12 117 81 5.519877 0.678052 14 0.746479 0.771429 3 4 3 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(x,((x,x),(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))))) 16 12 113 77 5.519877 0.680698 14 0.690141 0.733333 3 6 3 (x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 16 11 112 74 6.428968 0.680845 13 0.676056 0.704762 4 3 5 (x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))))) 16 11 111 73 6.428968 0.681139 13 0.661972 0.695238 4 3 4 (x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))))) 16 11 110 72 6.428968 0.681727 13 0.647887 0.685714 4 4 4 (x,((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))))) 16 10 109 69 7.328968 0.682021 12 0.633803 0.657143 5 3 6 (x,((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))))) 16 10 109 69 6.828968 0.682021 12 0.633803 0.657143 4 3 5 (x,((x,x),(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))))) 16 11 111 73 5.762302 0.681139 13 0.661972 0.695238 3 5 3 (x,((x,x),(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 110 70 6.662302 0.681433 12 0.647887 0.666667 4 4 5 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(x,((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))))) 16 8 95 51 7.176190 0.717298 11 0.436620 0.485714 4 5 5 (x,((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 95 53 6.801190 0.720826 12 0.436620 0.504762 4 5 4 (x,((x,x),(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 94 50 7.676190 0.722002 11 0.422535 0.476190 5 5 6 (x,((x,x),(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))))) 16 8 93 49 7.676190 0.724353 11 0.408451 0.466667 5 5 5 (x,((x,x),(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))))) 16 8 93 49 7.176190 0.724353 11 0.408451 0.466667 4 5 4 (x,((x,x),(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))))) 16 8 92 46 7.926190 0.726705 10 0.394366 0.438095 5 5 6 (x,((x,x),(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))))) 16 10 98 56 6.662302 0.714358 12 0.478873 0.533333 4 7 5 (x,((x,x),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 97 53 7.551190 0.714946 11 0.464789 0.504762 5 2 7 (x,((x,x),(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 96 52 7.551190 0.716122 11 0.450704 0.495238 5 3 6 (x,((x,x),(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 95 51 7.551190 0.718474 11 0.436620 0.485714 5 4 6 (x,((x,x),(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 94 48 8.426190 0.719650 10 0.422535 0.457143 6 2 8 (x,((x,x),(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 94 48 7.926190 0.719650 10 0.422535 0.457143 5 3 7 (x,((x,x),(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 94 50 7.551190 0.723178 11 0.422535 0.476190 5 5 6 (x,((x,x),(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 93 47 8.426190 0.724353 10 0.408451 0.447619 6 2 8 (x,((x,x),(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 92 46 8.426190 0.726705 10 0.394366 0.438095 6 3 7 (x,((x,x),(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 92 46 7.926190 0.726705 10 0.394366 0.438095 5 4 6 (x,((x,x),(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 91 43 8.783333 0.729057 9 0.380282 0.409524 6 3 8 (x,((x,x),(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 10 97 55 6.662302 0.719062 12 0.464789 0.523810 4 7 4 (x,((x,x),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 96 52 7.551190 0.719650 11 0.450704 0.495238 5 3 6 (x,((x,x),(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 95 51 7.551190 0.720826 11 0.436620 0.485714 5 3 5 (x,((x,x),(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 94 50 7.551190 0.723178 11 0.422535 0.476190 5 4 5 (x,((x,x),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 93 47 8.426190 0.724353 10 0.408451 0.447619 6 3 7 (x,((x,x),(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 93 47 7.926190 0.724353 10 0.408451 0.447619 5 3 6 (x,((x,x),(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 93 49 7.551190 0.727881 11 0.408451 0.466667 5 5 5 (x,((x,x),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 92 46 8.426190 0.729057 10 0.394366 0.438095 6 3 7 (x,((x,x),(x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 91 45 8.426190 0.731409 10 0.380282 0.428571 6 3 6 (x,((x,x),(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 91 45 7.926190 0.731409 10 0.380282 0.428571 5 4 5 (x,((x,x),(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 90 42 8.783333 0.733761 9 0.366197 0.400000 6 3 7 (x,((x,x),(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 9 98 56 6.001190 0.712594 13 0.478873 0.533333 3 6 4 (x,((x,x),(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,x))))))))) 16 9 97 53 6.801190 0.713770 12 0.464789 0.504762 4 6 5 (x,((x,x),(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,x))))))))) 16 8 96 50 7.676190 0.714946 11 0.450704 0.476190 5 2 8 (x,((x,x),(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,x)))))))) 16 9 96 52 6.801190 0.716122 12 0.450704 0.495238 4 6 4 (x,((x,x),(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,x))))))))) 16 8 95 49 7.676190 0.717298 11 0.436620 0.466667 5 3 6 (x,((x,x),(x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,x)))))))) 16 8 94 48 7.676190 0.719650 11 0.422535 0.457143 5 3 6 (x,((x,x),(x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,x)))))))) 16 9 95 51 6.801190 0.720826 12 0.436620 0.485714 4 6 4 (x,((x,x),(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))))) 16 8 94 48 7.676190 0.722002 11 0.422535 0.457143 5 4 6 (x,((x,x),(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))))) 16 8 93 47 7.676190 0.724353 11 0.408451 0.447619 5 4 5 (x,((x,x),(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))))) 16 8 92 46 7.676190 0.729057 11 0.394366 0.438095 5 4 6 (x,((x,x),(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))))) 16 9 94 48 7.551190 0.723178 11 0.422535 0.457143 5 6 6 (x,((x,x),(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 93 45 8.426190 0.724353 10 0.408451 0.428571 6 2 8 (x,((x,x),(x,(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 92 44 8.426190 0.726705 10 0.394366 0.419048 6 3 7 (x,((x,x),(x,(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 91 43 8.426190 0.731409 10 0.380282 0.409524 6 4 7 (x,((x,x),(x,(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 90 40 9.283333 0.733761 9 0.366197 0.380952 7 2 10 (x,((x,x),(x,(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x))))))) 16 9 94 48 7.051190 0.723178 11 0.422535 0.457143 4 6 5 (x,((x,x),(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 93 45 7.926190 0.724353 10 0.408451 0.428571 5 3 7 (x,((x,x),(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 92 44 7.926190 0.726705 10 0.394366 0.419048 5 3 6 (x,((x,x),(x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 91 43 7.926190 0.731409 10 0.380282 0.409524 5 4 6 (x,((x,x),(x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 90 40 8.783333 0.733761 9 0.366197 0.380952 6 3 8 (x,((x,x),(x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 90 40 8.283333 0.733761 9 0.366197 0.380952 5 3 8 (x,((x,x),(x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 13 113 79 5.103211 0.714873 15 0.690141 0.752381 3 11 3 (x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 112 76 6.019877 0.714946 14 0.676056 0.723810 4 2 5 (x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 111 75 6.019877 0.715093 14 0.661972 0.714286 4 3 4 (x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 110 74 6.019877 0.715387 14 0.647887 0.704762 4 4 4 (x,((x,x),((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 109 71 6.928968 0.715534 13 0.633803 0.676190 5 2 6 (x,((x,x),((x,x),(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 109 71 6.428968 0.715534 13 0.633803 0.676190 4 3 5 (x,((x,x),((x,x),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 109 73 6.019877 0.715975 14 0.633803 0.695238 4 5 4 (x,((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 108 70 6.928968 0.716122 13 0.619718 0.666667 5 2 6 (x,((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 107 69 6.928968 0.716416 13 0.605634 0.657143 5 3 5 (x,((x,x),((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 107 69 6.428968 0.716416 13 0.605634 0.657143 4 4 4 (x,((x,x),((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.716710 12 0.591549 0.628571 5 3 6 (x,((x,x),((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 108 72 6.019877 0.717151 14 0.619718 0.685714 4 6 4 (x,((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 6.928968 0.717298 13 0.605634 0.657143 5 2 6 (x,((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 6.928968 0.717592 13 0.591549 0.647619 5 3 5 (x,((x,x),((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 6.928968 0.718180 13 0.577465 0.638095 5 4 5 (x,((x,x),((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 7.828968 0.718474 12 0.563380 0.609524 6 2 7 (x,((x,x),((x,x),(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.718474 12 0.563380 0.609524 5 3 6 (x,((x,x),((x,x),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 105 67 6.428968 0.718180 13 0.577465 0.638095 4 5 4 (x,((x,x),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.718474 12 0.563380 0.609524 5 3 6 (x,((x,x),((x,x),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.719062 12 0.549296 0.600000 5 3 5 (x,((x,x),((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 104 64 6.662302 0.718474 12 0.563380 0.609524 4 4 5 (x,((x,x),((x,x),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 103 61 7.328968 0.719062 12 0.549296 0.580952 5 4 6 (x,((x,x),((x,x),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 102 58 8.217857 0.719650 11 0.535211 0.552381 6 2 9 (x,((x,x),((x,x),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 107 71 6.019877 0.719503 14 0.605634 0.676190 4 7 4 (x,((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 106 68 6.928968 0.719650 13 0.591549 0.647619 5 2 6 (x,((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 105 67 6.928968 0.719944 13 0.577465 0.638095 5 3 5 (x,((x,x),((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 104 66 6.928968 0.720532 13 0.563380 0.628571 5 4 5 (x,((x,x),((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 103 63 7.828968 0.720826 12 0.549296 0.600000 6 2 7 (x,((x,x),((x,x),(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.720826 12 0.549296 0.600000 5 3 6 (x,((x,x),((x,x),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 103 65 6.928968 0.721708 13 0.549296 0.619048 5 5 5 (x,((x,x),((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.828968 0.722002 12 0.535211 0.590476 6 2 7 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(x,((x,x),((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 91 47 8.592857 0.759630 10 0.380282 0.447619 6 3 7 (x,((x,x),((x,(x,x)),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 93 53 7.328968 0.761394 12 0.408451 0.504762 5 6 5 (x,((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 8.217857 0.761982 11 0.394366 0.476190 6 3 7 (x,((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 91 49 8.217857 0.763158 11 0.380282 0.466667 6 3 6 (x,((x,x),((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 90 48 8.217857 0.765510 11 0.366197 0.457143 6 4 6 (x,((x,x),((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 89 45 9.092857 0.766686 10 0.352113 0.428571 7 3 8 (x,((x,x),((x,(x,x)),((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 89 45 8.592857 0.766686 10 0.352113 0.428571 6 3 7 (x,((x,x),((x,(x,x)),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 90 48 7.717857 0.765510 11 0.366197 0.457143 5 5 5 (x,((x,x),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 89 45 8.592857 0.766686 10 0.352113 0.428571 6 3 7 (x,((x,x),((x,(x,x)),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 88 44 8.592857 0.769038 10 0.338028 0.419048 6 3 6 (x,((x,x),((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 89 45 7.926190 0.766686 10 0.352113 0.428571 5 4 6 (x,((x,x),((x,(x,x)),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 88 42 8.592857 0.769038 10 0.338028 0.400000 6 4 7 (x,((x,x),((x,(x,x)),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 87 39 9.450000 0.771389 9 0.323944 0.371429 7 3 10 (x,((x,x),((x,(x,x)),((x,x),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 93 53 6.828968 0.761394 12 0.408451 0.504762 4 7 4 (x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.717857 0.761982 11 0.394366 0.476190 5 3 6 (x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 91 49 7.717857 0.763158 11 0.380282 0.466667 5 3 5 (x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 90 48 7.717857 0.765510 11 0.366197 0.457143 5 4 5 (x,((x,x),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 89 45 8.592857 0.766686 10 0.352113 0.428571 6 3 7 (x,((x,x),((x,(x,x)),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 89 45 8.092857 0.766686 10 0.352113 0.428571 5 3 6 (x,((x,x),((x,(x,x)),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 89 47 7.717857 0.770213 11 0.352113 0.447619 5 5 5 (x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 88 44 8.592857 0.771389 10 0.338028 0.419048 6 3 7 (x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 87 43 8.592857 0.773741 10 0.323944 0.409524 6 3 6 (x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 87 43 8.092857 0.773741 10 0.323944 0.409524 5 4 5 (x,((x,x),((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 86 40 8.950000 0.776093 9 0.309859 0.380952 6 3 7 (x,((x,x),((x,(x,x)),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 90 48 7.051190 0.765510 11 0.366197 0.457143 4 6 4 (x,((x,x),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 89 45 7.926190 0.766686 10 0.352113 0.428571 5 4 6 (x,((x,x),((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 88 44 7.926190 0.769038 10 0.338028 0.419048 5 4 5 (x,((x,x),((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 87 43 7.926190 0.773741 10 0.323944 0.409524 5 4 5 (x,((x,x),((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 86 40 8.783333 0.776093 9 0.309859 0.380952 6 4 7 (x,((x,x),((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 86 40 8.283333 0.776093 9 0.309859 0.380952 5 4 6 (x,((x,x),((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 89 45 7.717857 0.770213 11 0.352113 0.428571 5 6 6 (x,((x,x),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 88 42 8.592857 0.771389 10 0.338028 0.400000 6 3 8 (x,((x,x),((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 87 41 8.592857 0.773741 10 0.323944 0.390476 6 3 7 (x,((x,x),((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 86 40 8.592857 0.778445 10 0.309859 0.380952 6 4 7 (x,((x,x),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 85 37 9.450000 0.780797 9 0.295775 0.352381 7 3 9 (x,((x,x),((x,(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 16 7 85 37 8.950000 0.780797 9 0.295775 0.352381 6 3 8 (x,((x,x),((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 89 45 7.176190 0.766686 11 0.352113 0.428571 4 5 5 (x,((x,x),((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))) 16 8 88 42 7.926190 0.769038 10 0.338028 0.400000 5 5 6 (x,((x,x),((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))) 16 7 87 39 8.783333 0.771389 9 0.323944 0.371429 6 3 9 (x,((x,x),((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,x))))))) 16 8 87 41 7.926190 0.773741 10 0.323944 0.390476 5 5 5 (x,((x,x),((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 86 38 8.783333 0.776093 9 0.309859 0.361905 6 3 7 (x,((x,x),((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 85 37 8.783333 0.780797 9 0.295775 0.352381 6 3 7 (x,((x,x),((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))) 16 11 99 61 5.762302 0.742874 14 0.492958 0.580952 3 9 3 (x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 98 58 6.662302 0.743168 13 0.478873 0.552381 4 4 5 (x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 97 57 6.662302 0.743756 13 0.464789 0.542857 4 4 4 (x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 96 56 6.662302 0.744932 13 0.450704 0.533333 4 4 4 (x,((x,x),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 95 53 7.551190 0.745520 12 0.436620 0.504762 5 4 6 (x,((x,x),((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 95 53 7.051190 0.745520 12 0.436620 0.504762 4 4 5 (x,((x,x),((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 95 55 6.662302 0.747283 13 0.436620 0.523810 4 5 4 (x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 94 52 7.551190 0.747871 12 0.422535 0.495238 5 4 6 (x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 93 51 7.551190 0.749047 12 0.408451 0.485714 5 4 5 (x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 93 51 7.051190 0.749047 12 0.408451 0.485714 4 4 4 (x,((x,x),((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 92 48 7.926190 0.750223 11 0.394366 0.457143 5 4 6 (x,((x,x),((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 94 54 6.662302 0.751987 13 0.422535 0.514286 4 6 4 (x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 93 51 7.551190 0.752575 12 0.408451 0.485714 5 4 6 (x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 92 50 7.551190 0.753751 12 0.394366 0.476190 5 4 5 (x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 91 49 7.551190 0.756103 12 0.380282 0.466667 5 4 5 (x,((x,x),((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 90 46 8.426190 0.757279 11 0.366197 0.438095 6 4 7 (x,((x,x),((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 90 46 7.926190 0.757279 11 0.366197 0.438095 5 4 6 (x,((x,x),((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 91 49 7.051190 0.756103 12 0.380282 0.466667 4 5 4 (x,((x,x),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 90 46 7.926190 0.757279 11 0.366197 0.438095 5 4 6 (x,((x,x),((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 89 45 7.926190 0.759630 11 0.352113 0.428571 5 4 5 (x,((x,x),((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 90 46 7.259524 0.757279 11 0.366197 0.438095 4 4 5 (x,((x,x),((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 89 43 7.926190 0.759630 11 0.352113 0.409524 5 4 6 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(x,((x,x),((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 11 98 58 6.428968 0.752281 13 0.478873 0.552381 4 9 5 (x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 97 55 7.328968 0.752575 12 0.464789 0.523810 5 2 7 (x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 96 54 7.328968 0.753163 12 0.450704 0.514286 5 3 6 (x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 95 53 7.328968 0.754339 12 0.436620 0.504762 5 4 6 (x,((x,x),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 94 50 8.217857 0.754927 11 0.422535 0.476190 6 2 8 (x,((x,x),(((x,x),(x,x)),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 94 50 7.717857 0.754927 11 0.422535 0.476190 5 3 7 (x,((x,x),(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 94 52 7.328968 0.756691 12 0.422535 0.495238 5 5 6 (x,((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 93 49 8.217857 0.757279 11 0.408451 0.466667 6 2 8 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(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 93 51 6.801190 0.749047 13 0.408451 0.485714 4 5 4 (x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 92 50 6.801190 0.751399 13 0.394366 0.476190 4 5 4 (x,((x,x),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 91 47 7.676190 0.752575 12 0.380282 0.447619 5 5 6 (x,((x,x),((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 91 47 7.176190 0.752575 12 0.380282 0.447619 4 5 5 (x,((x,x),((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 91 49 6.801190 0.756103 13 0.380282 0.466667 4 5 4 (x,((x,x),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 90 46 7.676190 0.757279 12 0.366197 0.438095 5 5 6 (x,((x,x),((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 89 45 7.676190 0.759630 12 0.352113 0.428571 5 5 5 (x,((x,x),((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 89 45 7.176190 0.759630 12 0.352113 0.428571 4 5 4 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(x,((x,x),((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x))))))) 16 8 89 43 7.176190 0.759630 12 0.352113 0.409524 4 6 5 (x,((x,x),((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 89 45 6.876190 0.766686 13 0.352113 0.428571 4 6 4 (x,((x,x),((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x)))))))) 16 8 88 42 7.676190 0.769038 12 0.338028 0.400000 5 6 6 (x,((x,x),((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,x))))))) 16 8 87 41 7.676190 0.773741 12 0.323944 0.390476 5 6 5 (x,((x,x),((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,x))))))) 16 8 87 41 7.176190 0.773741 12 0.323944 0.390476 4 6 4 (x,((x,x),((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,x))))))) 16 8 86 38 7.926190 0.778445 11 0.309859 0.361905 5 6 6 (x,((x,x),((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,x)))))) 16 9 92 48 6.801190 0.751399 13 0.394366 0.457143 4 7 5 (x,((x,x),((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 91 45 7.676190 0.752575 12 0.380282 0.428571 5 2 7 (x,((x,x),((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 90 44 7.676190 0.754927 12 0.366197 0.419048 5 3 6 (x,((x,x),((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 89 43 7.676190 0.759630 12 0.352113 0.409524 5 4 6 (x,((x,x),((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 88 40 8.533333 0.761982 11 0.338028 0.380952 6 2 8 (x,((x,x),((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 88 40 8.033333 0.761982 11 0.338028 0.380952 5 3 7 (x,((x,x),((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 88 42 7.676190 0.769038 12 0.338028 0.400000 5 5 6 (x,((x,x),((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 87 39 8.533333 0.771389 11 0.323944 0.371429 6 2 8 (x,((x,x),((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 86 38 8.533333 0.776093 11 0.309859 0.361905 6 3 7 (x,((x,x),((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 7 86 38 8.033333 0.776093 11 0.309859 0.361905 5 4 6 (x,((x,x),((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,x))))))) 16 7 85 35 8.783333 0.780797 10 0.295775 0.333333 6 3 8 (x,((x,x),((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,x)))))) 16 9 91 47 6.801190 0.756103 13 0.380282 0.447619 4 7 4 (x,((x,x),((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 90 44 7.676190 0.757279 12 0.366197 0.419048 5 3 6 (x,((x,x),((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 89 43 7.676190 0.759630 12 0.352113 0.409524 5 3 5 (x,((x,x),((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 88 42 7.676190 0.764334 12 0.338028 0.400000 5 4 5 (x,((x,x),((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 87 39 8.533333 0.766686 11 0.323944 0.371429 6 3 7 (x,((x,x),((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 87 39 8.033333 0.766686 11 0.323944 0.371429 5 3 6 (x,((x,x),((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 87 41 7.676190 0.773741 12 0.323944 0.390476 5 5 5 (x,((x,x),((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 86 38 8.533333 0.776093 11 0.309859 0.361905 6 3 7 (x,((x,x),((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 85 37 8.533333 0.780797 11 0.295775 0.352381 6 3 6 (x,((x,x),((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 7 85 37 8.033333 0.780797 11 0.295775 0.352381 5 4 5 (x,((x,x),((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))))) 16 7 84 34 8.783333 0.785500 10 0.281690 0.323810 6 3 7 (x,((x,x),((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))))) 16 9 90 46 6.801190 0.765510 13 0.366197 0.438095 4 7 4 (x,((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 89 43 7.676190 0.766686 12 0.352113 0.409524 5 4 6 (x,((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 88 42 7.676190 0.769038 12 0.338028 0.400000 5 4 5 (x,((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 87 41 7.676190 0.773741 12 0.323944 0.390476 5 4 5 (x,((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 86 38 8.533333 0.776093 11 0.309859 0.361905 6 4 7 (x,((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 86 38 8.033333 0.776093 11 0.309859 0.361905 5 4 6 (x,((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 86 40 7.676190 0.783148 12 0.309859 0.380952 5 5 5 (x,((x,x),(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 85 37 8.533333 0.785500 11 0.295775 0.352381 6 4 7 (x,((x,x),(((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 84 36 8.533333 0.790204 11 0.281690 0.342857 6 4 6 (x,((x,x),(((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 7 84 36 8.033333 0.790204 11 0.281690 0.342857 5 4 5 (x,((x,x),(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))))) 16 7 83 33 8.783333 0.794907 10 0.267606 0.314286 6 4 7 (x,((x,x),(((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))))) 16 9 89 43 7.551190 0.770213 12 0.352113 0.409524 5 7 6 (x,((x,x),(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 88 40 8.426190 0.771389 11 0.338028 0.380952 6 2 8 (x,((x,x),(((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 87 39 8.426190 0.773741 11 0.323944 0.371429 6 3 7 (x,((x,x),(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 86 38 8.426190 0.778445 11 0.309859 0.361905 6 4 7 (x,((x,x),(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 85 35 9.283333 0.780797 10 0.295775 0.333333 7 2 9 (x,((x,x),(((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,x))))))) 16 7 85 35 8.783333 0.780797 10 0.295775 0.333333 6 3 8 (x,((x,x),(((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 37 8.426190 0.787852 11 0.295775 0.352381 6 5 7 (x,((x,x),(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 34 9.283333 0.790204 10 0.281690 0.323810 7 2 9 (x,((x,x),(((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,x))))))) 16 7 83 33 9.283333 0.794907 10 0.267606 0.314286 7 3 8 (x,((x,x),(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,x))))))) 16 7 83 33 8.783333 0.794907 10 0.267606 0.314286 6 4 7 (x,((x,x),(((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x))))))) 16 6 82 30 9.616667 0.799611 9 0.253521 0.285714 7 3 9 (x,((x,x),(((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,x)))))) 16 9 89 43 7.051190 0.770213 12 0.352113 0.409524 4 7 5 (x,((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 88 40 7.926190 0.771389 11 0.338028 0.380952 5 3 7 (x,((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 87 39 7.926190 0.773741 11 0.323944 0.371429 5 3 6 (x,((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 86 38 7.926190 0.778445 11 0.309859 0.361905 5 4 6 (x,((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 85 35 8.783333 0.780797 10 0.295775 0.333333 6 3 8 (x,((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,x))))))) 16 7 85 35 8.283333 0.780797 10 0.295775 0.333333 5 3 7 (x,((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 37 7.926190 0.787852 11 0.295775 0.352381 5 5 6 (x,((x,x),(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 34 8.783333 0.790204 10 0.281690 0.323810 6 3 8 (x,((x,x),(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,x))))))) 16 7 83 33 8.783333 0.794907 10 0.267606 0.314286 6 3 7 (x,((x,x),(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,x))))))) 16 7 83 33 8.283333 0.794907 10 0.267606 0.314286 5 4 6 (x,((x,x),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))) 16 6 82 30 9.116667 0.799611 9 0.253521 0.285714 6 3 8 (x,((x,x),(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))) 16 13 113 79 4.603211 0.714873 16 0.690141 0.752381 2 12 2 (x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 112 76 5.519877 0.714946 15 0.676056 0.723810 3 3 4 (x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 111 75 5.519877 0.715093 15 0.661972 0.714286 3 3 3 (x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 110 74 5.519877 0.715387 15 0.647887 0.704762 3 4 3 (x,((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 109 71 6.428968 0.715534 14 0.633803 0.676190 4 3 5 (x,((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 109 71 5.928968 0.715534 14 0.633803 0.676190 3 3 4 (x,((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 109 73 5.519877 0.715975 15 0.633803 0.695238 3 5 3 (x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 108 70 6.428968 0.716122 14 0.619718 0.666667 4 3 5 (x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 107 69 6.428968 0.716416 14 0.605634 0.657143 4 3 4 (x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 107 69 5.928968 0.716416 14 0.605634 0.657143 3 4 3 (x,((x,(x,x)),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 106 66 6.828968 0.716710 13 0.591549 0.628571 4 3 5 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(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 96 56 6.828968 0.744932 13 0.450704 0.533333 4 4 4 (x,((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 95 53 7.717857 0.745520 12 0.436620 0.504762 5 3 6 (x,((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 95 53 7.217857 0.745520 12 0.436620 0.504762 4 3 5 (x,((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 95 55 6.828968 0.747283 13 0.436620 0.523810 4 5 4 (x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 94 52 7.717857 0.747871 12 0.422535 0.495238 5 3 6 (x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 93 51 7.717857 0.749047 12 0.408451 0.485714 5 3 5 (x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 93 51 7.217857 0.749047 12 0.408451 0.485714 4 4 4 (x,((x,(x,x)),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 92 48 8.092857 0.750223 11 0.394366 0.457143 5 3 6 (x,((x,(x,x)),(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 94 54 6.828968 0.751987 13 0.422535 0.514286 4 6 4 (x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 93 51 7.717857 0.752575 12 0.408451 0.485714 5 3 6 (x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 92 50 7.717857 0.753751 12 0.394366 0.476190 5 3 5 (x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 91 49 7.717857 0.756103 12 0.380282 0.466667 5 4 5 (x,((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 90 46 8.592857 0.757279 11 0.366197 0.438095 6 3 7 (x,((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 90 46 8.092857 0.757279 11 0.366197 0.438095 5 3 6 (x,((x,(x,x)),(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 91 49 7.217857 0.756103 12 0.380282 0.466667 4 5 4 (x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 90 46 8.092857 0.757279 11 0.366197 0.438095 5 3 6 (x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 89 45 8.092857 0.759630 11 0.352113 0.428571 5 3 5 (x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 90 46 7.426190 0.757279 11 0.366197 0.438095 4 4 5 (x,((x,(x,x)),(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 89 43 8.092857 0.759630 11 0.352113 0.409524 5 4 6 (x,((x,(x,x)),(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 88 40 8.950000 0.761982 10 0.338028 0.380952 6 3 9 (x,((x,(x,x)),(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 95 55 6.162302 0.747283 13 0.436620 0.523810 3 7 3 (x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 94 52 7.051190 0.747871 12 0.422535 0.495238 4 4 5 (x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 93 51 7.051190 0.749047 12 0.408451 0.485714 4 4 4 (x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 92 50 7.051190 0.751399 12 0.394366 0.476190 4 4 4 (x,((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 91 47 7.926190 0.752575 11 0.380282 0.447619 5 4 6 (x,((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 91 47 7.426190 0.752575 11 0.380282 0.447619 4 4 5 (x,((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 91 49 7.051190 0.756103 12 0.380282 0.466667 4 5 4 (x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 90 46 7.926190 0.757279 11 0.366197 0.438095 5 4 6 (x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 89 45 7.926190 0.759630 11 0.352113 0.428571 5 4 5 (x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 89 45 7.426190 0.759630 11 0.352113 0.428571 4 4 4 (x,((x,(x,x)),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 88 42 8.283333 0.761982 10 0.338028 0.400000 5 4 6 (x,((x,(x,x)),(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 10 94 52 6.828968 0.751987 13 0.422535 0.495238 4 7 5 (x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 93 49 7.717857 0.752575 12 0.408451 0.466667 5 3 7 (x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 92 48 7.717857 0.753751 12 0.394366 0.457143 5 3 6 (x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 91 47 7.717857 0.756103 12 0.380282 0.447619 5 4 6 (x,((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 90 44 8.592857 0.757279 11 0.366197 0.419048 6 3 8 (x,((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 90 44 8.092857 0.757279 11 0.366197 0.419048 5 3 7 (x,((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 90 46 7.717857 0.760806 12 0.366197 0.438095 5 5 6 (x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 89 43 8.592857 0.761982 11 0.352113 0.409524 6 3 8 (x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 88 42 8.592857 0.764334 11 0.338028 0.400000 6 3 7 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(x,((x,(x,x)),(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x))))))) 16 9 92 48 7.051190 0.751399 12 0.394366 0.457143 4 6 5 (x,((x,(x,x)),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 91 45 7.926190 0.752575 11 0.380282 0.428571 5 3 7 (x,((x,(x,x)),(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 90 44 7.926190 0.754927 11 0.366197 0.419048 5 3 6 (x,((x,(x,x)),(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 89 43 7.926190 0.759630 11 0.352113 0.409524 5 4 6 (x,((x,(x,x)),(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 88 40 8.783333 0.761982 10 0.338028 0.380952 6 3 8 (x,((x,(x,x)),(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))))) 16 7 88 40 8.283333 0.761982 10 0.338028 0.380952 5 3 7 (x,((x,(x,x)),(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 91 47 7.051190 0.756103 12 0.380282 0.447619 4 6 4 (x,((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 90 44 7.926190 0.757279 11 0.366197 0.419048 5 3 6 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(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.785500 11 0.338028 0.419048 5 4 6 (x,((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 88 44 7.426190 0.785500 11 0.338028 0.419048 4 4 5 (x,((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 88 46 7.051190 0.789028 12 0.338028 0.438095 4 5 4 (x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 87 43 7.926190 0.790204 11 0.323944 0.409524 5 4 6 (x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 86 42 7.926190 0.792556 11 0.309859 0.400000 5 4 5 (x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 86 42 7.426190 0.792556 11 0.309859 0.400000 4 4 4 (x,((x,(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 39 8.283333 0.794907 10 0.295775 0.371429 5 4 6 (x,((x,(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 87 45 7.051190 0.798435 12 0.323944 0.428571 4 6 4 (x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.799611 11 0.309859 0.400000 5 4 6 (x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.926190 0.801963 11 0.295775 0.390476 5 4 5 (x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.926190 0.806666 11 0.281690 0.380952 5 4 5 (x,((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.783333 0.809018 10 0.267606 0.352381 6 4 7 (x,((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 83 37 8.283333 0.809018 10 0.267606 0.352381 5 4 6 (x,((x,(x,x)),((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 84 40 7.426190 0.806666 11 0.281690 0.380952 4 5 4 (x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 83 37 8.283333 0.809018 10 0.267606 0.352381 5 4 6 (x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 82 36 8.283333 0.813722 10 0.253521 0.342857 5 4 5 (x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 83 37 7.616667 0.809018 10 0.267606 0.352381 4 4 5 (x,((x,(x,x)),((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 82 34 8.283333 0.813722 10 0.253521 0.323810 5 4 6 (x,((x,(x,x)),((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 81 31 9.116667 0.818425 9 0.239437 0.295238 6 4 9 (x,((x,(x,x)),((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 91 49 6.828968 0.789616 13 0.380282 0.466667 4 8 5 (x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 46 7.717857 0.790204 12 0.366197 0.438095 5 3 7 (x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 89 45 7.717857 0.791380 12 0.352113 0.428571 5 3 6 (x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 88 44 7.717857 0.793731 12 0.338028 0.419048 5 4 6 (x,((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 87 41 8.592857 0.794907 11 0.323944 0.390476 6 3 8 (x,((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 87 41 8.092857 0.794907 11 0.323944 0.390476 5 3 7 (x,((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 87 43 7.717857 0.798435 12 0.323944 0.409524 5 5 6 (x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 86 40 8.592857 0.799611 11 0.309859 0.380952 6 3 8 (x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 85 39 8.592857 0.801963 11 0.295775 0.371429 6 3 7 (x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 85 39 8.092857 0.801963 11 0.295775 0.371429 5 4 6 (x,((x,(x,x)),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 8.950000 0.804315 10 0.281690 0.342857 6 3 8 (x,((x,(x,x)),(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 86 42 7.717857 0.807842 12 0.309859 0.400000 5 6 6 (x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 8.592857 0.809018 11 0.295775 0.371429 6 3 8 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(x,((x,(x,x)),((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 41 7.176190 0.801963 12 0.295775 0.390476 4 5 4 (x,((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 38 8.033333 0.804315 11 0.281690 0.361905 5 5 6 (x,((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 83 37 8.033333 0.809018 11 0.267606 0.352381 5 5 5 (x,((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 7 83 37 7.533333 0.809018 11 0.267606 0.352381 4 5 4 (x,((x,(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))))) 16 7 82 34 8.283333 0.813722 10 0.253521 0.323810 5 5 6 (x,((x,(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))))) 16 9 88 44 7.051190 0.789028 12 0.338028 0.419048 4 7 5 (x,((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 87 41 7.926190 0.790204 11 0.323944 0.390476 5 3 7 (x,((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 86 40 7.926190 0.792556 11 0.309859 0.380952 5 3 6 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(x,((x,(x,x)),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 12 105 69 4.853211 0.733614 16 0.577465 0.657143 2 11 2 (x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 104 66 5.762302 0.733761 15 0.563380 0.628571 3 4 4 (x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 103 65 5.762302 0.734055 15 0.549296 0.619048 3 4 3 (x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 102 64 5.762302 0.734643 15 0.535211 0.609524 3 4 3 (x,((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 101 61 6.662302 0.734937 14 0.521127 0.580952 4 4 5 (x,((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 101 61 6.162302 0.734937 14 0.521127 0.580952 3 4 4 (x,((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 101 63 5.762302 0.735818 15 0.521127 0.600000 3 5 3 (x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 100 60 6.662302 0.736112 14 0.507042 0.571429 4 4 5 (x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 99 59 6.662302 0.736700 14 0.492958 0.561905 4 4 4 (x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 99 59 6.162302 0.736700 14 0.492958 0.561905 3 4 3 (x,((x,(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 98 56 7.051190 0.737288 13 0.478873 0.533333 4 4 5 (x,((x,(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 100 62 5.762302 0.738170 15 0.507042 0.590476 3 6 3 (x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 99 59 6.662302 0.738464 14 0.492958 0.561905 4 4 5 (x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 98 58 6.662302 0.739052 14 0.478873 0.552381 4 4 4 (x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 97 57 6.662302 0.740228 14 0.464789 0.542857 4 4 4 (x,((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 96 54 7.551190 0.740816 13 0.450704 0.514286 5 4 6 (x,((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 96 54 7.051190 0.740816 13 0.450704 0.514286 4 4 5 (x,((x,(x,(x,x))),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 97 57 6.162302 0.740228 14 0.464789 0.542857 3 5 3 (x,((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 96 54 7.051190 0.740816 13 0.450704 0.514286 4 4 5 (x,((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 95 53 7.051190 0.741992 13 0.436620 0.504762 4 4 4 (x,((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 96 54 6.384524 0.740816 13 0.450704 0.514286 3 4 4 (x,((x,(x,(x,x))),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 95 51 7.051190 0.741992 13 0.436620 0.485714 4 4 5 (x,((x,(x,(x,x))),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 94 48 7.926190 0.743168 12 0.422535 0.457143 5 4 8 (x,((x,(x,(x,x))),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 99 61 5.762302 0.742874 15 0.492958 0.580952 3 7 3 (x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 98 58 6.662302 0.743168 14 0.478873 0.552381 4 4 5 (x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 97 57 6.662302 0.743756 14 0.464789 0.542857 4 4 4 (x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 96 56 6.662302 0.744932 14 0.450704 0.533333 4 4 4 (x,((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 95 53 7.551190 0.745520 13 0.436620 0.504762 5 4 6 (x,((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 95 53 7.051190 0.745520 13 0.436620 0.504762 4 4 5 (x,((x,(x,(x,x))),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 95 55 6.662302 0.747283 14 0.436620 0.523810 4 5 4 (x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 94 52 7.551190 0.747871 13 0.422535 0.495238 5 4 6 (x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 93 51 7.551190 0.749047 13 0.408451 0.485714 5 4 5 (x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 93 51 7.051190 0.749047 13 0.408451 0.485714 4 4 4 (x,((x,(x,(x,x))),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 92 48 7.926190 0.750223 12 0.394366 0.457143 5 4 6 (x,((x,(x,(x,x))),(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 95 55 6.162302 0.747283 14 0.436620 0.523810 3 6 3 (x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 94 52 7.051190 0.747871 13 0.422535 0.495238 4 4 5 (x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 93 51 7.051190 0.749047 13 0.408451 0.485714 4 4 4 (x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 92 50 7.051190 0.751399 13 0.394366 0.476190 4 4 4 (x,((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 91 47 7.926190 0.752575 12 0.380282 0.447619 5 4 6 (x,((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 91 47 7.426190 0.752575 12 0.380282 0.447619 4 4 5 (x,((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 93 51 6.384524 0.749047 13 0.408451 0.485714 3 5 3 (x,((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 92 48 7.259524 0.750223 12 0.394366 0.457143 4 4 5 (x,((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 91 47 7.259524 0.752575 12 0.380282 0.447619 4 4 4 (x,((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 92 48 7.051190 0.751399 13 0.394366 0.457143 4 5 5 (x,((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 91 45 7.926190 0.752575 12 0.380282 0.428571 5 4 7 (x,((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 90 44 7.926190 0.754927 12 0.366197 0.419048 5 4 6 (x,((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 98 60 5.762302 0.752281 15 0.478873 0.571429 3 8 3 (x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 97 57 6.662302 0.752575 14 0.464789 0.542857 4 4 5 (x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 96 56 6.662302 0.753163 14 0.450704 0.533333 4 4 4 (x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 95 55 6.662302 0.754339 14 0.436620 0.523810 4 4 4 (x,((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 94 52 7.551190 0.754927 13 0.422535 0.495238 5 4 6 (x,((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 94 52 7.051190 0.754927 13 0.422535 0.495238 4 4 5 (x,((x,(x,(x,x))),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 94 54 6.662302 0.756691 14 0.422535 0.514286 4 5 4 (x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 93 51 7.551190 0.757279 13 0.408451 0.485714 5 4 6 (x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 92 50 7.551190 0.758454 13 0.394366 0.476190 5 4 5 (x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 92 50 7.051190 0.758454 13 0.394366 0.476190 4 4 4 (x,((x,(x,(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 91 47 7.926190 0.759630 12 0.380282 0.447619 5 4 6 (x,((x,(x,(x,x))),(x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 93 53 6.662302 0.761394 14 0.408451 0.504762 4 6 4 (x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.551190 0.761982 13 0.394366 0.476190 5 4 6 (x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 91 49 7.551190 0.763158 13 0.380282 0.466667 5 4 5 (x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 90 48 7.551190 0.765510 13 0.366197 0.457143 5 4 5 (x,((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 89 45 8.426190 0.766686 12 0.352113 0.428571 6 4 7 (x,((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 89 45 7.926190 0.766686 12 0.352113 0.428571 5 4 6 (x,((x,(x,(x,x))),(x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 90 48 7.051190 0.765510 13 0.366197 0.457143 4 5 4 (x,((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 89 45 7.926190 0.766686 12 0.352113 0.428571 5 4 6 (x,((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 88 44 7.926190 0.769038 12 0.338028 0.419048 5 4 5 (x,((x,(x,(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 89 45 7.259524 0.766686 12 0.352113 0.428571 4 4 5 (x,((x,(x,(x,x))),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 88 42 7.926190 0.769038 12 0.338028 0.400000 5 4 6 (x,((x,(x,(x,x))),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 87 39 8.783333 0.771389 11 0.323944 0.371429 6 4 9 (x,((x,(x,(x,x))),(x,((x,x),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 93 53 6.162302 0.761394 14 0.408451 0.504762 3 7 3 (x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.051190 0.761982 13 0.394366 0.476190 4 4 5 (x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 91 49 7.051190 0.763158 13 0.380282 0.466667 4 4 4 (x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 90 48 7.051190 0.765510 13 0.366197 0.457143 4 4 4 (x,((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 89 45 7.926190 0.766686 12 0.352113 0.428571 5 4 6 (x,((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 89 45 7.426190 0.766686 12 0.352113 0.428571 4 4 5 (x,((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 89 47 7.051190 0.770213 13 0.352113 0.447619 4 5 4 (x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.771389 12 0.338028 0.419048 5 4 6 (x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 87 43 7.926190 0.773741 12 0.323944 0.409524 5 4 5 (x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 87 43 7.426190 0.773741 12 0.323944 0.409524 4 4 4 (x,((x,(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 86 40 8.283333 0.776093 11 0.309859 0.380952 5 4 6 (x,((x,(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 90 48 6.384524 0.765510 13 0.366197 0.457143 3 6 3 (x,((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 89 45 7.259524 0.766686 12 0.352113 0.428571 4 4 5 (x,((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 88 44 7.259524 0.769038 12 0.338028 0.419048 4 4 4 (x,((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 87 43 7.259524 0.773741 12 0.323944 0.409524 4 4 4 (x,((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 86 40 8.116667 0.776093 11 0.309859 0.380952 5 4 6 (x,((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 86 40 7.616667 0.776093 11 0.309859 0.380952 4 4 5 (x,((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 89 45 7.051190 0.770213 13 0.352113 0.428571 4 6 5 (x,((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 88 42 7.926190 0.771389 12 0.338028 0.400000 5 4 7 (x,((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 87 41 7.926190 0.773741 12 0.323944 0.390476 5 4 6 (x,((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 86 40 7.926190 0.778445 12 0.309859 0.380952 5 4 6 (x,((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 85 37 8.783333 0.780797 11 0.295775 0.352381 6 4 8 (x,((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 16 7 85 37 8.283333 0.780797 11 0.295775 0.352381 5 4 7 (x,((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 89 45 6.509524 0.766686 12 0.352113 0.428571 3 5 4 (x,((x,(x,(x,x))),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))) 16 8 88 42 7.259524 0.769038 12 0.338028 0.400000 4 5 5 (x,((x,(x,(x,x))),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))) 16 7 87 39 8.116667 0.771389 11 0.323944 0.371429 5 4 8 (x,((x,(x,(x,x))),(x,((x,((x,x),(x,x))),(x,((x,x),(x,x))))))) 16 8 87 41 7.259524 0.773741 12 0.323944 0.390476 4 5 4 (x,((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 86 38 8.116667 0.776093 11 0.309859 0.361905 5 4 6 (x,((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 85 37 8.116667 0.780797 11 0.295775 0.352381 5 4 6 (x,((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))) 16 11 97 59 5.762302 0.771095 15 0.464789 0.561905 3 9 3 (x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 96 56 6.662302 0.771389 14 0.450704 0.533333 4 4 5 (x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 95 55 6.662302 0.771977 14 0.436620 0.523810 4 4 4 (x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 94 54 6.662302 0.773153 14 0.422535 0.514286 4 4 4 (x,((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 93 51 7.551190 0.773741 13 0.408451 0.485714 5 4 6 (x,((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 93 51 7.051190 0.773741 13 0.408451 0.485714 4 4 5 (x,((x,(x,(x,x))),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 93 53 6.662302 0.775505 14 0.408451 0.504762 4 5 4 (x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.551190 0.776093 13 0.394366 0.476190 5 4 6 (x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 91 49 7.551190 0.777269 13 0.380282 0.466667 5 4 5 (x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 91 49 7.051190 0.777269 13 0.380282 0.466667 4 4 4 (x,((x,(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 90 46 7.926190 0.778445 12 0.366197 0.438095 5 4 6 (x,((x,(x,(x,x))),((x,x),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 92 52 6.662302 0.780209 14 0.394366 0.495238 4 6 4 (x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 91 49 7.551190 0.780797 13 0.380282 0.466667 5 4 6 (x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 90 48 7.551190 0.781972 13 0.366197 0.457143 5 4 5 (x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 89 47 7.551190 0.784324 13 0.352113 0.447619 5 4 5 (x,((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 88 44 8.426190 0.785500 12 0.338028 0.419048 6 4 7 (x,((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 88 44 7.926190 0.785500 12 0.338028 0.419048 5 4 6 (x,((x,(x,(x,x))),((x,x),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 89 47 7.051190 0.784324 13 0.352113 0.447619 4 5 4 (x,((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.785500 12 0.338028 0.419048 5 4 6 (x,((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 87 43 7.926190 0.787852 12 0.323944 0.409524 5 4 5 (x,((x,(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 88 44 7.259524 0.785500 12 0.338028 0.419048 4 4 5 (x,((x,(x,(x,x))),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 87 41 7.926190 0.787852 12 0.323944 0.390476 5 4 6 (x,((x,(x,(x,x))),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 86 38 8.783333 0.790204 11 0.309859 0.361905 6 4 9 (x,((x,(x,(x,x))),((x,x),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 91 51 6.662302 0.789616 14 0.380282 0.485714 4 7 4 (x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 48 7.551190 0.790204 13 0.366197 0.457143 5 4 6 (x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 89 47 7.551190 0.791380 13 0.352113 0.447619 5 4 5 (x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 88 46 7.551190 0.793731 13 0.338028 0.438095 5 4 5 (x,((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 87 43 8.426190 0.794907 12 0.323944 0.409524 6 4 7 (x,((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 87 43 7.926190 0.794907 12 0.323944 0.409524 5 4 6 (x,((x,(x,(x,x))),((x,x),((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 87 45 7.551190 0.798435 13 0.323944 0.428571 5 5 5 (x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 86 42 8.426190 0.799611 12 0.309859 0.400000 6 4 7 (x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 85 41 8.426190 0.801963 12 0.295775 0.390476 6 4 6 (x,((x,(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 85 41 7.926190 0.801963 12 0.295775 0.390476 5 4 5 (x,((x,(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 84 38 8.783333 0.804315 11 0.281690 0.361905 6 4 7 (x,((x,(x,(x,x))),((x,x),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 87 45 7.051190 0.798435 13 0.323944 0.428571 4 6 4 (x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.799611 12 0.309859 0.400000 5 4 6 (x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.926190 0.801963 12 0.295775 0.390476 5 4 5 (x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.926190 0.806666 12 0.281690 0.380952 5 4 5 (x,((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.783333 0.809018 11 0.267606 0.352381 6 4 7 (x,((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 83 37 8.283333 0.809018 11 0.267606 0.352381 5 4 6 (x,((x,(x,(x,x))),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 85 41 7.259524 0.801963 12 0.295775 0.390476 4 5 4 (x,((x,(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 84 38 8.116667 0.804315 11 0.281690 0.361905 5 4 6 (x,((x,(x,(x,x))),((x,x),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 83 37 8.116667 0.809018 11 0.267606 0.352381 5 4 5 (x,((x,(x,(x,x))),((x,x),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 84 38 7.926190 0.806666 12 0.281690 0.361905 5 5 6 (x,((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 83 35 8.783333 0.809018 11 0.267606 0.333333 6 4 8 (x,((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 82 34 8.783333 0.813722 11 0.253521 0.323810 6 4 7 (x,((x,(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 91 51 6.162302 0.789616 14 0.380282 0.485714 3 8 3 (x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 48 7.051190 0.790204 13 0.366197 0.457143 4 4 5 (x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 89 47 7.051190 0.791380 13 0.352113 0.447619 4 4 4 (x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 88 46 7.051190 0.793731 13 0.338028 0.438095 4 4 4 (x,((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 87 43 7.926190 0.794907 12 0.323944 0.409524 5 4 6 (x,((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 87 43 7.426190 0.794907 12 0.323944 0.409524 4 4 5 (x,((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 87 45 7.051190 0.798435 13 0.323944 0.428571 4 5 4 (x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.799611 12 0.309859 0.400000 5 4 6 (x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 85 41 7.926190 0.801963 12 0.295775 0.390476 5 4 5 (x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 85 41 7.426190 0.801963 12 0.295775 0.390476 4 4 4 (x,((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 84 38 8.283333 0.804315 11 0.281690 0.361905 5 4 6 (x,((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 86 44 7.051190 0.807842 13 0.309859 0.419048 4 6 4 (x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 85 41 7.926190 0.809018 12 0.295775 0.390476 5 4 6 (x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 84 40 7.926190 0.811370 12 0.281690 0.380952 5 4 5 (x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 83 39 7.926190 0.816074 12 0.267606 0.371429 5 4 5 (x,((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 82 36 8.783333 0.818425 11 0.253521 0.342857 6 4 7 (x,((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),((x,x),(x,x))))))) 16 7 82 36 8.283333 0.818425 11 0.253521 0.342857 5 4 6 (x,((x,(x,(x,x))),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 83 39 7.426190 0.816074 12 0.267606 0.371429 4 5 4 (x,((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 82 36 8.283333 0.818425 11 0.253521 0.342857 5 4 6 (x,((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 81 35 8.283333 0.823129 11 0.239437 0.333333 5 4 5 (x,((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 82 36 7.616667 0.818425 11 0.253521 0.342857 4 4 5 (x,((x,(x,(x,x))),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 81 33 8.283333 0.823129 11 0.239437 0.314286 5 4 6 (x,((x,(x,(x,x))),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 80 30 9.116667 0.827832 10 0.225352 0.285714 6 4 9 (x,((x,(x,(x,x))),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 87 45 6.384524 0.798435 13 0.323944 0.428571 3 7 3 (x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.259524 0.799611 12 0.309859 0.400000 4 4 5 (x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.259524 0.801963 12 0.295775 0.390476 4 4 4 (x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.259524 0.806666 12 0.281690 0.380952 4 4 4 (x,((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.116667 0.809018 11 0.267606 0.352381 5 4 6 (x,((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),((x,x),(x,x))))))) 16 7 83 37 7.616667 0.809018 11 0.267606 0.352381 4 4 5 (x,((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 83 39 7.259524 0.816074 12 0.267606 0.371429 4 5 4 (x,((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 82 36 8.116667 0.818425 11 0.253521 0.342857 5 4 6 (x,((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,((x,x),(x,x))))))) 16 7 81 35 8.116667 0.823129 11 0.239437 0.333333 5 4 5 (x,((x,(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,(x,x))))))) 16 7 81 35 7.616667 0.823129 11 0.239437 0.333333 4 4 4 (x,((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))) 16 6 80 32 8.450000 0.827832 10 0.225352 0.304762 5 4 6 (x,((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))) 16 9 86 42 7.051190 0.807842 13 0.309859 0.400000 4 7 5 (x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 7.926190 0.809018 12 0.295775 0.371429 5 4 7 (x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 84 38 7.926190 0.811370 12 0.281690 0.361905 5 4 6 (x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 83 37 7.926190 0.816074 12 0.267606 0.352381 5 4 6 (x,((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 82 34 8.783333 0.818425 11 0.253521 0.323810 6 4 8 (x,((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 82 34 8.283333 0.818425 11 0.253521 0.323810 5 4 7 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(x,((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))) 16 7 82 36 7.366667 0.818425 11 0.253521 0.342857 4 5 4 (x,((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))))) 16 7 81 33 8.116667 0.823129 11 0.239437 0.314286 5 5 6 (x,((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x)))))) 16 7 81 33 7.616667 0.823129 11 0.239437 0.314286 4 5 5 (x,((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x)))))) 16 8 84 38 7.259524 0.806666 12 0.281690 0.361905 4 6 5 (x,((x,(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 83 35 8.116667 0.809018 11 0.267606 0.333333 5 4 7 (x,((x,(x,(x,x))),((x,((x,x),(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 82 34 8.116667 0.813722 11 0.253521 0.323810 5 4 6 (x,((x,(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 81 33 8.116667 0.823129 11 0.239437 0.314286 5 4 6 (x,((x,(x,(x,x))),((x,((x,x),(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 80 30 8.950000 0.827832 10 0.225352 0.285714 6 4 8 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(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 92 48 7.176190 0.750223 13 0.394366 0.457143 4 5 5 (x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 94 54 5.912302 0.751987 15 0.422535 0.514286 3 6 3 (x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 93 51 6.801190 0.752575 14 0.408451 0.485714 4 5 5 (x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 92 50 6.801190 0.753751 14 0.394366 0.476190 4 5 4 (x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 91 49 6.801190 0.756103 14 0.380282 0.466667 4 5 4 (x,((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 90 46 7.676190 0.757279 13 0.366197 0.438095 5 5 6 (x,((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 90 46 7.176190 0.757279 13 0.366197 0.438095 4 5 5 (x,((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 91 49 6.301190 0.756103 14 0.380282 0.466667 3 5 3 (x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 90 46 7.176190 0.757279 13 0.366197 0.438095 4 5 5 (x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 89 45 7.176190 0.759630 13 0.352113 0.428571 4 5 4 (x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 90 46 6.509524 0.757279 13 0.366197 0.438095 3 5 4 (x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 89 43 7.176190 0.759630 13 0.352113 0.409524 4 5 5 (x,((x,(x,(x,(x,x)))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 88 40 8.033333 0.761982 12 0.338028 0.380952 5 5 8 (x,((x,(x,(x,(x,x)))),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 93 53 5.912302 0.761394 15 0.408451 0.504762 3 7 3 (x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 6.801190 0.761982 14 0.394366 0.476190 4 5 5 (x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 91 49 6.801190 0.763158 14 0.380282 0.466667 4 5 4 (x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 90 48 6.801190 0.765510 14 0.366197 0.457143 4 5 4 (x,((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 89 45 7.676190 0.766686 13 0.352113 0.428571 5 5 6 (x,((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 89 45 7.176190 0.766686 13 0.352113 0.428571 4 5 5 (x,((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 89 47 6.801190 0.770213 14 0.352113 0.447619 4 5 4 (x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 88 44 7.676190 0.771389 13 0.338028 0.419048 5 5 6 (x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 87 43 7.676190 0.773741 13 0.323944 0.409524 5 5 5 (x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 87 43 7.176190 0.773741 13 0.323944 0.409524 4 5 4 (x,((x,(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 86 40 8.033333 0.776093 12 0.309859 0.380952 5 5 6 (x,((x,(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 89 47 6.301190 0.770213 14 0.352113 0.447619 3 6 3 (x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 88 44 7.176190 0.771389 13 0.338028 0.419048 4 5 5 (x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 87 43 7.176190 0.773741 13 0.323944 0.409524 4 5 4 (x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 86 42 7.176190 0.778445 13 0.309859 0.400000 4 5 4 (x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 85 39 8.033333 0.780797 12 0.295775 0.371429 5 5 6 (x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 85 39 7.533333 0.780797 12 0.295775 0.371429 4 5 5 (x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 87 43 6.509524 0.773741 13 0.323944 0.409524 3 5 3 (x,((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 86 40 7.366667 0.776093 12 0.309859 0.380952 4 5 5 (x,((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 85 39 7.366667 0.780797 12 0.295775 0.371429 4 5 4 (x,((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 86 40 7.176190 0.778445 13 0.309859 0.380952 4 5 5 (x,((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 85 37 8.033333 0.780797 12 0.295775 0.352381 5 5 7 (x,((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 84 36 8.033333 0.785500 12 0.281690 0.342857 5 5 6 (x,((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 92 52 5.912302 0.780209 15 0.394366 0.495238 3 8 3 (x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 91 49 6.801190 0.780797 14 0.380282 0.466667 4 5 5 (x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 90 48 6.801190 0.781972 14 0.366197 0.457143 4 5 4 (x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 89 47 6.801190 0.784324 14 0.352113 0.447619 4 5 4 (x,((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 88 44 7.676190 0.785500 13 0.338028 0.419048 5 5 6 (x,((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 88 44 7.176190 0.785500 13 0.338028 0.419048 4 5 5 (x,((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 88 46 6.801190 0.789028 14 0.338028 0.438095 4 5 4 (x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 87 43 7.676190 0.790204 13 0.323944 0.409524 5 5 6 (x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 86 42 7.676190 0.792556 13 0.309859 0.400000 5 5 5 (x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 86 42 7.176190 0.792556 13 0.309859 0.400000 4 5 4 (x,((x,(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 39 8.033333 0.794907 12 0.295775 0.371429 5 5 6 (x,((x,(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 87 45 6.801190 0.798435 14 0.323944 0.428571 4 6 4 (x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.676190 0.799611 13 0.309859 0.400000 5 5 6 (x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.676190 0.801963 13 0.295775 0.390476 5 5 5 (x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.676190 0.806666 13 0.281690 0.380952 5 5 5 (x,((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.533333 0.809018 12 0.267606 0.352381 6 5 7 (x,((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 83 37 8.033333 0.809018 12 0.267606 0.352381 5 5 6 (x,((x,(x,(x,(x,x)))),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 84 40 7.176190 0.806666 13 0.281690 0.380952 4 5 4 (x,((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 83 37 8.033333 0.809018 12 0.267606 0.352381 5 5 6 (x,((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 82 36 8.033333 0.813722 12 0.253521 0.342857 5 5 5 (x,((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 83 37 7.366667 0.809018 12 0.267606 0.352381 4 5 5 (x,((x,(x,(x,(x,x)))),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 82 34 8.033333 0.813722 12 0.253521 0.323810 5 5 6 (x,((x,(x,(x,(x,x)))),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 81 31 8.866667 0.818425 11 0.239437 0.295238 6 5 9 (x,((x,(x,(x,(x,x)))),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 87 45 6.301190 0.798435 14 0.323944 0.428571 3 7 3 (x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.176190 0.799611 13 0.309859 0.400000 4 5 5 (x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.176190 0.801963 13 0.295775 0.390476 4 5 4 (x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.176190 0.806666 13 0.281690 0.380952 4 5 4 (x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.033333 0.809018 12 0.267606 0.352381 5 5 6 (x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 83 37 7.533333 0.809018 12 0.267606 0.352381 4 5 5 (x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 83 39 7.176190 0.816074 13 0.267606 0.371429 4 5 4 (x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 82 36 8.033333 0.818425 12 0.253521 0.342857 5 5 6 (x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 81 35 8.033333 0.823129 12 0.239437 0.333333 5 5 5 (x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 81 35 7.533333 0.823129 12 0.239437 0.333333 4 5 4 (x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 80 32 8.366667 0.827832 11 0.225352 0.304762 5 5 6 (x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 84 40 6.509524 0.806666 13 0.281690 0.380952 3 6 3 (x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 83 37 7.366667 0.809018 12 0.267606 0.352381 4 5 5 (x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 82 36 7.366667 0.813722 12 0.253521 0.342857 4 5 4 (x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 81 35 7.366667 0.823129 12 0.239437 0.333333 4 5 4 (x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 80 32 8.200000 0.827832 11 0.225352 0.304762 5 5 6 (x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 80 32 7.700000 0.827832 11 0.225352 0.304762 4 5 5 (x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 83 37 7.176190 0.816074 13 0.267606 0.352381 4 6 5 (x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 82 34 8.033333 0.818425 12 0.253521 0.323810 5 5 7 (x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 81 33 8.033333 0.823129 12 0.239437 0.314286 5 5 6 (x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 80 32 8.033333 0.832536 12 0.225352 0.304762 5 5 6 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(x,((x,(x,(x,(x,x)))),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 11 98 58 5.762302 0.752281 15 0.478873 0.552381 3 10 4 (x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 97 55 6.662302 0.752575 14 0.464789 0.523810 4 2 6 (x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 96 54 6.662302 0.753163 14 0.450704 0.514286 4 3 5 (x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 95 53 6.662302 0.754339 14 0.436620 0.504762 4 4 5 (x,((x,((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 94 50 7.551190 0.754927 13 0.422535 0.476190 5 2 7 (x,((x,((x,x),(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 94 50 7.051190 0.754927 13 0.422535 0.476190 4 3 6 (x,((x,((x,x),(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 94 52 6.662302 0.756691 14 0.422535 0.495238 4 5 5 (x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 93 49 7.551190 0.757279 13 0.408451 0.466667 5 2 7 (x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 92 48 7.551190 0.758454 13 0.394366 0.457143 5 3 6 (x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 92 48 7.051190 0.758454 13 0.394366 0.457143 4 4 5 (x,((x,((x,x),(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 91 45 7.926190 0.759630 12 0.380282 0.428571 5 3 7 (x,((x,((x,x),(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 93 51 6.662302 0.761394 14 0.408451 0.485714 4 6 5 (x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 92 48 7.551190 0.761982 13 0.394366 0.457143 5 2 7 (x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 91 47 7.551190 0.763158 13 0.380282 0.447619 5 3 6 (x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 90 46 7.551190 0.765510 13 0.366197 0.438095 5 4 6 (x,((x,((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 89 43 8.426190 0.766686 12 0.352113 0.409524 6 2 8 (x,((x,((x,x),(x,x))),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 89 43 7.926190 0.766686 12 0.352113 0.409524 5 3 7 (x,((x,((x,x),(x,x))),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 90 46 7.051190 0.765510 13 0.366197 0.438095 4 5 5 (x,((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 89 43 7.926190 0.766686 12 0.352113 0.409524 5 3 7 (x,((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 88 42 7.926190 0.769038 12 0.338028 0.400000 5 3 6 (x,((x,((x,x),(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 89 43 7.259524 0.766686 12 0.352113 0.409524 4 4 6 (x,((x,((x,x),(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 88 40 7.926190 0.769038 12 0.338028 0.380952 5 4 7 (x,((x,((x,x),(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 87 37 8.783333 0.771389 11 0.323944 0.352381 6 2 10 (x,((x,((x,x),(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 92 50 6.662302 0.770801 14 0.394366 0.476190 4 7 5 (x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 91 47 7.551190 0.771389 13 0.380282 0.447619 5 2 7 (x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 90 46 7.551190 0.772565 13 0.366197 0.438095 5 3 6 (x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 89 45 7.551190 0.774917 13 0.352113 0.428571 5 4 6 (x,((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 88 42 8.426190 0.776093 12 0.338028 0.400000 6 2 8 (x,((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 88 42 7.926190 0.776093 12 0.338028 0.400000 5 3 7 (x,((x,((x,x),(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 88 44 7.551190 0.779621 13 0.338028 0.419048 5 5 6 (x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 87 41 8.426190 0.780797 12 0.323944 0.390476 6 2 8 (x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 86 40 8.426190 0.783148 12 0.309859 0.380952 6 3 7 (x,((x,((x,x),(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 86 40 7.926190 0.783148 12 0.309859 0.380952 5 4 6 (x,((x,((x,x),(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 37 8.783333 0.785500 11 0.295775 0.352381 6 3 8 (x,((x,((x,x),(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 88 44 7.051190 0.779621 13 0.338028 0.419048 4 6 5 (x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 87 41 7.926190 0.780797 12 0.323944 0.390476 5 3 7 (x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 86 40 7.926190 0.783148 12 0.309859 0.380952 5 3 6 (x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 85 39 7.926190 0.787852 12 0.295775 0.371429 5 4 6 (x,((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.790204 11 0.281690 0.342857 6 3 8 (x,((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 84 36 8.283333 0.790204 11 0.281690 0.342857 5 3 7 (x,((x,((x,x),(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 86 40 7.259524 0.783148 12 0.309859 0.380952 4 5 5 (x,((x,((x,x),(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 85 37 8.116667 0.785500 11 0.295775 0.352381 5 4 7 (x,((x,((x,x),(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 84 36 8.116667 0.790204 11 0.281690 0.342857 5 4 6 (x,((x,((x,x),(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 85 37 7.926190 0.787852 12 0.295775 0.352381 5 5 7 (x,((x,((x,x),(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 84 34 8.783333 0.790204 11 0.281690 0.323810 6 2 9 (x,((x,((x,x),(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 83 33 8.783333 0.794907 11 0.267606 0.314286 6 3 8 (x,((x,((x,x),(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 91 49 6.662302 0.789616 14 0.380282 0.466667 4 8 5 (x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 46 7.551190 0.790204 13 0.366197 0.438095 5 2 7 (x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 89 45 7.551190 0.791380 13 0.352113 0.428571 5 3 6 (x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 88 44 7.551190 0.793731 13 0.338028 0.419048 5 4 6 (x,((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 87 41 8.426190 0.794907 12 0.323944 0.390476 6 2 8 (x,((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 87 41 7.926190 0.794907 12 0.323944 0.390476 5 3 7 (x,((x,((x,x),(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 87 43 7.551190 0.798435 13 0.323944 0.409524 5 5 6 (x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 86 40 8.426190 0.799611 12 0.309859 0.380952 6 2 8 (x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 85 39 8.426190 0.801963 12 0.295775 0.371429 6 3 7 (x,((x,((x,x),(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 85 39 7.926190 0.801963 12 0.295775 0.371429 5 4 6 (x,((x,((x,x),(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.804315 11 0.281690 0.342857 6 3 8 (x,((x,((x,x),(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 86 42 7.551190 0.807842 13 0.309859 0.400000 5 6 6 (x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 8.426190 0.809018 12 0.295775 0.371429 6 2 8 (x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 84 38 8.426190 0.811370 12 0.281690 0.361905 6 3 7 (x,((x,((x,x),(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 83 37 8.426190 0.816074 12 0.267606 0.352381 6 4 7 (x,((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 82 34 9.283333 0.818425 11 0.253521 0.323810 7 2 9 (x,((x,((x,x),(x,x))),((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 82 34 8.783333 0.818425 11 0.253521 0.323810 6 3 8 (x,((x,((x,x),(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 83 37 7.926190 0.816074 12 0.267606 0.352381 5 5 6 (x,((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 82 34 8.783333 0.818425 11 0.253521 0.323810 6 3 8 (x,((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 81 33 8.783333 0.823129 11 0.239437 0.314286 6 3 7 (x,((x,((x,x),(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 82 34 8.116667 0.818425 11 0.253521 0.323810 5 4 7 (x,((x,((x,x),(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 81 31 8.783333 0.823129 11 0.239437 0.295238 6 4 8 (x,((x,((x,x),(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 80 28 9.616667 0.827832 10 0.225352 0.266667 7 2 11 (x,((x,((x,x),(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 86 42 7.051190 0.807842 13 0.309859 0.400000 4 7 5 (x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 7.926190 0.809018 12 0.295775 0.371429 5 3 7 (x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 84 38 7.926190 0.811370 12 0.281690 0.361905 5 3 6 (x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 83 37 7.926190 0.816074 12 0.267606 0.352381 5 4 6 (x,((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 82 34 8.783333 0.818425 11 0.253521 0.323810 6 3 8 (x,((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 82 34 8.283333 0.818425 11 0.253521 0.323810 5 3 7 (x,((x,((x,x),(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 82 36 7.926190 0.825481 12 0.253521 0.342857 5 5 6 (x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.783333 0.827832 11 0.239437 0.314286 6 3 8 (x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 80 32 8.783333 0.832536 11 0.225352 0.304762 6 3 7 (x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 80 32 8.283333 0.832536 11 0.225352 0.304762 5 4 6 (x,((x,((x,x),(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 79 29 9.116667 0.837240 10 0.211268 0.276190 6 3 8 (x,((x,((x,x),(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 83 37 7.259524 0.816074 12 0.267606 0.352381 4 6 5 (x,((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 82 34 8.116667 0.818425 11 0.253521 0.323810 5 4 7 (x,((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 81 33 8.116667 0.823129 11 0.239437 0.314286 5 4 6 (x,((x,((x,x),(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 80 32 8.116667 0.832536 11 0.225352 0.304762 5 4 6 (x,((x,((x,x),(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 79 29 8.950000 0.837240 10 0.211268 0.276190 6 4 8 (x,((x,((x,x),(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 79 29 8.450000 0.837240 10 0.211268 0.276190 5 4 7 (x,((x,((x,x),(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 82 34 7.926190 0.825481 12 0.253521 0.323810 5 6 7 (x,((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 8.783333 0.827832 11 0.239437 0.295238 6 2 9 (x,((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 80 30 8.783333 0.832536 11 0.225352 0.285714 6 3 8 (x,((x,((x,x),(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 79 29 8.783333 0.841943 11 0.211268 0.276190 6 4 8 (x,((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 78 26 9.616667 0.846647 10 0.197183 0.247619 7 2 10 (x,((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 16 6 78 26 9.116667 0.846647 10 0.197183 0.247619 6 3 9 (x,((x,((x,x),(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 82 34 7.366667 0.818425 11 0.253521 0.323810 4 5 6 (x,((x,((x,x),(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 16 7 81 31 8.116667 0.823129 11 0.239437 0.295238 5 5 7 (x,((x,((x,x),(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 80 28 8.950000 0.827832 10 0.225352 0.266667 6 2 10 (x,((x,((x,x),(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 80 30 8.116667 0.832536 11 0.225352 0.285714 5 5 6 (x,((x,((x,x),(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 79 27 8.950000 0.837240 10 0.211268 0.257143 6 3 8 (x,((x,((x,x),(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 78 26 8.950000 0.846647 10 0.197183 0.247619 6 3 8 (x,((x,((x,x),(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 11 97 57 5.762302 0.771095 15 0.464789 0.542857 3 10 3 (x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 96 54 6.662302 0.771389 14 0.450704 0.514286 4 3 5 (x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 95 53 6.662302 0.771977 14 0.436620 0.504762 4 3 4 (x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 94 52 6.662302 0.773153 14 0.422535 0.495238 4 4 4 (x,(((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 93 49 7.551190 0.773741 13 0.408451 0.466667 5 3 6 (x,(((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 93 49 7.051190 0.773741 13 0.408451 0.466667 4 3 5 (x,(((x,x),(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 93 51 6.662302 0.775505 14 0.408451 0.485714 4 5 4 (x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 92 48 7.551190 0.776093 13 0.394366 0.457143 5 3 6 (x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 91 47 7.551190 0.777269 13 0.380282 0.447619 5 3 5 (x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 91 47 7.051190 0.777269 13 0.380282 0.447619 4 4 4 (x,(((x,x),(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 90 44 7.926190 0.778445 12 0.366197 0.419048 5 3 6 (x,(((x,x),(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 92 50 6.662302 0.780209 14 0.394366 0.476190 4 6 4 (x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 91 47 7.551190 0.780797 13 0.380282 0.447619 5 3 6 (x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 90 46 7.551190 0.781972 13 0.366197 0.438095 5 3 5 (x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 89 45 7.551190 0.784324 13 0.352113 0.428571 5 4 5 (x,(((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 88 42 8.426190 0.785500 12 0.338028 0.400000 6 3 7 (x,(((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 88 42 7.926190 0.785500 12 0.338028 0.400000 5 3 6 (x,(((x,x),(x,(x,x))),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 89 45 7.051190 0.784324 13 0.352113 0.428571 4 5 4 (x,(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 88 42 7.926190 0.785500 12 0.338028 0.400000 5 3 6 (x,(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 87 41 7.926190 0.787852 12 0.323944 0.390476 5 3 5 (x,(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 88 42 7.259524 0.785500 12 0.338028 0.400000 4 4 5 (x,(((x,x),(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 87 39 7.926190 0.787852 12 0.323944 0.371429 5 4 6 (x,(((x,x),(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 86 36 8.783333 0.790204 11 0.309859 0.342857 6 3 9 (x,(((x,x),(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 91 49 6.662302 0.789616 14 0.380282 0.466667 4 7 4 (x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 46 7.551190 0.790204 13 0.366197 0.438095 5 3 6 (x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 89 45 7.551190 0.791380 13 0.352113 0.428571 5 3 5 (x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 88 44 7.551190 0.793731 13 0.338028 0.419048 5 4 5 (x,(((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 87 41 8.426190 0.794907 12 0.323944 0.390476 6 3 7 (x,(((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 87 41 7.926190 0.794907 12 0.323944 0.390476 5 3 6 (x,(((x,x),(x,(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 87 43 7.551190 0.798435 13 0.323944 0.409524 5 5 5 (x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 86 40 8.426190 0.799611 12 0.309859 0.380952 6 3 7 (x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 85 39 8.426190 0.801963 12 0.295775 0.371429 6 3 6 (x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 85 39 7.926190 0.801963 12 0.295775 0.371429 5 4 5 (x,(((x,x),(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.804315 11 0.281690 0.342857 6 3 7 (x,(((x,x),(x,(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 87 43 7.051190 0.798435 13 0.323944 0.409524 4 6 4 (x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 86 40 7.926190 0.799611 12 0.309859 0.380952 5 3 6 (x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 85 39 7.926190 0.801963 12 0.295775 0.371429 5 3 5 (x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 84 38 7.926190 0.806666 12 0.281690 0.361905 5 4 5 (x,(((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 83 35 8.783333 0.809018 11 0.267606 0.333333 6 3 7 (x,(((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 83 35 8.283333 0.809018 11 0.267606 0.333333 5 3 6 (x,(((x,x),(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 85 39 7.259524 0.801963 12 0.295775 0.371429 4 5 4 (x,(((x,x),(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 84 36 8.116667 0.804315 11 0.281690 0.342857 5 4 6 (x,(((x,x),(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 83 35 8.116667 0.809018 11 0.267606 0.333333 5 4 5 (x,(((x,x),(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 84 36 7.926190 0.806666 12 0.281690 0.342857 5 5 6 (x,(((x,x),(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 83 33 8.783333 0.809018 11 0.267606 0.314286 6 3 8 (x,(((x,x),(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 82 32 8.783333 0.813722 11 0.253521 0.304762 6 3 7 (x,(((x,x),(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 90 48 6.662302 0.808430 14 0.366197 0.457143 4 8 4 (x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 89 45 7.551190 0.809018 13 0.352113 0.428571 5 3 6 (x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 88 44 7.551190 0.810194 13 0.338028 0.419048 5 3 5 (x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 87 43 7.551190 0.812546 13 0.323944 0.409524 5 4 5 (x,(((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 86 40 8.426190 0.813722 12 0.309859 0.380952 6 3 7 (x,(((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 86 40 7.926190 0.813722 12 0.309859 0.380952 5 3 6 (x,(((x,x),(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 86 42 7.551190 0.817249 13 0.309859 0.400000 5 5 5 (x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 85 39 8.426190 0.818425 12 0.295775 0.371429 6 3 7 (x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 84 38 8.426190 0.820777 12 0.281690 0.361905 6 3 6 (x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 84 38 7.926190 0.820777 12 0.281690 0.361905 5 4 5 (x,(((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 83 35 8.783333 0.823129 11 0.267606 0.333333 6 3 7 (x,(((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 85 41 7.551190 0.826657 13 0.295775 0.390476 5 6 5 (x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 84 38 8.426190 0.827832 12 0.281690 0.361905 6 3 7 (x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 83 37 8.426190 0.830184 12 0.267606 0.352381 6 3 6 (x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 82 36 8.426190 0.834888 12 0.253521 0.342857 6 4 6 (x,(((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 81 33 9.283333 0.837240 11 0.239437 0.314286 7 3 8 (x,(((x,x),(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 81 33 8.783333 0.837240 11 0.239437 0.314286 6 3 7 (x,(((x,x),(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 82 36 7.926190 0.834888 12 0.253521 0.342857 5 5 5 (x,(((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.783333 0.837240 11 0.239437 0.314286 6 3 7 (x,(((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 80 32 8.783333 0.841943 11 0.225352 0.304762 6 3 6 (x,(((x,x),(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 81 33 8.116667 0.837240 11 0.239437 0.314286 5 4 6 (x,(((x,x),(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 80 30 8.783333 0.841943 11 0.225352 0.285714 6 4 7 (x,(((x,x),(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 79 27 9.616667 0.846647 10 0.211268 0.257143 7 3 10 (x,(((x,x),(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 85 41 7.051190 0.826657 13 0.295775 0.390476 4 7 4 (x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 84 38 7.926190 0.827832 12 0.281690 0.361905 5 3 6 (x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 83 37 7.926190 0.830184 12 0.267606 0.352381 5 3 5 (x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 82 36 7.926190 0.834888 12 0.253521 0.342857 5 4 5 (x,(((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 81 33 8.783333 0.837240 11 0.239437 0.314286 6 3 7 (x,(((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 81 33 8.283333 0.837240 11 0.239437 0.314286 5 3 6 (x,(((x,x),(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 81 35 7.926190 0.844295 12 0.239437 0.333333 5 5 5 (x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 80 32 8.783333 0.846647 11 0.225352 0.304762 6 3 7 (x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 79 31 8.783333 0.851350 11 0.211268 0.295238 6 3 6 (x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 79 31 8.283333 0.851350 11 0.211268 0.295238 5 4 5 (x,(((x,x),(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 78 28 9.116667 0.856054 10 0.197183 0.266667 6 3 7 (x,(((x,x),(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 82 36 7.259524 0.834888 12 0.253521 0.342857 4 6 4 (x,(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 81 33 8.116667 0.837240 11 0.239437 0.314286 5 4 6 (x,(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 80 32 8.116667 0.841943 11 0.225352 0.304762 5 4 5 (x,(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 79 31 8.116667 0.851350 11 0.211268 0.295238 5 4 5 (x,(((x,x),(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 78 28 8.950000 0.856054 10 0.197183 0.266667 6 4 7 (x,(((x,x),(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 78 28 8.450000 0.856054 10 0.197183 0.266667 5 4 6 (x,(((x,x),(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 81 33 7.926190 0.844295 12 0.239437 0.314286 5 6 6 (x,(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 80 30 8.783333 0.846647 11 0.225352 0.285714 6 3 8 (x,(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 79 29 8.783333 0.851350 11 0.211268 0.276190 6 3 7 (x,(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 78 28 8.783333 0.860758 11 0.197183 0.266667 6 4 7 (x,(((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 77 25 9.616667 0.865461 10 0.183099 0.238095 7 3 9 (x,(((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 16 6 77 25 9.116667 0.865461 10 0.183099 0.238095 6 3 8 (x,(((x,x),(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 81 33 7.366667 0.837240 11 0.239437 0.314286 4 5 5 (x,(((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 16 7 80 30 8.116667 0.841943 11 0.225352 0.285714 5 5 6 (x,(((x,x),(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 79 27 8.950000 0.846647 10 0.211268 0.257143 6 3 9 (x,(((x,x),(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 79 29 8.116667 0.851350 11 0.211268 0.276190 5 5 5 (x,(((x,x),(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 78 26 8.950000 0.856054 10 0.197183 0.247619 6 3 7 (x,(((x,x),(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 77 25 8.950000 0.865461 10 0.183099 0.238095 6 3 7 (x,(((x,x),(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 10 95 55 5.112302 0.747283 16 0.436620 0.523810 2 9 2 (x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 94 52 6.001190 0.747871 15 0.422535 0.495238 3 6 4 (x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 93 51 6.001190 0.749047 15 0.408451 0.485714 3 6 3 (x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 92 50 6.001190 0.751399 15 0.394366 0.476190 3 6 3 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(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 89 45 6.876190 0.766686 14 0.352113 0.428571 4 6 5 (x,((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 88 44 6.876190 0.769038 14 0.338028 0.419048 4 6 4 (x,((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 87 43 6.876190 0.773741 14 0.323944 0.409524 4 6 4 (x,((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 86 40 7.733333 0.776093 13 0.309859 0.380952 5 6 6 (x,((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 86 40 7.233333 0.776093 13 0.309859 0.380952 4 6 5 (x,((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 87 43 6.376190 0.773741 14 0.323944 0.409524 3 6 3 (x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 86 40 7.233333 0.776093 13 0.309859 0.380952 4 6 5 (x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 85 39 7.233333 0.780797 13 0.295775 0.371429 4 6 4 (x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 86 40 6.566667 0.776093 13 0.309859 0.380952 3 6 4 (x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 85 37 7.233333 0.780797 13 0.295775 0.352381 4 6 5 (x,((x,(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 7 84 34 8.033333 0.785500 12 0.281690 0.323810 5 6 8 (x,((x,(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 89 47 6.001190 0.784324 15 0.352113 0.447619 3 7 3 (x,((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 88 44 6.876190 0.785500 14 0.338028 0.419048 4 6 5 (x,((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 87 43 6.876190 0.787852 14 0.323944 0.409524 4 6 4 (x,((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 86 42 6.876190 0.792556 14 0.309859 0.400000 4 6 4 (x,((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 85 39 7.733333 0.794907 13 0.295775 0.371429 5 6 6 (x,((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 85 39 7.233333 0.794907 13 0.295775 0.371429 4 6 5 (x,((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 41 6.876190 0.801963 14 0.295775 0.390476 4 6 4 (x,((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 38 7.733333 0.804315 13 0.281690 0.361905 5 6 6 (x,((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 83 37 7.733333 0.809018 13 0.267606 0.352381 5 6 5 (x,((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 83 37 7.233333 0.809018 13 0.267606 0.352381 4 6 4 (x,((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 7 82 34 8.033333 0.813722 12 0.253521 0.323810 5 6 6 (x,((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 85 41 6.376190 0.801963 14 0.295775 0.390476 3 6 3 (x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 84 38 7.233333 0.804315 13 0.281690 0.361905 4 6 5 (x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 83 37 7.233333 0.809018 13 0.267606 0.352381 4 6 4 (x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 82 36 7.233333 0.818425 13 0.253521 0.342857 4 6 4 (x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 7 81 33 8.033333 0.823129 12 0.239437 0.314286 5 6 6 (x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 7 81 33 7.533333 0.823129 12 0.239437 0.314286 4 6 5 (x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 83 37 6.566667 0.809018 13 0.267606 0.352381 3 6 3 (x,((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 7 82 34 7.366667 0.813722 12 0.253521 0.323810 4 6 5 (x,((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 7 81 33 7.366667 0.823129 12 0.239437 0.314286 4 6 4 (x,((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 82 34 7.233333 0.818425 13 0.253521 0.323810 4 6 5 (x,((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 6 7 (x,((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 7 80 30 8.033333 0.832536 12 0.225352 0.285714 5 6 6 (x,((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 10 94 52 5.912302 0.751987 15 0.422535 0.495238 3 9 4 (x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 93 49 6.801190 0.752575 14 0.408451 0.466667 4 2 6 (x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 92 48 6.801190 0.753751 14 0.394366 0.457143 4 3 5 (x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 91 47 6.801190 0.756103 14 0.380282 0.447619 4 4 5 (x,((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 90 44 7.676190 0.757279 13 0.366197 0.419048 5 2 7 (x,((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 90 44 7.176190 0.757279 13 0.366197 0.419048 4 3 6 (x,((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 90 46 6.801190 0.760806 14 0.366197 0.438095 4 5 5 (x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 89 43 7.676190 0.761982 13 0.352113 0.409524 5 2 7 (x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 88 42 7.676190 0.764334 13 0.338028 0.400000 5 3 6 (x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 88 42 7.176190 0.764334 13 0.338028 0.400000 4 4 5 (x,((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 87 39 8.033333 0.766686 12 0.323944 0.371429 5 3 7 (x,((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 89 45 6.801190 0.770213 14 0.352113 0.428571 4 6 5 (x,((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 88 42 7.676190 0.771389 13 0.338028 0.400000 5 2 7 (x,((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 87 41 7.676190 0.773741 13 0.323944 0.390476 5 3 6 (x,((x,(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 86 40 7.676190 0.778445 13 0.309859 0.380952 5 4 6 (x,((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 85 37 8.533333 0.780797 12 0.295775 0.352381 6 2 8 (x,((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 85 37 8.033333 0.780797 12 0.295775 0.352381 5 3 7 (x,((x,(x,((x,x),(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 86 40 7.176190 0.778445 13 0.309859 0.380952 4 5 5 (x,((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 85 37 8.033333 0.780797 12 0.295775 0.352381 5 3 7 (x,((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 84 36 8.033333 0.785500 12 0.281690 0.342857 5 3 6 (x,((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 85 37 7.366667 0.780797 12 0.295775 0.352381 4 4 6 (x,((x,(x,((x,x),(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 84 34 8.033333 0.785500 12 0.281690 0.323810 5 4 7 (x,((x,(x,((x,x),(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 83 31 8.866667 0.790204 11 0.267606 0.295238 6 2 10 (x,((x,(x,((x,x),(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 88 44 6.801190 0.789028 14 0.338028 0.419048 4 7 5 (x,((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 87 41 7.676190 0.790204 13 0.323944 0.390476 5 2 7 (x,((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 86 40 7.676190 0.792556 13 0.309859 0.380952 5 3 6 (x,((x,(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 85 39 7.676190 0.797259 13 0.295775 0.371429 5 4 6 (x,((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 84 36 8.533333 0.799611 12 0.281690 0.342857 6 2 8 (x,((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 84 36 8.033333 0.799611 12 0.281690 0.342857 5 3 7 (x,((x,(x,((x,x),(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 84 38 7.676190 0.806666 13 0.281690 0.361905 5 5 6 (x,((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 83 35 8.533333 0.809018 12 0.267606 0.333333 6 2 8 (x,((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 82 34 8.533333 0.813722 12 0.253521 0.323810 6 3 7 (x,((x,(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 82 34 8.033333 0.813722 12 0.253521 0.323810 5 4 6 (x,((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 81 31 8.866667 0.818425 11 0.239437 0.295238 6 3 8 (x,((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 84 38 7.176190 0.806666 13 0.281690 0.361905 4 6 5 (x,((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 83 35 8.033333 0.809018 12 0.267606 0.333333 5 3 7 (x,((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 82 34 8.033333 0.813722 12 0.253521 0.323810 5 3 6 (x,((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 81 33 8.033333 0.823129 12 0.239437 0.314286 5 4 6 (x,((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 80 30 8.866667 0.827832 11 0.225352 0.285714 6 3 8 (x,((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 80 30 8.366667 0.827832 11 0.225352 0.285714 5 3 7 (x,((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 82 34 7.366667 0.813722 12 0.253521 0.323810 4 5 5 (x,((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 81 31 8.200000 0.818425 11 0.239437 0.295238 5 4 7 (x,((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 80 30 8.200000 0.827832 11 0.225352 0.285714 5 4 6 (x,((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 5 7 (x,((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 80 28 8.866667 0.827832 11 0.225352 0.266667 6 2 9 (x,((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 79 27 8.866667 0.837240 11 0.211268 0.257143 6 3 8 (x,((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 10 93 51 5.912302 0.761394 15 0.408451 0.485714 3 9 3 (x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 92 48 6.801190 0.761982 14 0.394366 0.457143 4 3 5 (x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 91 47 6.801190 0.763158 14 0.380282 0.447619 4 3 4 (x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 90 46 6.801190 0.765510 14 0.366197 0.438095 4 4 4 (x,((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 89 43 7.676190 0.766686 13 0.352113 0.409524 5 3 6 (x,((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 89 43 7.176190 0.766686 13 0.352113 0.409524 4 3 5 (x,((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 89 45 6.801190 0.770213 14 0.352113 0.428571 4 5 4 (x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 88 42 7.676190 0.771389 13 0.338028 0.400000 5 3 6 (x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 87 41 7.676190 0.773741 13 0.323944 0.390476 5 3 5 (x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 87 41 7.176190 0.773741 13 0.323944 0.390476 4 4 4 (x,((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 86 38 8.033333 0.776093 12 0.309859 0.361905 5 3 6 (x,((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 88 44 6.801190 0.779621 14 0.338028 0.419048 4 6 4 (x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 87 41 7.676190 0.780797 13 0.323944 0.390476 5 3 6 (x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 86 40 7.676190 0.783148 13 0.309859 0.380952 5 3 5 (x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 85 39 7.676190 0.787852 13 0.295775 0.371429 5 4 5 (x,((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 84 36 8.533333 0.790204 12 0.281690 0.342857 6 3 7 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(x,((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 86 40 7.676190 0.799611 13 0.309859 0.380952 5 3 6 (x,((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 85 39 7.676190 0.801963 13 0.295775 0.371429 5 3 5 (x,((x,((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 84 38 7.676190 0.806666 13 0.281690 0.361905 5 4 5 (x,((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 83 35 8.533333 0.809018 12 0.267606 0.333333 6 3 7 (x,((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 83 35 8.033333 0.809018 12 0.267606 0.333333 5 3 6 (x,((x,((x,x),(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 83 37 7.676190 0.816074 13 0.267606 0.352381 5 5 5 (x,((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 82 34 8.533333 0.818425 12 0.253521 0.323810 6 3 7 (x,((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 81 33 8.533333 0.823129 12 0.239437 0.314286 6 3 6 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(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 37 8.033333 0.794907 12 0.295775 0.352381 5 4 6 (x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 87 43 6.801190 0.798435 14 0.323944 0.409524 4 6 4 (x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 86 40 7.676190 0.799611 13 0.309859 0.380952 5 4 6 (x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 85 39 7.676190 0.801963 13 0.295775 0.371429 5 4 5 (x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 84 38 7.676190 0.806666 13 0.281690 0.361905 5 4 5 (x,(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 83 35 8.533333 0.809018 12 0.267606 0.333333 6 4 7 (x,(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 83 35 8.033333 0.809018 12 0.267606 0.333333 5 4 6 (x,(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 84 38 7.176190 0.806666 13 0.281690 0.361905 4 5 4 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(x,(((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 78 28 8.200000 0.856054 11 0.197183 0.266667 5 4 5 (x,(((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 79 29 8.033333 0.851350 12 0.211268 0.276190 5 5 6 (x,(((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 78 26 8.866667 0.856054 11 0.197183 0.247619 6 4 8 (x,(((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 77 25 8.866667 0.865461 11 0.183099 0.238095 6 4 7 (x,(((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 10 91 47 6.662302 0.789616 14 0.380282 0.447619 4 9 5 (x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 44 7.551190 0.790204 13 0.366197 0.419048 5 2 7 (x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 89 43 7.551190 0.791380 13 0.352113 0.409524 5 3 6 (x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 88 42 7.551190 0.793731 13 0.338028 0.400000 5 4 6 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(x,(((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 79 29 8.783333 0.851350 11 0.211268 0.276190 6 3 7 (x,(((x,x),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 78 28 8.783333 0.860758 11 0.197183 0.266667 6 4 7 (x,(((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 77 25 9.616667 0.865461 10 0.183099 0.238095 7 3 9 (x,(((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 77 25 9.116667 0.865461 10 0.183099 0.238095 6 3 8 (x,(((x,x),((x,x),(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 79 29 8.116667 0.851350 11 0.211268 0.276190 5 5 6 (x,(((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 78 26 8.950000 0.856054 10 0.197183 0.247619 6 4 8 (x,(((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 77 25 8.950000 0.865461 10 0.183099 0.238095 6 4 7 (x,(((x,x),((x,x),(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 78 26 8.783333 0.860758 11 0.197183 0.247619 6 5 8 (x,(((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 77 23 9.616667 0.865461 10 0.183099 0.219048 7 2 10 (x,(((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 76 22 9.616667 0.874868 10 0.169014 0.209524 7 3 9 (x,(((x,x),((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 10 91 47 6.162302 0.789616 14 0.380282 0.447619 3 9 4 (x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 44 7.051190 0.790204 13 0.366197 0.419048 4 3 6 (x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 89 43 7.051190 0.791380 13 0.352113 0.409524 4 3 5 (x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 88 42 7.051190 0.793731 13 0.338028 0.400000 4 4 5 (x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 87 39 7.926190 0.794907 12 0.323944 0.371429 5 3 7 (x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 87 39 7.426190 0.794907 12 0.323944 0.371429 4 3 6 (x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 87 41 7.051190 0.798435 13 0.323944 0.390476 4 5 5 (x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 86 38 7.926190 0.799611 12 0.309859 0.361905 5 3 7 (x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 85 37 7.926190 0.801963 12 0.295775 0.352381 5 3 6 (x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 85 37 7.426190 0.801963 12 0.295775 0.352381 4 4 5 (x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 84 34 8.283333 0.804315 11 0.281690 0.323810 5 3 7 (x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 86 40 7.051190 0.807842 13 0.309859 0.380952 4 6 5 (x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 85 37 7.926190 0.809018 12 0.295775 0.352381 5 3 7 (x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 84 36 7.926190 0.811370 12 0.281690 0.342857 5 3 6 (x,(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 83 35 7.926190 0.816074 12 0.267606 0.333333 5 4 6 (x,(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 82 32 8.783333 0.818425 11 0.253521 0.304762 6 3 8 (x,(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 82 32 8.283333 0.818425 11 0.253521 0.304762 5 3 7 (x,(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 83 35 7.426190 0.816074 12 0.267606 0.333333 4 5 5 (x,(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 82 32 8.283333 0.818425 11 0.253521 0.304762 5 3 7 (x,(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 81 31 8.283333 0.823129 11 0.239437 0.295238 5 3 6 (x,(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 82 32 7.616667 0.818425 11 0.253521 0.304762 4 4 6 (x,(((x,(x,x)),(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 81 29 8.283333 0.823129 11 0.239437 0.276190 5 4 7 (x,(((x,(x,x)),(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 80 26 9.116667 0.827832 10 0.225352 0.247619 6 3 10 (x,(((x,(x,x)),(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 85 39 7.051190 0.826657 13 0.295775 0.371429 4 7 5 (x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 84 36 7.926190 0.827832 12 0.281690 0.342857 5 3 7 (x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 83 35 7.926190 0.830184 12 0.267606 0.333333 5 3 6 (x,(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 82 34 7.926190 0.834888 12 0.253521 0.323810 5 4 6 (x,(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 81 31 8.783333 0.837240 11 0.239437 0.295238 6 3 8 (x,(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 81 31 8.283333 0.837240 11 0.239437 0.295238 5 3 7 (x,(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 81 33 7.926190 0.844295 12 0.239437 0.314286 5 5 6 (x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 80 30 8.783333 0.846647 11 0.225352 0.285714 6 3 8 (x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 79 29 8.783333 0.851350 11 0.211268 0.276190 6 3 7 (x,(((x,(x,x)),(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 79 29 8.283333 0.851350 11 0.211268 0.276190 5 4 6 (x,(((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 78 26 9.116667 0.856054 10 0.197183 0.247619 6 3 8 (x,(((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 81 33 7.426190 0.844295 12 0.239437 0.314286 4 6 5 (x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 80 30 8.283333 0.846647 11 0.225352 0.285714 5 3 7 (x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 79 29 8.283333 0.851350 11 0.211268 0.276190 5 3 6 (x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 78 28 8.283333 0.860758 11 0.197183 0.266667 5 4 6 (x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 77 25 9.116667 0.865461 10 0.183099 0.238095 6 3 8 (x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 77 25 8.616667 0.865461 10 0.183099 0.238095 5 3 7 (x,(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 79 29 7.616667 0.851350 11 0.211268 0.276190 4 5 5 (x,(((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 78 26 8.450000 0.856054 10 0.197183 0.247619 5 4 7 (x,(((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 77 25 8.450000 0.865461 10 0.183099 0.238095 5 4 6 (x,(((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 78 26 8.283333 0.860758 11 0.197183 0.247619 5 5 7 (x,(((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 77 23 9.116667 0.865461 10 0.183099 0.219048 6 3 9 (x,(((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 76 22 9.116667 0.874868 10 0.169014 0.209524 6 3 8 (x,(((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 93 51 5.167857 0.749047 16 0.408451 0.485714 2 8 2 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 92 48 6.042857 0.750223 15 0.394366 0.457143 3 7 4 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 91 47 6.042857 0.752575 15 0.380282 0.447619 3 7 3 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 90 46 6.042857 0.757279 15 0.366197 0.438095 3 7 3 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 8 89 43 6.876190 0.759630 14 0.352113 0.409524 4 7 5 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,(x,((x,x),((x,x),(x,x))))))) 16 8 89 43 6.376190 0.759630 14 0.352113 0.409524 3 7 4 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 89 45 6.042857 0.766686 15 0.352113 0.428571 3 7 3 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 8 88 42 6.876190 0.769038 14 0.338028 0.400000 4 7 5 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,((x,x),(x,((x,x),(x,x))))))) 16 8 87 41 6.876190 0.773741 14 0.323944 0.390476 4 7 4 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,((x,x),((x,x),(x,(x,x))))))) 16 8 87 41 6.376190 0.773741 14 0.323944 0.390476 3 7 3 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 8 86 38 7.176190 0.778445 13 0.309859 0.361905 4 7 5 (x,((x,(x,(x,(x,(x,(x,x)))))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 88 44 6.042857 0.785500 15 0.338028 0.419048 3 7 3 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 8 87 41 6.876190 0.787852 14 0.323944 0.390476 4 7 5 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,x),(x,(x,((x,x),(x,x))))))) 16 8 86 40 6.876190 0.792556 14 0.309859 0.380952 4 7 4 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,x),(x,((x,x),(x,(x,x))))))) 16 8 85 39 6.876190 0.801963 14 0.295775 0.371429 4 7 4 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,x),((x,x),(x,(x,(x,x))))))) 16 8 84 36 7.676190 0.806666 13 0.281690 0.342857 5 7 6 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,x),((x,x),((x,x),(x,x)))))) 16 8 84 36 7.176190 0.806666 13 0.281690 0.342857 4 7 5 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 8 85 39 6.376190 0.801963 14 0.295775 0.371429 3 7 3 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 8 84 36 7.176190 0.806666 13 0.281690 0.342857 4 7 5 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 8 83 35 7.176190 0.816074 13 0.267606 0.333333 4 7 4 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 8 84 36 6.509524 0.806666 13 0.281690 0.342857 3 7 4 (x,((x,(x,(x,(x,(x,(x,x)))))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 8 83 33 7.176190 0.816074 13 0.267606 0.314286 4 7 5 (x,((x,(x,(x,(x,(x,(x,x)))))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 8 82 30 7.926190 0.825481 12 0.253521 0.285714 5 7 8 (x,((x,(x,(x,(x,(x,(x,x)))))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 92 48 6.001190 0.751399 15 0.394366 0.457143 3 8 4 (x,((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 91 45 6.876190 0.752575 14 0.380282 0.428571 4 2 6 (x,((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 90 44 6.876190 0.754927 14 0.366197 0.419048 4 3 5 (x,((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 89 43 6.876190 0.759630 14 0.352113 0.409524 4 4 5 (x,((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 88 40 7.733333 0.761982 13 0.338028 0.380952 5 2 7 (x,((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 88 40 7.233333 0.761982 13 0.338028 0.380952 4 3 6 (x,((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 88 42 6.876190 0.769038 14 0.338028 0.400000 4 5 5 (x,((x,(x,(x,((x,x),(x,x))))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 87 39 7.733333 0.771389 13 0.323944 0.371429 5 2 7 (x,((x,(x,(x,((x,x),(x,x))))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 86 38 7.733333 0.776093 13 0.309859 0.361905 5 3 6 (x,((x,(x,(x,((x,x),(x,x))))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 86 38 7.233333 0.776093 13 0.309859 0.361905 4 4 5 (x,((x,(x,(x,((x,x),(x,x))))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 7 85 35 8.033333 0.780797 12 0.295775 0.333333 5 3 7 (x,((x,(x,(x,((x,x),(x,x))))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 87 41 6.876190 0.787852 14 0.323944 0.390476 4 6 5 (x,((x,(x,(x,((x,x),(x,x))))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 86 38 7.733333 0.790204 13 0.309859 0.361905 5 2 7 (x,((x,(x,(x,((x,x),(x,x))))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 85 37 7.733333 0.794907 13 0.295775 0.352381 5 3 6 (x,((x,(x,(x,((x,x),(x,x))))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 84 36 7.733333 0.804315 13 0.281690 0.342857 5 4 6 (x,((x,(x,(x,((x,x),(x,x))))),((x,x),((x,x),(x,(x,(x,x))))))) 16 7 83 33 8.533333 0.809018 12 0.267606 0.314286 6 2 8 (x,((x,(x,(x,((x,x),(x,x))))),((x,x),((x,x),((x,x),(x,x)))))) 16 7 83 33 8.033333 0.809018 12 0.267606 0.314286 5 3 7 (x,((x,(x,(x,((x,x),(x,x))))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 84 36 7.233333 0.804315 13 0.281690 0.342857 4 5 5 (x,((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 7 83 33 8.033333 0.809018 12 0.267606 0.314286 5 3 7 (x,((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 7 82 32 8.033333 0.818425 12 0.253521 0.304762 5 3 6 (x,((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 7 83 33 7.366667 0.809018 12 0.267606 0.314286 4 4 6 (x,((x,(x,(x,((x,x),(x,x))))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 7 82 30 8.033333 0.818425 12 0.253521 0.285714 5 4 7 (x,((x,(x,(x,((x,x),(x,x))))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 7 81 27 8.783333 0.827832 11 0.239437 0.257143 6 2 10 (x,((x,(x,(x,((x,x),(x,x))))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 91 47 6.001190 0.756103 15 0.380282 0.447619 3 8 3 (x,((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 90 44 6.876190 0.757279 14 0.366197 0.419048 4 3 5 (x,((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 89 43 6.876190 0.759630 14 0.352113 0.409524 4 3 4 (x,((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 88 42 6.876190 0.764334 14 0.338028 0.400000 4 4 4 (x,((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 87 39 7.733333 0.766686 13 0.323944 0.371429 5 3 6 (x,((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 87 39 7.233333 0.766686 13 0.323944 0.371429 4 3 5 (x,((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 87 41 6.876190 0.773741 14 0.323944 0.390476 4 5 4 (x,((x,(x,((x,x),(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 86 38 7.733333 0.776093 13 0.309859 0.361905 5 3 6 (x,((x,(x,((x,x),(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 85 37 7.733333 0.780797 13 0.295775 0.352381 5 3 5 (x,((x,(x,((x,x),(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 85 37 7.233333 0.780797 13 0.295775 0.352381 4 4 4 (x,((x,(x,((x,x),(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 7 84 34 8.033333 0.785500 12 0.281690 0.323810 5 3 6 (x,((x,(x,((x,x),(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 86 40 6.876190 0.792556 14 0.309859 0.380952 4 6 4 (x,((x,(x,((x,x),(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 85 37 7.733333 0.794907 13 0.295775 0.352381 5 3 6 (x,((x,(x,((x,x),(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 84 36 7.733333 0.799611 13 0.281690 0.342857 5 3 5 (x,((x,(x,((x,x),(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 83 35 7.733333 0.809018 13 0.267606 0.333333 5 4 5 (x,((x,(x,((x,x),(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x))))))) 16 7 82 32 8.533333 0.813722 12 0.253521 0.304762 6 3 7 (x,((x,(x,((x,x),(x,(x,x))))),((x,x),((x,x),((x,x),(x,x)))))) 16 7 82 32 8.033333 0.813722 12 0.253521 0.304762 5 3 6 (x,((x,(x,((x,x),(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 83 35 7.233333 0.809018 13 0.267606 0.333333 4 5 4 (x,((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 7 82 32 8.033333 0.813722 12 0.253521 0.304762 5 3 6 (x,((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 3 5 (x,((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 7 82 32 7.366667 0.813722 12 0.253521 0.304762 4 4 5 (x,((x,(x,((x,x),(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 7 81 29 8.033333 0.823129 12 0.239437 0.276190 5 4 6 (x,((x,(x,((x,x),(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 7 80 26 8.783333 0.832536 11 0.225352 0.247619 6 3 9 (x,((x,(x,((x,x),(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 90 46 6.001190 0.765510 15 0.366197 0.438095 3 8 3 (x,((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 89 43 6.876190 0.766686 14 0.352113 0.409524 4 4 5 (x,((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 88 42 6.876190 0.769038 14 0.338028 0.400000 4 4 4 (x,((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 87 41 6.876190 0.773741 14 0.323944 0.390476 4 4 4 (x,((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 86 38 7.733333 0.776093 13 0.309859 0.361905 5 4 6 (x,((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 86 38 7.233333 0.776093 13 0.309859 0.361905 4 4 5 (x,((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 86 40 6.876190 0.783148 14 0.309859 0.380952 4 5 4 (x,((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 85 37 7.733333 0.785500 13 0.295775 0.352381 5 4 6 (x,((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 84 36 7.733333 0.790204 13 0.281690 0.342857 5 4 5 (x,((x,((x,x),(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 84 36 7.233333 0.790204 13 0.281690 0.342857 4 4 4 (x,((x,((x,x),(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 7 83 33 8.033333 0.794907 12 0.267606 0.314286 5 4 6 (x,((x,((x,x),(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 85 39 6.876190 0.801963 14 0.295775 0.371429 4 6 4 (x,((x,((x,x),(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 84 36 7.733333 0.804315 13 0.281690 0.342857 5 4 6 (x,((x,((x,x),(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 83 35 7.733333 0.809018 13 0.267606 0.333333 5 4 5 (x,((x,((x,x),(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 82 34 7.733333 0.818425 13 0.253521 0.323810 5 4 5 (x,((x,((x,x),(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x))))))) 16 7 81 31 8.533333 0.823129 12 0.239437 0.295238 6 4 7 (x,((x,((x,x),(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,x)))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 4 6 (x,((x,((x,x),(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 82 34 7.233333 0.818425 13 0.253521 0.323810 4 5 4 (x,((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 4 6 (x,((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 7 80 30 8.033333 0.832536 12 0.225352 0.285714 5 4 5 (x,((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 7 81 31 7.366667 0.823129 12 0.239437 0.295238 4 4 5 (x,((x,((x,x),(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 7 80 28 8.033333 0.832536 12 0.225352 0.266667 5 4 6 (x,((x,((x,x),(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 7 79 25 8.783333 0.841943 11 0.211268 0.238095 6 4 9 (x,((x,((x,x),(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 89 43 6.801190 0.770213 14 0.352113 0.409524 4 8 5 (x,((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 88 40 7.676190 0.771389 13 0.338028 0.380952 5 2 7 (x,((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 87 39 7.676190 0.773741 13 0.323944 0.371429 5 3 6 (x,((x,((x,x),((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 86 38 7.676190 0.778445 13 0.309859 0.361905 5 4 6 (x,((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 85 35 8.533333 0.780797 12 0.295775 0.333333 6 2 8 (x,((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 85 35 8.033333 0.780797 12 0.295775 0.333333 5 3 7 (x,((x,((x,x),((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 37 7.676190 0.787852 13 0.295775 0.352381 5 5 6 (x,((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 34 8.533333 0.790204 12 0.281690 0.323810 6 2 8 (x,((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 83 33 8.533333 0.794907 12 0.267606 0.314286 6 3 7 (x,((x,((x,x),((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 83 33 8.033333 0.794907 12 0.267606 0.314286 5 4 6 (x,((x,((x,x),((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 82 30 8.866667 0.799611 11 0.253521 0.285714 6 3 8 (x,((x,((x,x),((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 84 36 7.676190 0.806666 13 0.281690 0.342857 5 6 6 (x,((x,((x,x),((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 83 33 8.533333 0.809018 12 0.267606 0.314286 6 2 8 (x,((x,((x,x),((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 82 32 8.533333 0.813722 12 0.253521 0.304762 6 3 7 (x,((x,((x,x),((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 81 31 8.533333 0.823129 12 0.239437 0.295238 6 4 7 (x,((x,((x,x),((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 80 28 9.366667 0.827832 11 0.225352 0.266667 7 2 9 (x,((x,((x,x),((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 80 28 8.866667 0.827832 11 0.225352 0.266667 6 3 8 (x,((x,((x,x),((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 5 6 (x,((x,((x,x),((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 80 28 8.866667 0.827832 11 0.225352 0.266667 6 3 8 (x,((x,((x,x),((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 79 27 8.866667 0.837240 11 0.211268 0.257143 6 3 7 (x,((x,((x,x),((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 80 28 8.200000 0.827832 11 0.225352 0.266667 5 4 7 (x,((x,((x,x),((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 79 25 8.866667 0.837240 11 0.211268 0.238095 6 4 8 (x,((x,((x,x),((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 78 22 9.616667 0.846647 10 0.197183 0.209524 7 2 11 (x,((x,((x,x),((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 89 43 6.301190 0.770213 14 0.352113 0.409524 3 8 4 (x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 88 40 7.176190 0.771389 13 0.338028 0.380952 4 3 6 (x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 87 39 7.176190 0.773741 13 0.323944 0.371429 4 3 5 (x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 86 38 7.176190 0.778445 13 0.309859 0.361905 4 4 5 (x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 85 35 8.033333 0.780797 12 0.295775 0.333333 5 3 7 (x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 85 35 7.533333 0.780797 12 0.295775 0.333333 4 3 6 (x,((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 37 7.176190 0.787852 13 0.295775 0.352381 4 5 5 (x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 34 8.033333 0.790204 12 0.281690 0.323810 5 3 7 (x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 83 33 8.033333 0.794907 12 0.267606 0.314286 5 3 6 (x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 83 33 7.533333 0.794907 12 0.267606 0.314286 4 4 5 (x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 82 30 8.366667 0.799611 11 0.253521 0.285714 5 3 7 (x,((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 84 36 7.176190 0.806666 13 0.281690 0.342857 4 6 5 (x,((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 83 33 8.033333 0.809018 12 0.267606 0.314286 5 3 7 (x,((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 82 32 8.033333 0.813722 12 0.253521 0.304762 5 3 6 (x,((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 4 6 (x,((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 80 28 8.866667 0.827832 11 0.225352 0.266667 6 3 8 (x,((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 80 28 8.366667 0.827832 11 0.225352 0.266667 5 3 7 (x,((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 81 31 7.533333 0.823129 12 0.239437 0.295238 4 5 5 (x,((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 80 28 8.366667 0.827832 11 0.225352 0.266667 5 3 7 (x,((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 79 27 8.366667 0.837240 11 0.211268 0.257143 5 3 6 (x,((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 80 28 7.700000 0.827832 11 0.225352 0.266667 4 4 6 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(x,(((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 39 6.876190 0.801963 14 0.295775 0.371429 4 5 4 (x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 36 7.733333 0.804315 13 0.281690 0.342857 5 5 6 (x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 83 35 7.733333 0.809018 13 0.267606 0.333333 5 5 5 (x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 83 35 7.233333 0.809018 13 0.267606 0.333333 4 5 4 (x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 7 82 32 8.033333 0.813722 12 0.253521 0.304762 5 5 6 (x,(((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 84 38 6.876190 0.820777 14 0.281690 0.361905 4 6 4 (x,(((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 83 35 7.733333 0.823129 13 0.267606 0.333333 5 5 6 (x,(((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 82 34 7.733333 0.827832 13 0.253521 0.323810 5 5 5 (x,(((x,x),(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 81 33 7.733333 0.837240 13 0.239437 0.314286 5 5 5 (x,(((x,x),(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x))))))) 16 7 80 30 8.533333 0.841943 12 0.225352 0.285714 6 5 7 (x,(((x,x),(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,x)))))) 16 7 80 30 8.033333 0.841943 12 0.225352 0.285714 5 5 6 (x,(((x,x),(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 81 33 7.233333 0.837240 13 0.239437 0.314286 4 5 4 (x,(((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 7 80 30 8.033333 0.841943 12 0.225352 0.285714 5 5 6 (x,(((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 7 79 29 8.033333 0.851350 12 0.211268 0.276190 5 5 5 (x,(((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 7 80 30 7.366667 0.841943 12 0.225352 0.285714 4 5 5 (x,(((x,x),(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 7 79 27 8.033333 0.851350 12 0.211268 0.257143 5 5 6 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(x,(((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 83 33 8.533333 0.809018 12 0.267606 0.314286 6 2 8 (x,(((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 82 32 8.533333 0.813722 12 0.253521 0.304762 6 3 7 (x,(((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 82 32 8.033333 0.813722 12 0.253521 0.304762 5 4 6 (x,(((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 81 29 8.866667 0.818425 11 0.239437 0.276190 6 3 8 (x,(((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 83 35 7.676190 0.825481 13 0.267606 0.333333 5 6 6 (x,(((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 82 32 8.533333 0.827832 12 0.253521 0.304762 6 2 8 (x,(((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 81 31 8.533333 0.832536 12 0.239437 0.295238 6 3 7 (x,(((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 80 30 8.533333 0.841943 12 0.225352 0.285714 6 4 7 (x,(((x,x),(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 79 27 9.366667 0.846647 11 0.211268 0.257143 7 2 9 (x,(((x,x),(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 79 27 8.866667 0.846647 11 0.211268 0.257143 6 3 8 (x,(((x,x),(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 80 30 8.033333 0.841943 12 0.225352 0.285714 5 5 6 (x,(((x,x),(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 79 27 8.866667 0.846647 11 0.211268 0.257143 6 3 8 (x,(((x,x),(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 78 26 8.866667 0.856054 11 0.197183 0.247619 6 3 7 (x,(((x,x),(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 79 27 8.200000 0.846647 11 0.211268 0.257143 5 4 7 (x,(((x,x),(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 78 24 8.866667 0.856054 11 0.197183 0.228571 6 4 8 (x,(((x,x),(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 77 21 9.616667 0.865461 10 0.183099 0.200000 7 2 11 (x,(((x,x),(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 87 41 6.801190 0.798435 14 0.323944 0.390476 4 8 4 (x,(((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 86 38 7.676190 0.799611 13 0.309859 0.361905 5 3 6 (x,(((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 85 37 7.676190 0.801963 13 0.295775 0.352381 5 3 5 (x,(((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 84 36 7.676190 0.806666 13 0.281690 0.342857 5 4 5 (x,(((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 83 33 8.533333 0.809018 12 0.267606 0.314286 6 3 7 (x,(((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 83 33 8.033333 0.809018 12 0.267606 0.314286 5 3 6 (x,(((x,x),((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 83 35 7.676190 0.816074 13 0.267606 0.333333 5 5 5 (x,(((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 82 32 8.533333 0.818425 12 0.253521 0.304762 6 3 7 (x,(((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 81 31 8.533333 0.823129 12 0.239437 0.295238 6 3 6 (x,(((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 4 5 (x,(((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 80 28 8.866667 0.827832 11 0.225352 0.266667 6 3 7 (x,(((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 82 34 7.676190 0.834888 13 0.253521 0.323810 5 6 5 (x,(((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 8.533333 0.837240 12 0.239437 0.295238 6 3 7 (x,(((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 80 30 8.533333 0.841943 12 0.225352 0.285714 6 3 6 (x,(((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 79 29 8.533333 0.851350 12 0.211268 0.276190 6 4 6 (x,(((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 78 26 9.366667 0.856054 11 0.197183 0.247619 7 3 8 (x,(((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 78 26 8.866667 0.856054 11 0.197183 0.247619 6 3 7 (x,(((x,x),((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 79 29 8.033333 0.851350 12 0.211268 0.276190 5 5 5 (x,(((x,x),((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 78 26 8.866667 0.856054 11 0.197183 0.247619 6 3 7 (x,(((x,x),((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 77 25 8.866667 0.865461 11 0.183099 0.238095 6 3 6 (x,(((x,x),((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 78 26 8.200000 0.856054 11 0.197183 0.247619 5 4 6 (x,(((x,x),((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 77 23 8.866667 0.865461 11 0.183099 0.219048 6 4 7 (x,(((x,x),((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 76 20 9.616667 0.874868 10 0.169014 0.190476 7 3 10 (x,(((x,x),((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 87 41 6.301190 0.798435 14 0.323944 0.390476 3 8 3 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 86 38 7.176190 0.799611 13 0.309859 0.361905 4 4 5 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 85 37 7.176190 0.801963 13 0.295775 0.352381 4 4 4 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 84 36 7.176190 0.806666 13 0.281690 0.342857 4 4 4 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 83 33 8.033333 0.809018 12 0.267606 0.314286 5 4 6 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 83 33 7.533333 0.809018 12 0.267606 0.314286 4 4 5 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 83 35 7.176190 0.816074 13 0.267606 0.333333 4 5 4 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 82 32 8.033333 0.818425 12 0.253521 0.304762 5 4 6 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 81 31 8.033333 0.823129 12 0.239437 0.295238 5 4 5 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 81 31 7.533333 0.823129 12 0.239437 0.295238 4 4 4 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 80 28 8.366667 0.827832 11 0.225352 0.266667 5 4 6 (x,(((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 82 34 7.176190 0.834888 13 0.253521 0.323810 4 6 4 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 8.033333 0.837240 12 0.239437 0.295238 5 4 6 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 80 30 8.033333 0.841943 12 0.225352 0.285714 5 4 5 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 79 29 8.033333 0.851350 12 0.211268 0.276190 5 4 5 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 78 26 8.866667 0.856054 11 0.197183 0.247619 6 4 7 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 78 26 8.366667 0.856054 11 0.197183 0.247619 5 4 6 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 79 29 7.533333 0.851350 12 0.211268 0.276190 4 5 4 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 78 26 8.366667 0.856054 11 0.197183 0.247619 5 4 6 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 77 25 8.366667 0.865461 11 0.183099 0.238095 5 4 5 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 78 26 7.700000 0.856054 11 0.197183 0.247619 4 4 5 (x,(((x,(x,x)),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 77 23 8.366667 0.865461 11 0.183099 0.219048 5 4 6 (x,(((x,(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 76 20 9.116667 0.874868 10 0.169014 0.190476 6 4 9 (x,(((x,(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 86 38 7.051190 0.807842 13 0.309859 0.361905 4 8 5 (x,(((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 85 35 7.926190 0.809018 12 0.295775 0.333333 5 3 7 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((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))))) 16 13 119 85 5.103211 0.752795 16 0.774648 0.809524 3 4 3 ((x,x),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))))) 16 12 118 82 6.019877 0.752869 15 0.760563 0.780952 4 2 5 ((x,x),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))))) 16 12 118 82 5.519877 0.752869 15 0.760563 0.780952 3 3 4 ((x,x),(x,(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))))) 16 13 118 84 5.103211 0.753089 16 0.760563 0.800000 3 5 3 ((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))))) 16 12 117 81 6.019877 0.753163 15 0.746479 0.771429 4 2 5 ((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))))) 16 12 116 80 6.019877 0.753310 15 0.732394 0.761905 4 3 4 ((x,x),(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))))) 16 12 116 80 5.519877 0.753310 15 0.732394 0.761905 3 4 3 ((x,x),(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))))) 16 11 115 77 6.428968 0.753457 14 0.718310 0.733333 4 3 5 ((x,x),(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))))) 16 13 117 83 5.103211 0.753677 16 0.746479 0.790476 3 6 3 ((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))))) 16 12 116 80 6.019877 0.753751 15 0.732394 0.761905 4 2 5 ((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))))) 16 12 115 79 6.019877 0.753898 15 0.718310 0.752381 4 3 4 ((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))))) 16 12 114 78 6.019877 0.754192 15 0.704225 0.742857 4 4 4 ((x,x),(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))))) 16 11 113 75 6.928968 0.754339 14 0.690141 0.714286 5 2 6 ((x,x),(x,(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))))) 16 11 113 75 6.428968 0.754339 14 0.690141 0.714286 4 3 5 ((x,x),(x,(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))))) 16 12 114 78 5.519877 0.754192 15 0.704225 0.742857 3 5 3 ((x,x),(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))))) 16 11 113 75 6.428968 0.754339 14 0.690141 0.714286 4 3 5 ((x,x),(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))))) 16 11 112 74 6.428968 0.754633 14 0.676056 0.704762 4 3 4 ((x,x),(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))))) 16 11 113 75 5.762302 0.754339 14 0.690141 0.714286 3 4 4 ((x,x),(x,(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))))) 16 11 112 72 6.428968 0.754633 14 0.676056 0.685714 4 4 5 ((x,x),(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))))) 16 10 111 69 7.328968 0.754927 13 0.661972 0.657143 5 2 8 ((x,x),(x,(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))))) 16 13 116 82 5.103211 0.754853 16 0.732394 0.780952 3 7 3 ((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 115 79 6.019877 0.754927 15 0.718310 0.752381 4 2 5 ((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 114 78 6.019877 0.755074 15 0.704225 0.742857 4 3 4 ((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 113 77 6.019877 0.755368 15 0.690141 0.733333 4 4 4 ((x,x),(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 112 74 6.928968 0.755515 14 0.676056 0.704762 5 2 6 ((x,x),(x,(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))))) 16 11 112 74 6.428968 0.755515 14 0.676056 0.704762 4 3 5 ((x,x),(x,(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 112 76 6.019877 0.755956 15 0.676056 0.723810 4 5 4 ((x,x),(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 111 73 6.928968 0.756103 14 0.661972 0.695238 5 2 6 ((x,x),(x,(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))))) 16 11 110 72 6.928968 0.756397 14 0.647887 0.685714 5 3 5 ((x,x),(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))))) 16 11 110 72 6.428968 0.756397 14 0.647887 0.685714 4 4 4 ((x,x),(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 109 69 7.328968 0.756691 13 0.633803 0.657143 5 3 6 ((x,x),(x,(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))))) 16 12 112 76 5.519877 0.755956 15 0.676056 0.723810 3 6 3 ((x,x),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))))) 16 11 111 73 6.428968 0.756103 14 0.661972 0.695238 4 3 5 ((x,x),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))))) 16 11 110 72 6.428968 0.756397 14 0.647887 0.685714 4 3 4 ((x,x),(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))))) 16 11 109 71 6.428968 0.756985 14 0.633803 0.676190 4 4 4 ((x,x),(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.757279 13 0.619718 0.647619 5 3 6 ((x,x),(x,(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))))) 16 10 108 68 6.828968 0.757279 13 0.619718 0.647619 4 3 5 ((x,x),(x,(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))))) 16 11 110 72 5.762302 0.756397 14 0.647887 0.685714 3 5 3 ((x,x),(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))))) 16 10 109 69 6.662302 0.756691 13 0.633803 0.657143 4 4 5 ((x,x),(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))))) 16 10 108 68 6.662302 0.757279 13 0.619718 0.647619 4 4 4 ((x,x),(x,(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))))) 16 11 109 69 6.428968 0.756985 14 0.633803 0.657143 4 5 5 ((x,x),(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 108 66 7.328968 0.757279 13 0.619718 0.628571 5 2 7 ((x,x),(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))))) 16 10 107 65 7.328968 0.757867 13 0.605634 0.619048 5 3 6 ((x,x),(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))))) 16 13 115 81 5.103211 0.757205 16 0.718310 0.771429 3 8 3 ((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 114 78 6.019877 0.757279 15 0.704225 0.742857 4 2 5 ((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 113 77 6.019877 0.757426 15 0.690141 0.733333 4 3 4 ((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 112 76 6.019877 0.757720 15 0.676056 0.723810 4 4 4 ((x,x),(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 111 73 6.928968 0.757867 14 0.661972 0.695238 5 2 6 ((x,x),(x,(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 111 73 6.428968 0.757867 14 0.661972 0.695238 4 3 5 ((x,x),(x,(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 111 75 6.019877 0.758307 15 0.661972 0.714286 4 5 4 ((x,x),(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 110 72 6.928968 0.758454 14 0.647887 0.685714 5 2 6 ((x,x),(x,(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 109 71 6.928968 0.758748 14 0.633803 0.676190 5 3 5 ((x,x),(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 109 71 6.428968 0.758748 14 0.633803 0.676190 4 4 4 ((x,x),(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 108 68 7.328968 0.759042 13 0.619718 0.647619 5 3 6 ((x,x),(x,(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 110 74 6.019877 0.759483 15 0.647887 0.704762 4 6 4 ((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.928968 0.759630 14 0.633803 0.676190 5 2 6 ((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 108 70 6.928968 0.759924 14 0.619718 0.666667 5 3 5 ((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 107 69 6.928968 0.760512 14 0.605634 0.657143 5 4 5 ((x,x),(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 106 66 7.828968 0.760806 13 0.591549 0.628571 6 2 7 ((x,x),(x,(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 106 66 7.328968 0.760806 13 0.591549 0.628571 5 3 6 ((x,x),(x,(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 107 69 6.428968 0.760512 14 0.605634 0.657143 4 5 4 ((x,x),(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.760806 13 0.591549 0.628571 5 3 6 ((x,x),(x,(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 105 65 7.328968 0.761394 13 0.577465 0.619048 5 3 5 ((x,x),(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 106 66 6.662302 0.760806 13 0.591549 0.628571 4 4 5 ((x,x),(x,(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 105 63 7.328968 0.761394 13 0.577465 0.600000 5 4 6 ((x,x),(x,(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 104 60 8.217857 0.761982 12 0.563380 0.571429 6 2 9 ((x,x),(x,(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 110 74 5.519877 0.759483 15 0.647887 0.704762 3 7 3 ((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.428968 0.759630 14 0.633803 0.676190 4 3 5 ((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 108 70 6.428968 0.759924 14 0.619718 0.666667 4 3 4 ((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 107 69 6.428968 0.760512 14 0.605634 0.657143 4 4 4 ((x,x),(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.760806 13 0.591549 0.628571 5 3 6 ((x,x),(x,(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))))) 16 10 106 66 6.828968 0.760806 13 0.591549 0.628571 4 3 5 ((x,x),(x,(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 106 68 6.428968 0.761688 14 0.591549 0.647619 4 5 4 ((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 105 65 7.328968 0.761982 13 0.577465 0.619048 5 3 6 ((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.762570 13 0.563380 0.609524 5 3 5 ((x,x),(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))))) 16 10 104 64 6.828968 0.762570 13 0.563380 0.609524 4 4 4 ((x,x),(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 103 61 7.717857 0.763158 12 0.549296 0.580952 5 3 6 ((x,x),(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))))) 16 11 107 69 5.762302 0.760512 14 0.605634 0.657143 3 6 3 ((x,x),(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))))) 16 10 106 66 6.662302 0.760806 13 0.591549 0.628571 4 4 5 ((x,x),(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))))) 16 10 105 65 6.662302 0.761394 13 0.577465 0.619048 4 4 4 ((x,x),(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))))) 16 10 104 64 6.662302 0.762570 13 0.563380 0.609524 4 4 4 ((x,x),(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))))) 16 9 103 61 7.551190 0.763158 12 0.549296 0.580952 5 4 6 ((x,x),(x,(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,x))))))))) 16 9 103 61 7.051190 0.763158 12 0.549296 0.580952 4 4 5 ((x,x),(x,(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))))) 16 11 106 66 6.428968 0.761688 14 0.591549 0.628571 4 6 5 ((x,x),(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 105 63 7.328968 0.761982 13 0.577465 0.600000 5 2 7 ((x,x),(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 104 62 7.328968 0.762570 13 0.563380 0.590476 5 3 6 ((x,x),(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 103 61 7.328968 0.763746 13 0.549296 0.580952 5 4 6 ((x,x),(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 102 58 8.217857 0.764334 12 0.535211 0.552381 6 2 8 ((x,x),(x,(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 102 58 7.717857 0.764334 12 0.535211 0.552381 5 3 7 ((x,x),(x,(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 106 66 5.912302 0.760806 13 0.591549 0.628571 3 5 4 ((x,x),(x,(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))))) 16 10 105 63 6.662302 0.761394 13 0.577465 0.600000 4 5 5 ((x,x),(x,(x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 104 60 7.551190 0.761982 12 0.563380 0.571429 5 2 8 ((x,x),(x,(x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,x))))))))) 16 10 104 62 6.662302 0.762570 13 0.563380 0.590476 4 5 4 ((x,x),(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 103 59 7.551190 0.763158 12 0.549296 0.561905 5 3 6 ((x,x),(x,(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 102 58 7.551190 0.764334 12 0.535211 0.552381 5 3 6 ((x,x),(x,(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))))) 16 13 114 80 5.103211 0.761909 16 0.704225 0.761905 3 9 3 ((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 113 77 6.019877 0.761982 15 0.690141 0.733333 4 2 5 ((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 112 76 6.019877 0.762129 15 0.676056 0.723810 4 3 4 ((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 111 75 6.019877 0.762423 15 0.661972 0.714286 4 4 4 ((x,x),(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 110 72 6.928968 0.762570 14 0.647887 0.685714 5 2 6 ((x,x),(x,(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 110 72 6.428968 0.762570 14 0.647887 0.685714 4 3 5 ((x,x),(x,(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 110 74 6.019877 0.763011 15 0.647887 0.704762 4 5 4 ((x,x),(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 109 71 6.928968 0.763158 14 0.633803 0.676190 5 2 6 ((x,x),(x,(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 108 70 6.928968 0.763452 14 0.619718 0.666667 5 3 5 ((x,x),(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 108 70 6.428968 0.763452 14 0.619718 0.666667 4 4 4 ((x,x),(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 107 67 7.328968 0.763746 13 0.605634 0.638095 5 3 6 ((x,x),(x,(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 109 73 6.019877 0.764187 15 0.633803 0.695238 4 6 4 ((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 108 70 6.928968 0.764334 14 0.619718 0.666667 5 2 6 ((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 107 69 6.928968 0.764628 14 0.605634 0.657143 5 3 5 ((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 106 68 6.928968 0.765216 14 0.591549 0.647619 5 4 5 ((x,x),(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 105 65 7.828968 0.765510 13 0.577465 0.619048 6 2 7 ((x,x),(x,(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 105 65 7.328968 0.765510 13 0.577465 0.619048 5 3 6 ((x,x),(x,(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 106 68 6.428968 0.765216 14 0.591549 0.647619 4 5 4 ((x,x),(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 105 65 7.328968 0.765510 13 0.577465 0.619048 5 3 6 ((x,x),(x,(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.766098 13 0.563380 0.609524 5 3 5 ((x,x),(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 105 65 6.662302 0.765510 13 0.577465 0.619048 4 4 5 ((x,x),(x,(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 104 62 7.328968 0.766098 13 0.563380 0.590476 5 4 6 ((x,x),(x,(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 103 59 8.217857 0.766686 12 0.549296 0.561905 6 2 9 ((x,x),(x,(x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 108 72 6.019877 0.766539 15 0.619718 0.685714 4 7 4 ((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 6.928968 0.766686 14 0.605634 0.657143 5 2 6 ((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 6.928968 0.766980 14 0.591549 0.647619 5 3 5 ((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 6.928968 0.767568 14 0.577465 0.638095 5 4 5 ((x,x),(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 7.828968 0.767862 13 0.563380 0.609524 6 2 7 ((x,x),(x,(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.767862 13 0.563380 0.609524 5 3 6 ((x,x),(x,(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 104 66 6.928968 0.768744 14 0.563380 0.628571 5 5 5 ((x,x),(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 103 63 7.828968 0.769038 13 0.549296 0.600000 6 2 7 ((x,x),(x,(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 102 62 7.828968 0.769626 13 0.535211 0.590476 6 3 6 ((x,x),(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 102 62 7.328968 0.769626 13 0.535211 0.590476 5 4 5 ((x,x),(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 101 59 8.217857 0.770213 12 0.521127 0.561905 6 3 7 ((x,x),(x,(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 104 66 6.428968 0.768744 14 0.563380 0.628571 4 6 4 ((x,x),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 103 63 7.328968 0.769038 13 0.549296 0.600000 5 3 6 ((x,x),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 102 62 7.328968 0.769626 13 0.535211 0.590476 5 3 5 ((x,x),(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 101 61 7.328968 0.770801 13 0.521127 0.580952 5 4 5 ((x,x),(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 100 58 8.217857 0.771389 12 0.507042 0.552381 6 3 7 ((x,x),(x,(x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 100 58 7.717857 0.771389 12 0.507042 0.552381 5 3 6 ((x,x),(x,(x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 102 62 6.662302 0.769626 13 0.535211 0.590476 4 5 4 ((x,x),(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 101 59 7.551190 0.770213 12 0.521127 0.561905 5 4 6 ((x,x),(x,(x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 100 58 7.551190 0.771389 12 0.507042 0.552381 5 4 5 ((x,x),(x,(x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 101 59 7.328968 0.770801 13 0.521127 0.561905 5 5 6 ((x,x),(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 100 56 8.217857 0.771389 12 0.507042 0.533333 6 2 8 ((x,x),(x,(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 99 55 8.217857 0.772565 12 0.492958 0.523810 6 3 7 ((x,x),(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 108 72 5.519877 0.766539 15 0.619718 0.685714 3 8 3 ((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 6.428968 0.766686 14 0.605634 0.657143 4 3 5 ((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 6.428968 0.766980 14 0.591549 0.647619 4 3 4 ((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 6.428968 0.767568 14 0.577465 0.638095 4 4 4 ((x,x),(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.767862 13 0.563380 0.609524 5 3 6 ((x,x),(x,(x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 104 64 6.828968 0.767862 13 0.563380 0.609524 4 3 5 ((x,x),(x,(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 104 66 6.428968 0.768744 14 0.563380 0.628571 4 5 4 ((x,x),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 103 63 7.328968 0.769038 13 0.549296 0.600000 5 3 6 ((x,x),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 102 62 7.328968 0.769626 13 0.535211 0.590476 5 3 5 ((x,x),(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 102 62 6.828968 0.769626 13 0.535211 0.590476 4 4 4 ((x,x),(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 101 59 7.717857 0.770213 12 0.521127 0.561905 5 3 6 ((x,x),(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 103 65 6.428968 0.771095 14 0.549296 0.619048 4 6 4 ((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.328968 0.771389 13 0.535211 0.590476 5 3 6 ((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 101 61 7.328968 0.771977 13 0.521127 0.580952 5 3 5 ((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 100 60 7.328968 0.773153 13 0.507042 0.571429 5 4 5 ((x,x),(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 99 57 8.217857 0.773741 12 0.492958 0.542857 6 3 7 ((x,x),(x,(x,(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 99 57 7.717857 0.773741 12 0.492958 0.542857 5 3 6 ((x,x),(x,(x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 100 60 6.828968 0.773153 13 0.507042 0.571429 4 5 4 ((x,x),(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 99 57 7.717857 0.773741 12 0.492958 0.542857 5 3 6 ((x,x),(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 98 56 7.717857 0.774917 12 0.478873 0.533333 5 3 5 ((x,x),(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 99 57 7.051190 0.773741 12 0.492958 0.542857 4 4 5 ((x,x),(x,(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 98 54 7.717857 0.774917 12 0.478873 0.514286 5 4 6 ((x,x),(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 97 51 8.592857 0.776093 11 0.464789 0.485714 6 3 9 ((x,x),(x,(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 104 66 5.762302 0.768744 14 0.563380 0.628571 3 7 3 ((x,x),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 103 63 6.662302 0.769038 13 0.549296 0.600000 4 4 5 ((x,x),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 102 62 6.662302 0.769626 13 0.535211 0.590476 4 4 4 ((x,x),(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 101 61 6.662302 0.770801 13 0.521127 0.580952 4 4 4 ((x,x),(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 100 58 7.551190 0.771389 12 0.507042 0.552381 5 4 6 ((x,x),(x,(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,x))))))))) 16 9 100 58 7.051190 0.771389 12 0.507042 0.552381 4 4 5 ((x,x),(x,(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 100 60 6.662302 0.773153 13 0.507042 0.571429 4 5 4 ((x,x),(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 99 57 7.551190 0.773741 12 0.492958 0.542857 5 4 6 ((x,x),(x,(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,x))))))))) 16 9 98 56 7.551190 0.774917 12 0.478873 0.533333 5 4 5 ((x,x),(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,x))))))))) 16 9 98 56 7.051190 0.774917 12 0.478873 0.533333 4 4 4 ((x,x),(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 97 53 7.926190 0.776093 11 0.464789 0.504762 5 4 6 ((x,x),(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))))) 16 11 103 63 6.428968 0.771095 14 0.549296 0.600000 4 7 5 ((x,x),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 102 60 7.328968 0.771389 13 0.535211 0.571429 5 2 7 ((x,x),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 101 59 7.328968 0.771977 13 0.521127 0.561905 5 3 6 ((x,x),(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 100 58 7.328968 0.773153 13 0.507042 0.552381 5 4 6 ((x,x),(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 99 55 8.217857 0.773741 12 0.492958 0.523810 6 2 8 ((x,x),(x,(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 99 55 7.717857 0.773741 12 0.492958 0.523810 5 3 7 ((x,x),(x,(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 99 57 7.328968 0.775505 13 0.492958 0.542857 5 5 6 ((x,x),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 98 54 8.217857 0.776093 12 0.478873 0.514286 6 2 8 ((x,x),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,x))))))))) 16 9 97 53 8.217857 0.777269 12 0.464789 0.504762 6 3 7 ((x,x),(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,x))))))))) 16 9 97 53 7.717857 0.777269 12 0.464789 0.504762 5 4 6 ((x,x),(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 96 50 8.592857 0.778445 11 0.450704 0.476190 6 3 8 ((x,x),(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 16 10 102 62 5.912302 0.769626 13 0.535211 0.590476 3 6 3 ((x,x),(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))))) 16 9 101 59 6.801190 0.770213 12 0.521127 0.561905 4 5 5 ((x,x),(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))))))) 16 9 100 58 6.801190 0.771389 12 0.507042 0.552381 4 5 4 ((x,x),(x,(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))))) 16 9 99 57 6.801190 0.773741 12 0.492958 0.542857 4 5 4 ((x,x),(x,(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))))))) 16 9 98 54 7.551190 0.774917 12 0.478873 0.514286 5 5 6 ((x,x),(x,(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x)))))))) 16 9 98 54 7.051190 0.774917 12 0.478873 0.514286 4 5 5 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((x,x),(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 98 54 7.551190 0.774917 12 0.478873 0.514286 5 3 5 ((x,x),(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 97 53 7.551190 0.777269 12 0.464789 0.504762 5 4 5 ((x,x),(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 96 50 8.426190 0.778445 11 0.450704 0.476190 6 3 7 ((x,x),(x,(x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 96 50 7.926190 0.778445 11 0.450704 0.476190 5 3 6 ((x,x),(x,(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 13 113 79 5.103211 0.771316 16 0.690141 0.752381 3 10 3 ((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 112 76 6.019877 0.771389 15 0.676056 0.723810 4 2 5 ((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 111 75 6.019877 0.771536 15 0.661972 0.714286 4 3 4 ((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 110 74 6.019877 0.771830 15 0.647887 0.704762 4 4 4 ((x,x),(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 109 71 6.928968 0.771977 14 0.633803 0.676190 5 2 6 ((x,x),(x,(x,((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 109 71 6.428968 0.771977 14 0.633803 0.676190 4 3 5 ((x,x),(x,(x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 109 73 6.019877 0.772418 15 0.633803 0.695238 4 5 4 ((x,x),(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 108 70 6.928968 0.772565 14 0.619718 0.666667 5 2 6 ((x,x),(x,(x,((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 107 69 6.928968 0.772859 14 0.605634 0.657143 5 3 5 ((x,x),(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 107 69 6.428968 0.772859 14 0.605634 0.657143 4 4 4 ((x,x),(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 106 66 7.328968 0.773153 13 0.591549 0.628571 5 3 6 ((x,x),(x,(x,((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 108 72 6.019877 0.773594 15 0.619718 0.685714 4 6 4 ((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 107 69 6.928968 0.773741 14 0.605634 0.657143 5 2 6 ((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 106 68 6.928968 0.774035 14 0.591549 0.647619 5 3 5 ((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 105 67 6.928968 0.774623 14 0.577465 0.638095 5 4 5 ((x,x),(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 104 64 7.828968 0.774917 13 0.563380 0.609524 6 2 7 ((x,x),(x,(x,((x,x),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 104 64 7.328968 0.774917 13 0.563380 0.609524 5 3 6 ((x,x),(x,(x,((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 105 67 6.428968 0.774623 14 0.577465 0.638095 4 5 4 ((x,x),(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 104 64 7.328968 0.774917 13 0.563380 0.609524 5 3 6 ((x,x),(x,(x,((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.775505 13 0.549296 0.600000 5 3 5 ((x,x),(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 104 64 6.662302 0.774917 13 0.563380 0.609524 4 4 5 ((x,x),(x,(x,((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 103 61 7.328968 0.775505 13 0.549296 0.580952 5 4 6 ((x,x),(x,(x,((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 102 58 8.217857 0.776093 12 0.535211 0.552381 6 2 9 ((x,x),(x,(x,((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 107 71 6.019877 0.775946 15 0.605634 0.676190 4 7 4 ((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 106 68 6.928968 0.776093 14 0.591549 0.647619 5 2 6 ((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 105 67 6.928968 0.776387 14 0.577465 0.638095 5 3 5 ((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 104 66 6.928968 0.776975 14 0.563380 0.628571 5 4 5 ((x,x),(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 103 63 7.828968 0.777269 13 0.549296 0.600000 6 2 7 ((x,x),(x,(x,((x,x),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 103 63 7.328968 0.777269 13 0.549296 0.600000 5 3 6 ((x,x),(x,(x,((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 103 65 6.928968 0.778151 14 0.549296 0.619048 5 5 5 ((x,x),(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.828968 0.778445 13 0.535211 0.590476 6 2 7 ((x,x),(x,(x,((x,x),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 101 61 7.828968 0.779033 13 0.521127 0.580952 6 3 6 ((x,x),(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 101 61 7.328968 0.779033 13 0.521127 0.580952 5 4 5 ((x,x),(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 100 58 8.217857 0.779621 12 0.507042 0.552381 6 3 7 ((x,x),(x,(x,((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 103 65 6.428968 0.778151 14 0.549296 0.619048 4 6 4 ((x,x),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 102 62 7.328968 0.778445 13 0.535211 0.590476 5 3 6 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((x,x),(x,(x,((x,x),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 102 64 6.928968 0.782854 14 0.535211 0.609524 5 5 5 ((x,x),(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 101 61 7.828968 0.783148 13 0.521127 0.580952 6 2 7 ((x,x),(x,(x,((x,x),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 100 60 7.828968 0.783736 13 0.507042 0.571429 6 3 6 ((x,x),(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 100 60 7.328968 0.783736 13 0.507042 0.571429 5 4 5 ((x,x),(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 99 57 8.217857 0.784324 12 0.492958 0.542857 6 3 7 ((x,x),(x,(x,((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 101 63 6.928968 0.785206 14 0.521127 0.600000 5 6 5 ((x,x),(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 7.828968 0.785500 13 0.507042 0.571429 6 2 7 ((x,x),(x,(x,((x,x),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 99 59 7.828968 0.786088 13 0.492958 0.561905 6 3 6 ((x,x),(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 98 58 7.828968 0.787264 13 0.478873 0.552381 6 4 6 ((x,x),(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 97 55 8.717857 0.787852 12 0.464789 0.523810 7 2 8 ((x,x),(x,(x,((x,x),((x,x),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 97 55 8.217857 0.787852 12 0.464789 0.523810 6 3 7 ((x,x),(x,(x,((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 98 58 7.328968 0.787264 13 0.478873 0.552381 5 5 5 ((x,x),(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 97 55 8.217857 0.787852 12 0.464789 0.523810 6 3 7 ((x,x),(x,(x,((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 96 54 8.217857 0.789028 12 0.450704 0.514286 6 3 6 ((x,x),(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 97 55 7.551190 0.787852 12 0.464789 0.523810 5 4 6 ((x,x),(x,(x,((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 96 52 8.217857 0.789028 12 0.450704 0.495238 6 4 7 ((x,x),(x,(x,((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 95 49 9.092857 0.790204 11 0.436620 0.466667 7 2 10 ((x,x),(x,(x,((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 101 63 6.428968 0.785206 14 0.521127 0.600000 4 7 4 ((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 7.328968 0.785500 13 0.507042 0.571429 5 3 6 ((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 99 59 7.328968 0.786088 13 0.492958 0.561905 5 3 5 ((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 98 58 7.328968 0.787264 13 0.478873 0.552381 5 4 5 ((x,x),(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 97 55 8.217857 0.787852 12 0.464789 0.523810 6 3 7 ((x,x),(x,(x,((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 97 55 7.717857 0.787852 12 0.464789 0.523810 5 3 6 ((x,x),(x,(x,((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 97 57 7.328968 0.789616 13 0.464789 0.542857 5 5 5 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((x,x),(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 99 57 7.717857 0.784324 12 0.492958 0.542857 5 3 6 ((x,x),(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 101 63 6.428968 0.785206 14 0.521127 0.600000 4 6 4 ((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 7.328968 0.785500 13 0.507042 0.571429 5 3 6 ((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 99 59 7.328968 0.786088 13 0.492958 0.561905 5 3 5 ((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 98 58 7.328968 0.787264 13 0.478873 0.552381 5 4 5 ((x,x),(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 97 55 8.217857 0.787852 12 0.464789 0.523810 6 3 7 ((x,x),(x,(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 97 55 7.717857 0.787852 12 0.464789 0.523810 5 3 6 ((x,x),(x,(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 98 58 6.828968 0.787264 13 0.478873 0.552381 4 5 4 ((x,x),(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 97 55 7.717857 0.787852 12 0.464789 0.523810 5 3 6 ((x,x),(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 96 54 7.717857 0.789028 12 0.450704 0.514286 5 3 5 ((x,x),(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 97 55 7.051190 0.787852 12 0.464789 0.523810 4 4 5 ((x,x),(x,(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 96 52 7.717857 0.789028 12 0.450704 0.495238 5 4 6 ((x,x),(x,(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 95 49 8.592857 0.790204 11 0.436620 0.466667 6 3 9 ((x,x),(x,(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 100 62 6.428968 0.789910 14 0.507042 0.590476 4 7 4 ((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 99 59 7.328968 0.790204 13 0.492958 0.561905 5 3 6 ((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 98 58 7.328968 0.790792 13 0.478873 0.552381 5 3 5 ((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 97 57 7.328968 0.791968 13 0.464789 0.542857 5 4 5 ((x,x),(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 96 54 8.217857 0.792556 12 0.450704 0.514286 6 3 7 ((x,x),(x,(x,((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 96 54 7.717857 0.792556 12 0.450704 0.514286 5 3 6 ((x,x),(x,(x,((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 96 56 7.328968 0.794319 13 0.450704 0.533333 5 5 5 ((x,x),(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 95 53 8.217857 0.794907 12 0.436620 0.504762 6 3 7 ((x,x),(x,(x,((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 94 52 8.217857 0.796083 12 0.422535 0.495238 6 3 6 ((x,x),(x,(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 94 52 7.717857 0.796083 12 0.422535 0.495238 5 4 5 ((x,x),(x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 93 49 8.592857 0.797259 11 0.408451 0.466667 6 3 7 ((x,x),(x,(x,((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 96 56 6.828968 0.794319 13 0.450704 0.533333 4 6 4 ((x,x),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.717857 0.794907 12 0.436620 0.504762 5 3 6 ((x,x),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 94 52 7.717857 0.796083 12 0.422535 0.495238 5 3 5 ((x,x),(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 93 51 7.717857 0.798435 12 0.408451 0.485714 5 4 5 ((x,x),(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 92 48 8.592857 0.799611 11 0.394366 0.457143 6 3 7 ((x,x),(x,(x,((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 92 48 8.092857 0.799611 11 0.394366 0.457143 5 3 6 ((x,x),(x,(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 94 52 7.051190 0.796083 12 0.422535 0.495238 4 5 4 ((x,x),(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 93 49 7.926190 0.797259 11 0.408451 0.466667 5 4 6 ((x,x),(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 92 48 7.926190 0.799611 11 0.394366 0.457143 5 4 5 ((x,x),(x,(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 93 49 7.717857 0.798435 12 0.408451 0.466667 5 5 6 ((x,x),(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 92 46 8.592857 0.799611 11 0.394366 0.438095 6 3 8 ((x,x),(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 91 45 8.592857 0.801963 11 0.380282 0.428571 6 3 7 ((x,x),(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 101 63 5.762302 0.785206 14 0.521127 0.600000 3 8 3 ((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 6.662302 0.785500 13 0.507042 0.571429 4 4 5 ((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 99 59 6.662302 0.786088 13 0.492958 0.561905 4 4 4 ((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 98 58 6.662302 0.787264 13 0.478873 0.552381 4 4 4 ((x,x),(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 97 55 7.551190 0.787852 12 0.464789 0.523810 5 4 6 ((x,x),(x,(x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 97 55 7.051190 0.787852 12 0.464789 0.523810 4 4 5 ((x,x),(x,(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 97 57 6.662302 0.789616 13 0.464789 0.542857 4 5 4 ((x,x),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 96 54 7.551190 0.790204 12 0.450704 0.514286 5 4 6 ((x,x),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 95 53 7.551190 0.791380 12 0.436620 0.504762 5 4 5 ((x,x),(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 95 53 7.051190 0.791380 12 0.436620 0.504762 4 4 4 ((x,x),(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 94 50 7.926190 0.792556 11 0.422535 0.476190 5 4 6 ((x,x),(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 96 56 6.662302 0.794319 13 0.450704 0.533333 4 6 4 ((x,x),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.551190 0.794907 12 0.436620 0.504762 5 4 6 ((x,x),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 94 52 7.551190 0.796083 12 0.422535 0.495238 5 4 5 ((x,x),(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 93 51 7.551190 0.798435 12 0.408451 0.485714 5 4 5 ((x,x),(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 92 48 8.426190 0.799611 11 0.394366 0.457143 6 4 7 ((x,x),(x,(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 92 48 7.926190 0.799611 11 0.394366 0.457143 5 4 6 ((x,x),(x,(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 93 51 7.051190 0.798435 12 0.408451 0.485714 4 5 4 ((x,x),(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 92 48 7.926190 0.799611 11 0.394366 0.457143 5 4 6 ((x,x),(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 91 47 7.926190 0.801963 11 0.380282 0.447619 5 4 5 ((x,x),(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 92 48 7.259524 0.799611 11 0.394366 0.457143 4 4 5 ((x,x),(x,(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 91 45 7.926190 0.801963 11 0.380282 0.428571 5 4 6 ((x,x),(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 90 42 8.783333 0.804315 10 0.366197 0.400000 6 4 9 ((x,x),(x,(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))))) 16 11 100 60 6.428968 0.789910 14 0.507042 0.571429 4 8 5 ((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 99 57 7.328968 0.790204 13 0.492958 0.542857 5 2 7 ((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 98 56 7.328968 0.790792 13 0.478873 0.533333 5 3 6 ((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 97 55 7.328968 0.791968 13 0.464789 0.523810 5 4 6 ((x,x),(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 96 52 8.217857 0.792556 12 0.450704 0.495238 6 2 8 ((x,x),(x,(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 96 52 7.717857 0.792556 12 0.450704 0.495238 5 3 7 ((x,x),(x,(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 96 54 7.328968 0.794319 13 0.450704 0.514286 5 5 6 ((x,x),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 95 51 8.217857 0.794907 12 0.436620 0.485714 6 2 8 ((x,x),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 94 50 8.217857 0.796083 12 0.422535 0.476190 6 3 7 ((x,x),(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 94 50 7.717857 0.796083 12 0.422535 0.476190 5 4 6 ((x,x),(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 93 47 8.592857 0.797259 11 0.408451 0.447619 6 3 8 ((x,x),(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 95 53 7.328968 0.799023 13 0.436620 0.504762 5 6 6 ((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 94 50 8.217857 0.799611 12 0.422535 0.476190 6 2 8 ((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 93 49 8.217857 0.800787 12 0.408451 0.466667 6 3 7 ((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 92 48 8.217857 0.803139 12 0.394366 0.457143 6 4 7 ((x,x),(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 91 45 9.092857 0.804315 11 0.380282 0.428571 7 2 9 ((x,x),(x,(x,(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 91 45 8.592857 0.804315 11 0.380282 0.428571 6 3 8 ((x,x),(x,(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 92 48 7.717857 0.803139 12 0.394366 0.457143 5 5 6 ((x,x),(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 91 45 8.592857 0.804315 11 0.380282 0.428571 6 3 8 ((x,x),(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 90 44 8.592857 0.806666 11 0.366197 0.419048 6 3 7 ((x,x),(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 91 45 7.926190 0.804315 11 0.380282 0.428571 5 4 7 ((x,x),(x,(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 90 42 8.592857 0.806666 11 0.366197 0.400000 6 4 8 ((x,x),(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 89 39 9.450000 0.809018 10 0.352113 0.371429 7 2 11 ((x,x),(x,(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 98 58 5.912302 0.787264 13 0.478873 0.552381 3 7 3 ((x,x),(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 97 55 6.801190 0.787852 12 0.464789 0.523810 4 5 5 ((x,x),(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 96 54 6.801190 0.789028 12 0.450704 0.514286 4 5 4 ((x,x),(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 95 53 6.801190 0.791380 12 0.436620 0.504762 4 5 4 ((x,x),(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 94 50 7.676190 0.792556 11 0.422535 0.476190 5 5 6 ((x,x),(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))))) 16 8 94 50 7.176190 0.792556 11 0.422535 0.476190 4 5 5 ((x,x),(x,(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 94 52 6.801190 0.796083 12 0.422535 0.495238 4 5 4 ((x,x),(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 93 49 7.676190 0.797259 11 0.408451 0.466667 5 5 6 ((x,x),(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))))) 16 8 92 48 7.676190 0.799611 11 0.394366 0.457143 5 5 5 ((x,x),(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))))) 16 8 92 48 7.176190 0.799611 11 0.394366 0.457143 4 5 4 ((x,x),(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))))) 16 8 91 45 7.926190 0.801963 11 0.380282 0.428571 5 5 6 ((x,x),(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))))) 16 10 97 55 6.662302 0.789616 13 0.464789 0.523810 4 7 5 ((x,x),(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 96 52 7.551190 0.790204 12 0.450704 0.495238 5 2 7 ((x,x),(x,(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 95 51 7.551190 0.791380 12 0.436620 0.485714 5 3 6 ((x,x),(x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 94 50 7.551190 0.793731 12 0.422535 0.476190 5 4 6 ((x,x),(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 93 47 8.426190 0.794907 11 0.408451 0.447619 6 2 8 ((x,x),(x,(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 93 47 7.926190 0.794907 11 0.408451 0.447619 5 3 7 ((x,x),(x,(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 93 49 7.551190 0.798435 12 0.408451 0.466667 5 5 6 ((x,x),(x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 92 46 8.426190 0.799611 11 0.394366 0.438095 6 2 8 ((x,x),(x,(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 91 45 8.426190 0.801963 11 0.380282 0.428571 6 3 7 ((x,x),(x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 91 45 7.926190 0.801963 11 0.380282 0.428571 5 4 6 ((x,x),(x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 90 42 8.783333 0.804315 10 0.366197 0.400000 6 3 8 ((x,x),(x,(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 10 96 54 6.662302 0.794319 13 0.450704 0.514286 4 7 4 ((x,x),(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 95 51 7.551190 0.794907 12 0.436620 0.485714 5 3 6 ((x,x),(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 94 50 7.551190 0.796083 12 0.422535 0.476190 5 3 5 ((x,x),(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 93 49 7.551190 0.798435 12 0.408451 0.466667 5 4 5 ((x,x),(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 92 46 8.426190 0.799611 11 0.394366 0.438095 6 3 7 ((x,x),(x,(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 92 46 7.926190 0.799611 11 0.394366 0.438095 5 3 6 ((x,x),(x,(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 92 48 7.551190 0.803139 12 0.394366 0.457143 5 5 5 ((x,x),(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 91 45 8.426190 0.804315 11 0.380282 0.428571 6 3 7 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((x,x),(x,((x,x),((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))))) 16 7 87 39 8.783333 0.837240 10 0.323944 0.371429 6 3 8 ((x,x),(x,((x,x),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 90 46 7.551190 0.831360 12 0.366197 0.438095 5 6 5 ((x,x),(x,((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 89 43 8.426190 0.832536 11 0.352113 0.409524 6 3 7 ((x,x),(x,((x,x),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 88 42 8.426190 0.834888 11 0.338028 0.400000 6 3 6 ((x,x),(x,((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 87 41 8.426190 0.839591 11 0.323944 0.390476 6 4 6 ((x,x),(x,((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 86 38 9.283333 0.841943 10 0.309859 0.361905 7 3 8 ((x,x),(x,((x,x),(((x,x),(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 86 38 8.783333 0.841943 10 0.309859 0.361905 6 3 7 ((x,x),(x,((x,x),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 12 104 68 5.519877 0.808871 15 0.563380 0.647619 3 10 3 ((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 103 65 6.428968 0.809018 14 0.549296 0.619048 4 3 5 ((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 102 64 6.428968 0.809312 14 0.535211 0.609524 4 3 4 ((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 101 63 6.428968 0.809900 14 0.521127 0.600000 4 4 4 ((x,x),(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 100 60 7.328968 0.810194 13 0.507042 0.571429 5 3 6 ((x,x),(x,((x,(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 100 60 6.828968 0.810194 13 0.507042 0.571429 4 3 5 ((x,x),(x,((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 100 62 6.428968 0.811076 14 0.507042 0.590476 4 5 4 ((x,x),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 99 59 7.328968 0.811370 13 0.492958 0.561905 5 3 6 ((x,x),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 98 58 7.328968 0.811958 13 0.478873 0.552381 5 3 5 ((x,x),(x,((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 98 58 6.828968 0.811958 13 0.478873 0.552381 4 4 4 ((x,x),(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 97 55 7.717857 0.812546 12 0.464789 0.523810 5 3 6 ((x,x),(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 99 61 6.428968 0.813428 14 0.492958 0.580952 4 6 4 ((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 98 58 7.328968 0.813722 13 0.478873 0.552381 5 3 6 ((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 97 57 7.328968 0.814310 13 0.464789 0.542857 5 3 5 ((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 96 56 7.328968 0.815486 13 0.450704 0.533333 5 4 5 ((x,x),(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 95 53 8.217857 0.816074 12 0.436620 0.504762 6 3 7 ((x,x),(x,((x,(x,x)),(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 95 53 7.717857 0.816074 12 0.436620 0.504762 5 3 6 ((x,x),(x,((x,(x,x)),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 96 56 6.828968 0.815486 13 0.450704 0.533333 4 5 4 ((x,x),(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.717857 0.816074 12 0.436620 0.504762 5 3 6 ((x,x),(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 94 52 7.717857 0.817249 12 0.422535 0.495238 5 3 5 ((x,x),(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 95 53 7.051190 0.816074 12 0.436620 0.504762 4 4 5 ((x,x),(x,((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 94 50 7.717857 0.817249 12 0.422535 0.476190 5 4 6 ((x,x),(x,((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 93 47 8.592857 0.818425 11 0.408451 0.447619 6 3 9 ((x,x),(x,((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 98 60 6.428968 0.818131 14 0.478873 0.571429 4 7 4 ((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 97 57 7.328968 0.818425 13 0.464789 0.542857 5 3 6 ((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 96 56 7.328968 0.819013 13 0.450704 0.533333 5 3 5 ((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 95 55 7.328968 0.820189 13 0.436620 0.523810 5 4 5 ((x,x),(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 94 52 8.217857 0.820777 12 0.422535 0.495238 6 3 7 ((x,x),(x,((x,(x,x)),(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 94 52 7.717857 0.820777 12 0.422535 0.495238 5 3 6 ((x,x),(x,((x,(x,x)),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 94 54 7.328968 0.822541 13 0.422535 0.514286 5 5 5 ((x,x),(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 93 51 8.217857 0.823129 12 0.408451 0.485714 6 3 7 ((x,x),(x,((x,(x,x)),(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 92 50 8.217857 0.824305 12 0.394366 0.476190 6 3 6 ((x,x),(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 92 50 7.717857 0.824305 12 0.394366 0.476190 5 4 5 ((x,x),(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 91 47 8.592857 0.825481 11 0.380282 0.447619 6 3 7 ((x,x),(x,((x,(x,x)),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 94 54 6.828968 0.822541 13 0.422535 0.514286 4 6 4 ((x,x),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 93 51 7.717857 0.823129 12 0.408451 0.485714 5 3 6 ((x,x),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 92 50 7.717857 0.824305 12 0.394366 0.476190 5 3 5 ((x,x),(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 91 49 7.717857 0.826657 12 0.380282 0.466667 5 4 5 ((x,x),(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 90 46 8.592857 0.827832 11 0.366197 0.438095 6 3 7 ((x,x),(x,((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 90 46 8.092857 0.827832 11 0.366197 0.438095 5 3 6 ((x,x),(x,((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 92 50 7.051190 0.824305 12 0.394366 0.476190 4 5 4 ((x,x),(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 91 47 7.926190 0.825481 11 0.380282 0.447619 5 4 6 ((x,x),(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 90 46 7.926190 0.827832 11 0.366197 0.438095 5 4 5 ((x,x),(x,((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 91 47 7.717857 0.826657 12 0.380282 0.447619 5 5 6 ((x,x),(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 90 44 8.592857 0.827832 11 0.366197 0.419048 6 3 8 ((x,x),(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 89 43 8.592857 0.830184 11 0.352113 0.409524 6 3 7 ((x,x),(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 97 59 6.428968 0.827539 14 0.464789 0.561905 4 8 4 ((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 96 56 7.328968 0.827832 13 0.450704 0.533333 5 3 6 ((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 95 55 7.328968 0.828420 13 0.436620 0.523810 5 3 5 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((x,x),(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 88 44 8.592857 0.841943 11 0.338028 0.419048 6 3 7 ((x,x),(x,((x,(x,x)),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 88 44 8.092857 0.841943 11 0.338028 0.419048 5 3 6 ((x,x),(x,((x,(x,x)),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 88 46 7.717857 0.845471 12 0.338028 0.438095 5 5 5 ((x,x),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 87 43 8.592857 0.846647 11 0.323944 0.409524 6 3 7 ((x,x),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 86 42 8.592857 0.848999 11 0.309859 0.400000 6 3 6 ((x,x),(x,((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 86 42 8.092857 0.848999 11 0.309859 0.400000 5 4 5 ((x,x),(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 39 8.950000 0.851350 10 0.295775 0.371429 6 3 7 ((x,x),(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 89 47 7.051190 0.840767 12 0.352113 0.447619 4 6 4 ((x,x),(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.841943 11 0.338028 0.419048 5 4 6 ((x,x),(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 87 43 7.926190 0.844295 11 0.323944 0.409524 5 4 5 ((x,x),(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 86 42 7.926190 0.848999 11 0.309859 0.400000 5 4 5 ((x,x),(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 85 39 8.783333 0.851350 10 0.295775 0.371429 6 4 7 ((x,x),(x,((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 85 39 8.283333 0.851350 10 0.295775 0.371429 5 4 6 ((x,x),(x,((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 88 44 7.717857 0.845471 12 0.338028 0.419048 5 6 6 ((x,x),(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 87 41 8.592857 0.846647 11 0.323944 0.390476 6 3 8 ((x,x),(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 86 40 8.592857 0.848999 11 0.309859 0.380952 6 3 7 ((x,x),(x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 85 39 8.592857 0.853702 11 0.295775 0.371429 6 4 7 ((x,x),(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 84 36 9.450000 0.856054 10 0.281690 0.342857 7 3 9 ((x,x),(x,((x,(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 16 7 84 36 8.950000 0.856054 10 0.281690 0.342857 6 3 8 ((x,x),(x,((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 88 44 7.176190 0.841943 11 0.338028 0.419048 4 5 5 ((x,x),(x,((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))) 16 8 87 41 7.926190 0.844295 11 0.323944 0.390476 5 5 6 ((x,x),(x,((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))) 16 7 86 38 8.783333 0.846647 10 0.309859 0.361905 6 3 9 ((x,x),(x,((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,x))))))) 16 8 86 40 7.926190 0.848999 11 0.309859 0.380952 5 5 5 ((x,x),(x,((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 85 37 8.783333 0.851350 10 0.295775 0.352381 6 3 7 ((x,x),(x,((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 84 36 8.783333 0.856054 10 0.281690 0.342857 6 3 7 ((x,x),(x,((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))) 16 11 98 60 5.762302 0.818131 14 0.478873 0.571429 3 9 3 ((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 97 57 6.662302 0.818425 13 0.464789 0.542857 4 4 5 ((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 96 56 6.662302 0.819013 13 0.450704 0.533333 4 4 4 ((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 95 55 6.662302 0.820189 13 0.436620 0.523810 4 4 4 ((x,x),(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 94 52 7.551190 0.820777 12 0.422535 0.495238 5 4 6 ((x,x),(x,((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 94 52 7.051190 0.820777 12 0.422535 0.495238 4 4 5 ((x,x),(x,((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 94 54 6.662302 0.822541 13 0.422535 0.514286 4 5 4 ((x,x),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 93 51 7.551190 0.823129 12 0.408451 0.485714 5 4 6 ((x,x),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 92 50 7.551190 0.824305 12 0.394366 0.476190 5 4 5 ((x,x),(x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 92 50 7.051190 0.824305 12 0.394366 0.476190 4 4 4 ((x,x),(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 91 47 7.926190 0.825481 11 0.380282 0.447619 5 4 6 ((x,x),(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 93 53 6.662302 0.827245 13 0.408451 0.504762 4 6 4 ((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.551190 0.827832 12 0.394366 0.476190 5 4 6 ((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 91 49 7.551190 0.829008 12 0.380282 0.466667 5 4 5 ((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 90 48 7.551190 0.831360 12 0.366197 0.457143 5 4 5 ((x,x),(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 89 45 8.426190 0.832536 11 0.352113 0.428571 6 4 7 ((x,x),(x,((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 89 45 7.926190 0.832536 11 0.352113 0.428571 5 4 6 ((x,x),(x,((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 90 48 7.051190 0.831360 12 0.366197 0.457143 4 5 4 ((x,x),(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 89 45 7.926190 0.832536 11 0.352113 0.428571 5 4 6 ((x,x),(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 88 44 7.926190 0.834888 11 0.338028 0.419048 5 4 5 ((x,x),(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 89 45 7.259524 0.832536 11 0.352113 0.428571 4 4 5 ((x,x),(x,((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 88 42 7.926190 0.834888 11 0.338028 0.400000 5 4 6 ((x,x),(x,((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 87 39 8.783333 0.837240 10 0.323944 0.371429 6 4 9 ((x,x),(x,((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 92 52 6.662302 0.836652 13 0.394366 0.495238 4 7 4 ((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 91 49 7.551190 0.837240 12 0.380282 0.466667 5 4 6 ((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 90 48 7.551190 0.838416 12 0.366197 0.457143 5 4 5 ((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 89 47 7.551190 0.840767 12 0.352113 0.447619 5 4 5 ((x,x),(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 88 44 8.426190 0.841943 11 0.338028 0.419048 6 4 7 ((x,x),(x,((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 88 44 7.926190 0.841943 11 0.338028 0.419048 5 4 6 ((x,x),(x,((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 88 46 7.551190 0.845471 12 0.338028 0.438095 5 5 5 ((x,x),(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 87 43 8.426190 0.846647 11 0.323944 0.409524 6 4 7 ((x,x),(x,((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 86 42 8.426190 0.848999 11 0.309859 0.400000 6 4 6 ((x,x),(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 86 42 7.926190 0.848999 11 0.309859 0.400000 5 4 5 ((x,x),(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 39 8.783333 0.851350 10 0.295775 0.371429 6 4 7 ((x,x),(x,((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 88 46 7.051190 0.845471 12 0.338028 0.438095 4 6 4 ((x,x),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 87 43 7.926190 0.846647 11 0.323944 0.409524 5 4 6 ((x,x),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 86 42 7.926190 0.848999 11 0.309859 0.400000 5 4 5 ((x,x),(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 85 41 7.926190 0.853702 11 0.295775 0.390476 5 4 5 ((x,x),(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 84 38 8.783333 0.856054 10 0.281690 0.361905 6 4 7 ((x,x),(x,((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 84 38 8.283333 0.856054 10 0.281690 0.361905 5 4 6 ((x,x),(x,((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 86 42 7.259524 0.848999 11 0.309859 0.400000 4 5 4 ((x,x),(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 85 39 8.116667 0.851350 10 0.295775 0.371429 5 4 6 ((x,x),(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 84 38 8.116667 0.856054 10 0.281690 0.361905 5 4 5 ((x,x),(x,((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 85 39 7.926190 0.853702 11 0.295775 0.371429 5 5 6 ((x,x),(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.856054 10 0.281690 0.342857 6 4 8 ((x,x),(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 83 35 8.783333 0.860758 10 0.267606 0.333333 6 4 7 ((x,x),(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 11 97 57 6.428968 0.827539 14 0.464789 0.542857 4 9 5 ((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 96 54 7.328968 0.827832 13 0.450704 0.514286 5 2 7 ((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 95 53 7.328968 0.828420 13 0.436620 0.504762 5 3 6 ((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 94 52 7.328968 0.829596 13 0.422535 0.495238 5 4 6 ((x,x),(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 93 49 8.217857 0.830184 12 0.408451 0.466667 6 2 8 ((x,x),(x,(((x,x),(x,x)),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 93 49 7.717857 0.830184 12 0.408451 0.466667 5 3 7 ((x,x),(x,(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 93 51 7.328968 0.831948 13 0.408451 0.485714 5 5 6 ((x,x),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 92 48 8.217857 0.832536 12 0.394366 0.457143 6 2 8 ((x,x),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 91 47 8.217857 0.833712 12 0.380282 0.447619 6 3 7 ((x,x),(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 91 47 7.717857 0.833712 12 0.380282 0.447619 5 4 6 ((x,x),(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 90 44 8.592857 0.834888 11 0.366197 0.419048 6 3 8 ((x,x),(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 92 50 7.328968 0.836652 13 0.394366 0.476190 5 6 6 ((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 91 47 8.217857 0.837240 12 0.380282 0.447619 6 2 8 ((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 90 46 8.217857 0.838416 12 0.366197 0.438095 6 3 7 ((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 89 45 8.217857 0.840767 12 0.352113 0.428571 6 4 7 ((x,x),(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 88 42 9.092857 0.841943 11 0.338028 0.400000 7 2 9 ((x,x),(x,(((x,x),(x,x)),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 88 42 8.592857 0.841943 11 0.338028 0.400000 6 3 8 ((x,x),(x,(((x,x),(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 89 45 7.717857 0.840767 12 0.352113 0.428571 5 5 6 ((x,x),(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 88 42 8.592857 0.841943 11 0.338028 0.400000 6 3 8 ((x,x),(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 87 41 8.592857 0.844295 11 0.323944 0.390476 6 3 7 ((x,x),(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 88 42 7.926190 0.841943 11 0.338028 0.400000 5 4 7 ((x,x),(x,(((x,x),(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 87 39 8.592857 0.844295 11 0.323944 0.371429 6 4 8 ((x,x),(x,(((x,x),(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 86 36 9.450000 0.846647 10 0.309859 0.342857 7 2 11 ((x,x),(x,(((x,x),(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 91 49 7.328968 0.846059 13 0.380282 0.466667 5 7 6 ((x,x),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 90 46 8.217857 0.846647 12 0.366197 0.438095 6 2 8 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((x,x),(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 9.450000 0.860758 10 0.281690 0.342857 7 3 9 ((x,x),(x,(((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 87 43 7.717857 0.854878 12 0.323944 0.409524 5 6 6 ((x,x),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 86 40 8.592857 0.856054 11 0.309859 0.380952 6 3 8 ((x,x),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 85 39 8.592857 0.858406 11 0.295775 0.371429 6 3 7 ((x,x),(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 84 38 8.592857 0.863109 11 0.281690 0.361905 6 4 7 ((x,x),(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 83 35 9.450000 0.865461 10 0.267606 0.333333 7 3 9 ((x,x),(x,(((x,x),(x,x)),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 83 35 8.950000 0.865461 10 0.267606 0.333333 6 3 8 ((x,x),(x,(((x,x),(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 85 39 7.926190 0.858406 11 0.295775 0.371429 5 5 6 ((x,x),(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.860758 10 0.281690 0.342857 6 4 8 ((x,x),(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 83 35 8.783333 0.865461 10 0.267606 0.333333 6 4 7 ((x,x),(x,(((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 84 36 8.592857 0.863109 11 0.281690 0.342857 6 5 8 ((x,x),(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 83 33 9.450000 0.865461 10 0.267606 0.314286 7 2 10 ((x,x),(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 82 32 9.450000 0.870165 10 0.253521 0.304762 7 3 9 ((x,x),(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 94 54 5.912302 0.822541 14 0.422535 0.514286 3 8 3 ((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 93 51 6.801190 0.823129 13 0.408451 0.485714 4 5 5 ((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 92 50 6.801190 0.824305 13 0.394366 0.476190 4 5 4 ((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 91 49 6.801190 0.826657 13 0.380282 0.466667 4 5 4 ((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 90 46 7.676190 0.827832 12 0.366197 0.438095 5 5 6 ((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 90 46 7.176190 0.827832 12 0.366197 0.438095 4 5 5 ((x,x),(x,((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 90 48 6.801190 0.831360 13 0.366197 0.457143 4 5 4 ((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 89 45 7.676190 0.832536 12 0.352113 0.428571 5 5 6 ((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 88 44 7.676190 0.834888 12 0.338028 0.419048 5 5 5 ((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 88 44 7.176190 0.834888 12 0.338028 0.419048 4 5 4 ((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 87 41 8.033333 0.837240 11 0.323944 0.390476 5 5 6 ((x,x),(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 89 47 6.801190 0.840767 13 0.352113 0.447619 4 6 4 ((x,x),(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 88 44 7.676190 0.841943 12 0.338028 0.419048 5 5 6 ((x,x),(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 87 43 7.676190 0.844295 12 0.323944 0.409524 5 5 5 ((x,x),(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 86 42 7.676190 0.848999 12 0.309859 0.400000 5 5 5 ((x,x),(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 85 39 8.533333 0.851350 11 0.295775 0.371429 6 5 7 ((x,x),(x,((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 85 39 8.033333 0.851350 11 0.295775 0.371429 5 5 6 ((x,x),(x,((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 86 42 7.176190 0.848999 12 0.309859 0.400000 4 5 4 ((x,x),(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 85 39 8.033333 0.851350 11 0.295775 0.371429 5 5 6 ((x,x),(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 84 38 8.033333 0.856054 11 0.281690 0.361905 5 5 5 ((x,x),(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 85 39 7.366667 0.851350 11 0.295775 0.371429 4 5 5 ((x,x),(x,((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 84 36 8.033333 0.856054 11 0.281690 0.342857 5 5 6 ((x,x),(x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 7 83 33 8.783333 0.860758 10 0.267606 0.314286 6 5 9 ((x,x),(x,((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 93 51 6.662302 0.827245 13 0.408451 0.485714 4 8 5 ((x,x),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 92 48 7.551190 0.827832 12 0.394366 0.457143 5 2 7 ((x,x),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 91 47 7.551190 0.829008 12 0.380282 0.447619 5 3 6 ((x,x),(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 90 46 7.551190 0.831360 12 0.366197 0.438095 5 4 6 ((x,x),(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 89 43 8.426190 0.832536 11 0.352113 0.409524 6 2 8 ((x,x),(x,((x,((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 89 43 7.926190 0.832536 11 0.352113 0.409524 5 3 7 ((x,x),(x,((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 89 45 7.551190 0.836064 12 0.352113 0.428571 5 5 6 ((x,x),(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 88 42 8.426190 0.837240 11 0.338028 0.400000 6 2 8 ((x,x),(x,((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 87 41 8.426190 0.839591 11 0.323944 0.390476 6 3 7 ((x,x),(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 87 41 7.926190 0.839591 11 0.323944 0.390476 5 4 6 ((x,x),(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 86 38 8.783333 0.841943 10 0.309859 0.361905 6 3 8 ((x,x),(x,((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 88 44 7.551190 0.845471 12 0.338028 0.419048 5 6 6 ((x,x),(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 87 41 8.426190 0.846647 11 0.323944 0.390476 6 2 8 ((x,x),(x,((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 86 40 8.426190 0.848999 11 0.309859 0.380952 6 3 7 ((x,x),(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 85 39 8.426190 0.853702 11 0.295775 0.371429 6 4 7 ((x,x),(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 84 36 9.283333 0.856054 10 0.281690 0.342857 7 2 9 ((x,x),(x,((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 84 36 8.783333 0.856054 10 0.281690 0.342857 6 3 8 ((x,x),(x,((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 85 39 7.926190 0.853702 11 0.295775 0.371429 5 5 6 ((x,x),(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.856054 10 0.281690 0.342857 6 3 8 ((x,x),(x,((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 83 35 8.783333 0.860758 10 0.267606 0.333333 6 3 7 ((x,x),(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 84 36 8.116667 0.856054 10 0.281690 0.342857 5 4 7 ((x,x),(x,((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 83 33 8.783333 0.860758 10 0.267606 0.314286 6 4 8 ((x,x),(x,((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 82 30 9.616667 0.865461 9 0.253521 0.285714 7 2 11 ((x,x),(x,((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 92 50 6.662302 0.836652 13 0.394366 0.476190 4 8 4 ((x,x),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 91 47 7.551190 0.837240 12 0.380282 0.447619 5 3 6 ((x,x),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 90 46 7.551190 0.838416 12 0.366197 0.438095 5 3 5 ((x,x),(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 89 45 7.551190 0.840767 12 0.352113 0.428571 5 4 5 ((x,x),(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 88 42 8.426190 0.841943 11 0.338028 0.400000 6 3 7 ((x,x),(x,(((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 88 42 7.926190 0.841943 11 0.338028 0.400000 5 3 6 ((x,x),(x,(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 88 44 7.551190 0.845471 12 0.338028 0.419048 5 5 5 ((x,x),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 87 41 8.426190 0.846647 11 0.323944 0.390476 6 3 7 ((x,x),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 86 40 8.426190 0.848999 11 0.309859 0.380952 6 3 6 ((x,x),(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 86 40 7.926190 0.848999 11 0.309859 0.380952 5 4 5 ((x,x),(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 37 8.783333 0.851350 10 0.295775 0.352381 6 3 7 ((x,x),(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 87 43 7.551190 0.854878 12 0.323944 0.409524 5 6 5 ((x,x),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 86 40 8.426190 0.856054 11 0.309859 0.380952 6 3 7 ((x,x),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 85 39 8.426190 0.858406 11 0.295775 0.371429 6 3 6 ((x,x),(x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 84 38 8.426190 0.863109 11 0.281690 0.361905 6 4 6 ((x,x),(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 83 35 9.283333 0.865461 10 0.267606 0.333333 7 3 8 ((x,x),(x,(((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 83 35 8.783333 0.865461 10 0.267606 0.333333 6 3 7 ((x,x),(x,(((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 84 38 7.926190 0.863109 11 0.281690 0.361905 5 5 5 ((x,x),(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 83 35 8.783333 0.865461 10 0.267606 0.333333 6 3 7 ((x,x),(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 82 34 8.783333 0.870165 10 0.253521 0.323810 6 3 6 ((x,x),(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 83 35 8.116667 0.865461 10 0.267606 0.333333 5 4 6 ((x,x),(x,(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 82 32 8.783333 0.870165 10 0.253521 0.304762 6 4 7 ((x,x),(x,(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 81 29 9.616667 0.874868 9 0.239437 0.276190 7 3 10 ((x,x),(x,(((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 92 50 6.001190 0.824305 14 0.394366 0.476190 3 7 3 ((x,x),(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 91 47 6.876190 0.825481 13 0.380282 0.447619 4 6 5 ((x,x),(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 90 46 6.876190 0.827832 13 0.366197 0.438095 4 6 4 ((x,x),(x,((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 89 45 6.876190 0.832536 13 0.352113 0.428571 4 6 4 ((x,x),(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x)))))))) 16 8 88 42 7.676190 0.834888 12 0.338028 0.400000 5 6 6 ((x,x),(x,((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x))))))) 16 8 88 42 7.176190 0.834888 12 0.338028 0.400000 4 6 5 ((x,x),(x,((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 88 44 6.876190 0.841943 13 0.338028 0.419048 4 6 4 ((x,x),(x,((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x)))))))) 16 8 87 41 7.676190 0.844295 12 0.323944 0.390476 5 6 6 ((x,x),(x,((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,x))))))) 16 8 86 40 7.676190 0.848999 12 0.309859 0.380952 5 6 5 ((x,x),(x,((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,x))))))) 16 8 86 40 7.176190 0.848999 12 0.309859 0.380952 4 6 4 ((x,x),(x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,x))))))) 16 8 85 37 7.926190 0.853702 11 0.295775 0.352381 5 6 6 ((x,x),(x,((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,x)))))) 16 9 91 47 6.801190 0.826657 13 0.380282 0.447619 4 7 5 ((x,x),(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 90 44 7.676190 0.827832 12 0.366197 0.419048 5 2 7 ((x,x),(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 89 43 7.676190 0.830184 12 0.352113 0.409524 5 3 6 ((x,x),(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 88 42 7.676190 0.834888 12 0.338028 0.400000 5 4 6 ((x,x),(x,((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 87 39 8.533333 0.837240 11 0.323944 0.371429 6 2 8 ((x,x),(x,((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 87 39 8.033333 0.837240 11 0.323944 0.371429 5 3 7 ((x,x),(x,((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 87 41 7.676190 0.844295 12 0.323944 0.390476 5 5 6 ((x,x),(x,((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 86 38 8.533333 0.846647 11 0.309859 0.361905 6 2 8 ((x,x),(x,((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 85 37 8.533333 0.851350 11 0.295775 0.352381 6 3 7 ((x,x),(x,((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 7 85 37 8.033333 0.851350 11 0.295775 0.352381 5 4 6 ((x,x),(x,((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,x))))))) 16 7 84 34 8.783333 0.856054 10 0.281690 0.323810 6 3 8 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((x,x),(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 85 37 8.033333 0.851350 11 0.295775 0.352381 5 4 6 ((x,x),(x,(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 85 39 7.676190 0.858406 12 0.295775 0.371429 5 5 5 ((x,x),(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 84 36 8.533333 0.860758 11 0.281690 0.342857 6 4 7 ((x,x),(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 83 35 8.533333 0.865461 11 0.267606 0.333333 6 4 6 ((x,x),(x,(((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 7 83 35 8.033333 0.865461 11 0.267606 0.333333 5 4 5 ((x,x),(x,(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))))) 16 7 82 32 8.783333 0.870165 10 0.253521 0.304762 6 4 7 ((x,x),(x,(((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))))) 16 9 88 42 7.551190 0.845471 12 0.338028 0.400000 5 7 6 ((x,x),(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 87 39 8.426190 0.846647 11 0.323944 0.371429 6 2 8 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((x,x),((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 81 35 8.116667 0.921904 11 0.239437 0.333333 5 4 5 ((x,x),((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 82 36 7.926190 0.919553 12 0.253521 0.342857 5 5 6 ((x,x),((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.783333 0.921904 11 0.239437 0.314286 6 4 8 ((x,x),((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 80 32 8.783333 0.926608 11 0.225352 0.304762 6 4 7 ((x,x),((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 88 48 6.662302 0.921316 14 0.338028 0.457143 4 8 4 ((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 87 45 7.551190 0.921904 13 0.323944 0.428571 5 4 6 ((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 86 44 7.551190 0.923080 13 0.309859 0.419048 5 4 5 ((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 85 43 7.551190 0.925432 13 0.295775 0.409524 5 4 5 ((x,x),((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 84 40 8.426190 0.926608 12 0.281690 0.380952 6 4 7 ((x,x),((x,(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 84 40 7.926190 0.926608 12 0.281690 0.380952 5 4 6 ((x,x),((x,(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 84 42 7.551190 0.930136 13 0.281690 0.400000 5 5 5 ((x,x),((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 83 39 8.426190 0.931312 12 0.267606 0.371429 6 4 7 ((x,x),((x,(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 82 38 8.426190 0.933663 12 0.253521 0.361905 6 4 6 ((x,x),((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 82 38 7.926190 0.933663 12 0.253521 0.361905 5 4 5 ((x,x),((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 81 35 8.783333 0.936015 11 0.239437 0.333333 6 4 7 ((x,x),((x,(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 83 41 7.551190 0.939543 13 0.267606 0.390476 5 6 5 ((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 8.426190 0.940719 12 0.253521 0.361905 6 4 7 ((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 81 37 8.426190 0.943071 12 0.239437 0.352381 6 4 6 ((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 80 36 8.426190 0.947774 12 0.225352 0.342857 6 4 6 ((x,x),((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 79 33 9.283333 0.950126 11 0.211268 0.314286 7 4 8 ((x,x),((x,(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 79 33 8.783333 0.950126 11 0.211268 0.314286 6 4 7 ((x,x),((x,(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 80 36 7.926190 0.947774 12 0.225352 0.342857 5 5 5 ((x,x),((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 79 33 8.783333 0.950126 11 0.211268 0.314286 6 4 7 ((x,x),((x,(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 78 32 8.783333 0.954830 11 0.197183 0.304762 6 4 6 ((x,x),((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 79 33 8.116667 0.950126 11 0.211268 0.314286 5 4 6 ((x,x),((x,(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 78 30 8.783333 0.954830 11 0.197183 0.285714 6 4 7 ((x,x),((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 77 27 9.616667 0.959533 10 0.183099 0.257143 7 4 10 ((x,x),((x,(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 83 41 7.051190 0.939543 13 0.267606 0.390476 4 7 4 ((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 7.926190 0.940719 12 0.253521 0.361905 5 4 6 ((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 37 7.926190 0.943071 12 0.239437 0.352381 5 4 5 ((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 36 7.926190 0.947774 12 0.225352 0.342857 5 4 5 ((x,x),((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 33 8.783333 0.950126 11 0.211268 0.314286 6 4 7 ((x,x),((x,(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 79 33 8.283333 0.950126 11 0.211268 0.314286 5 4 6 ((x,x),((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 35 7.926190 0.957181 12 0.211268 0.333333 5 5 5 ((x,x),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 32 8.783333 0.959533 11 0.197183 0.304762 6 4 7 ((x,x),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 77 31 8.783333 0.964237 11 0.183099 0.295238 6 4 6 ((x,x),((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 77 31 8.283333 0.964237 11 0.183099 0.295238 5 4 5 ((x,x),((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 28 9.116667 0.968940 10 0.169014 0.266667 6 4 7 ((x,x),((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 80 36 7.259524 0.947774 12 0.225352 0.342857 4 6 4 ((x,x),((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 79 33 8.116667 0.950126 11 0.211268 0.314286 5 4 6 ((x,x),((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 78 32 8.116667 0.954830 11 0.197183 0.304762 5 4 5 ((x,x),((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 77 31 8.116667 0.964237 11 0.183099 0.295238 5 4 5 ((x,x),((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 76 28 8.950000 0.968940 10 0.169014 0.266667 6 4 7 ((x,x),((x,(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 76 28 8.450000 0.968940 10 0.169014 0.266667 5 4 6 ((x,x),((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 79 33 7.926190 0.957181 12 0.211268 0.314286 5 6 6 ((x,x),((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 8.783333 0.959533 11 0.197183 0.285714 6 4 8 ((x,x),((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 77 29 8.783333 0.964237 11 0.183099 0.276190 6 4 7 ((x,x),((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 76 28 8.783333 0.973644 11 0.169014 0.266667 6 4 7 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((x,x),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 88 44 8.217857 0.908969 12 0.338028 0.419048 6 3 7 ((x,x),(((x,x),(x,x)),(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 88 44 7.717857 0.908969 12 0.338028 0.419048 5 4 6 ((x,x),(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 87 41 8.592857 0.910145 11 0.323944 0.390476 6 3 8 ((x,x),(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 89 47 7.328968 0.911909 13 0.352113 0.447619 5 6 6 ((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 88 44 8.217857 0.912497 12 0.338028 0.419048 6 2 8 ((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 87 43 8.217857 0.913673 12 0.323944 0.409524 6 3 7 ((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 86 42 8.217857 0.916025 12 0.309859 0.400000 6 4 7 ((x,x),(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 85 39 9.092857 0.917201 11 0.295775 0.371429 7 2 9 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((x,x),((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 81 35 7.733333 0.936015 13 0.239437 0.333333 5 6 6 ((x,x),((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 80 34 7.733333 0.940719 13 0.225352 0.323810 5 6 5 ((x,x),((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 79 33 7.733333 0.950126 13 0.211268 0.314286 5 6 5 ((x,x),((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x))))))) 16 7 78 30 8.533333 0.954830 12 0.197183 0.285714 6 6 7 ((x,x),((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,x)))))) 16 7 78 30 8.033333 0.954830 12 0.197183 0.285714 5 6 6 ((x,x),((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 79 33 7.233333 0.950126 13 0.211268 0.314286 4 6 4 ((x,x),((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 7 78 30 8.033333 0.954830 12 0.197183 0.285714 5 6 6 ((x,x),((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 7 77 29 8.033333 0.964237 12 0.183099 0.276190 5 6 5 ((x,x),((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 7 78 30 7.366667 0.954830 12 0.197183 0.285714 4 6 5 ((x,x),((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 7 77 27 8.033333 0.964237 12 0.183099 0.257143 5 6 6 ((x,x),((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 7 76 24 8.783333 0.973644 11 0.169014 0.228571 6 6 9 ((x,x),((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 86 42 6.801190 0.901914 14 0.309859 0.400000 4 8 5 ((x,x),((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 7.676190 0.903090 13 0.295775 0.371429 5 2 7 ((x,x),((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 84 38 7.676190 0.905442 13 0.281690 0.361905 5 3 6 ((x,x),((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 83 37 7.676190 0.910145 13 0.267606 0.352381 5 4 6 ((x,x),((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 82 34 8.533333 0.912497 12 0.253521 0.323810 6 2 8 ((x,x),((x,(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 82 34 8.033333 0.912497 12 0.253521 0.323810 5 3 7 ((x,x),((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 82 36 7.676190 0.919553 13 0.253521 0.342857 5 5 6 ((x,x),((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.533333 0.921904 12 0.239437 0.314286 6 2 8 ((x,x),((x,(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 80 32 8.533333 0.926608 12 0.225352 0.304762 6 3 7 ((x,x),((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 80 32 8.033333 0.926608 12 0.225352 0.304762 5 4 6 ((x,x),((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 79 29 8.866667 0.931312 11 0.211268 0.276190 6 3 8 ((x,x),((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 81 35 7.676190 0.938367 13 0.239437 0.333333 5 6 6 ((x,x),((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 80 32 8.533333 0.940719 12 0.225352 0.304762 6 2 8 ((x,x),((x,(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 79 31 8.533333 0.945422 12 0.211268 0.295238 6 3 7 ((x,x),((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 78 30 8.533333 0.954830 12 0.197183 0.285714 6 4 7 ((x,x),((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 77 27 9.366667 0.959533 11 0.183099 0.257143 7 2 9 ((x,x),((x,(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 77 27 8.866667 0.959533 11 0.183099 0.257143 6 3 8 ((x,x),((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 78 30 8.033333 0.954830 12 0.197183 0.285714 5 5 6 ((x,x),((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 77 27 8.866667 0.959533 11 0.183099 0.257143 6 3 8 ((x,x),((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 76 26 8.866667 0.968940 11 0.169014 0.247619 6 3 7 ((x,x),((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 77 27 8.200000 0.959533 11 0.183099 0.257143 5 4 7 ((x,x),((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 76 24 8.866667 0.968940 11 0.169014 0.228571 6 4 8 ((x,x),((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 75 21 9.616667 0.978347 10 0.154930 0.200000 7 2 11 ((x,x),((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 85 41 6.801190 0.911321 14 0.295775 0.390476 4 8 4 ((x,x),((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 84 38 7.676190 0.912497 13 0.281690 0.361905 5 3 6 ((x,x),((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 83 37 7.676190 0.914849 13 0.267606 0.352381 5 3 5 ((x,x),((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 82 36 7.676190 0.919553 13 0.253521 0.342857 5 4 5 ((x,x),((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 81 33 8.533333 0.921904 12 0.239437 0.314286 6 3 7 ((x,x),((x,((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 81 33 8.033333 0.921904 12 0.239437 0.314286 5 3 6 ((x,x),((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 81 35 7.676190 0.928960 13 0.239437 0.333333 5 5 5 ((x,x),((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 80 32 8.533333 0.931312 12 0.225352 0.304762 6 3 7 ((x,x),((x,((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 79 31 8.533333 0.936015 12 0.211268 0.295238 6 3 6 ((x,x),((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 79 31 8.033333 0.936015 12 0.211268 0.295238 5 4 5 ((x,x),((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 78 28 8.866667 0.940719 11 0.197183 0.266667 6 3 7 ((x,x),((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 80 34 7.676190 0.947774 13 0.225352 0.323810 5 6 5 ((x,x),((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 79 31 8.533333 0.950126 12 0.211268 0.295238 6 3 7 ((x,x),((x,((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 78 30 8.533333 0.954830 12 0.197183 0.285714 6 3 6 ((x,x),((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 77 29 8.533333 0.964237 12 0.183099 0.276190 6 4 6 ((x,x),((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 76 26 9.366667 0.968940 11 0.169014 0.247619 7 3 8 ((x,x),((x,((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 76 26 8.866667 0.968940 11 0.169014 0.247619 6 3 7 ((x,x),((x,((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 77 29 8.033333 0.964237 12 0.183099 0.276190 5 5 5 ((x,x),((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 76 26 8.866667 0.968940 11 0.169014 0.247619 6 3 7 ((x,x),((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 75 25 8.866667 0.978347 11 0.154930 0.238095 6 3 6 ((x,x),((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 76 26 8.200000 0.968940 11 0.169014 0.247619 5 4 6 ((x,x),((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 75 23 8.866667 0.978347 11 0.154930 0.219048 6 4 7 ((x,x),((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 74 20 9.616667 0.987755 10 0.140845 0.190476 7 3 10 ((x,x),((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 84 40 6.801190 0.930136 14 0.281690 0.380952 4 8 4 ((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 83 37 7.676190 0.931312 13 0.267606 0.352381 5 4 6 ((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 82 36 7.676190 0.933663 13 0.253521 0.342857 5 4 5 ((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 81 35 7.676190 0.938367 13 0.239437 0.333333 5 4 5 ((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 80 32 8.533333 0.940719 12 0.225352 0.304762 6 4 7 ((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 80 32 8.033333 0.940719 12 0.225352 0.304762 5 4 6 ((x,x),(((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 80 34 7.676190 0.947774 13 0.225352 0.323810 5 5 5 ((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 79 31 8.533333 0.950126 12 0.211268 0.295238 6 4 7 ((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 78 30 8.533333 0.954830 12 0.197183 0.285714 6 4 6 ((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 78 30 8.033333 0.954830 12 0.197183 0.285714 5 4 5 ((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 77 27 8.866667 0.959533 11 0.183099 0.257143 6 4 7 ((x,x),(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 79 33 7.676190 0.966589 13 0.211268 0.314286 5 6 5 ((x,x),(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 8.533333 0.968940 12 0.197183 0.285714 6 4 7 ((x,x),(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 77 29 8.533333 0.973644 12 0.183099 0.276190 6 4 6 ((x,x),(((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 76 28 8.533333 0.983051 12 0.169014 0.266667 6 4 6 ((x,x),(((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 75 25 9.366667 0.987755 11 0.154930 0.238095 7 4 8 ((x,x),(((x,x),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 75 25 8.866667 0.987755 11 0.154930 0.238095 6 4 7 ((x,x),(((x,x),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 76 28 8.033333 0.983051 12 0.169014 0.266667 5 5 5 ((x,x),(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 75 25 8.866667 0.987755 11 0.154930 0.238095 6 4 7 ((x,x),(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 74 24 8.866667 0.997162 11 0.140845 0.228571 6 4 6 ((x,x),(((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 75 25 8.200000 0.987755 11 0.154930 0.238095 5 4 6 ((x,x),(((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 74 22 8.866667 0.997162 11 0.140845 0.209524 6 4 7 ((x,x),(((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 73 19 9.616667 1.006569 10 0.126761 0.180952 7 4 10 ((x,x),(((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 83 37 7.551190 0.939543 13 0.267606 0.352381 5 8 6 ((x,x),(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 34 8.426190 0.940719 12 0.253521 0.323810 6 2 8 ((x,x),(((x,x),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 33 8.426190 0.943071 12 0.239437 0.314286 6 3 7 ((x,x),(((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 32 8.426190 0.947774 12 0.225352 0.304762 6 4 7 ((x,x),(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 29 9.283333 0.950126 11 0.211268 0.276190 7 2 9 ((x,x),(((x,x),((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 79 29 8.783333 0.950126 11 0.211268 0.276190 6 3 8 ((x,x),(((x,x),((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 31 8.426190 0.957181 12 0.211268 0.295238 6 5 7 ((x,x),(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 28 9.283333 0.959533 11 0.197183 0.266667 7 2 9 ((x,x),(((x,x),((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 77 27 9.283333 0.964237 11 0.183099 0.257143 7 3 8 ((x,x),(((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 77 27 8.783333 0.964237 11 0.183099 0.257143 6 4 7 ((x,x),(((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 24 9.616667 0.968940 10 0.169014 0.228571 7 3 9 ((x,x),(((x,x),((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 78 30 8.426190 0.975996 12 0.197183 0.285714 6 6 7 ((x,x),(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 77 27 9.283333 0.978347 11 0.183099 0.257143 7 2 9 ((x,x),(((x,x),((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 76 26 9.283333 0.983051 11 0.169014 0.247619 7 3 8 ((x,x),(((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 75 25 9.283333 0.992458 11 0.154930 0.238095 7 4 8 ((x,x),(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 74 22 10.116667 0.997162 10 0.140845 0.209524 8 2 10 ((x,x),(((x,x),((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 74 22 9.616667 0.997162 10 0.140845 0.209524 7 3 9 ((x,x),(((x,x),((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 75 25 8.783333 0.992458 11 0.154930 0.238095 6 5 7 ((x,x),(((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 22 9.616667 0.997162 10 0.140845 0.209524 7 3 9 ((x,x),(((x,x),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 73 21 9.616667 1.006569 10 0.126761 0.200000 7 3 8 ((x,x),(((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 74 22 8.950000 0.997162 10 0.140845 0.209524 6 4 8 ((x,x),(((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 73 19 9.616667 1.006569 10 0.126761 0.180952 7 4 9 ((x,x),(((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 72 16 10.416667 1.015976 9 0.112676 0.152381 8 2 12 ((x,x),(((x,x),((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 83 37 7.051190 0.939543 13 0.267606 0.352381 4 8 5 ((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 34 7.926190 0.940719 12 0.253521 0.323810 5 3 7 ((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 33 7.926190 0.943071 12 0.239437 0.314286 5 3 6 ((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 32 7.926190 0.947774 12 0.225352 0.304762 5 4 6 ((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 29 8.783333 0.950126 11 0.211268 0.276190 6 3 8 ((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 79 29 8.283333 0.950126 11 0.211268 0.276190 5 3 7 ((x,x),(((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 31 7.926190 0.957181 12 0.211268 0.295238 5 5 6 ((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 28 8.783333 0.959533 11 0.197183 0.266667 6 3 8 ((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 77 27 8.783333 0.964237 11 0.183099 0.257143 6 3 7 ((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 77 27 8.283333 0.964237 11 0.183099 0.257143 5 4 6 ((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 24 9.116667 0.968940 10 0.169014 0.228571 6 3 8 ((x,x),(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 78 30 7.926190 0.975996 12 0.197183 0.285714 5 6 6 ((x,x),(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 77 27 8.783333 0.978347 11 0.183099 0.257143 6 3 8 ((x,x),(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 76 26 8.783333 0.983051 11 0.169014 0.247619 6 3 7 ((x,x),(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 75 25 8.783333 0.992458 11 0.154930 0.238095 6 4 7 ((x,x),(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 74 22 9.616667 0.997162 10 0.140845 0.209524 7 3 9 ((x,x),(((x,(x,x)),(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 74 22 9.116667 0.997162 10 0.140845 0.209524 6 3 8 ((x,x),(((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 75 25 8.283333 0.992458 11 0.154930 0.238095 5 5 6 ((x,x),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 22 9.116667 0.997162 10 0.140845 0.209524 6 3 8 ((x,x),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 73 21 9.116667 1.006569 10 0.126761 0.200000 6 3 7 ((x,x),(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 74 22 8.450000 0.997162 10 0.140845 0.209524 5 4 7 ((x,x),(((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 73 19 9.116667 1.006569 10 0.126761 0.180952 6 4 8 ((x,x),(((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 72 16 9.916667 1.015976 9 0.112676 0.152381 7 3 11 ((x,x),(((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 86 42 6.042857 0.898386 15 0.309859 0.400000 3 7 4 ((x,x),((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,(x,(x,x)))))))) 16 8 85 39 6.876190 0.900738 14 0.295775 0.371429 4 7 5 ((x,x),((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 84 36 7.733333 0.903090 13 0.281690 0.342857 5 2 8 ((x,x),((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,x),(x,x))))))) 16 8 84 38 6.876190 0.905442 14 0.281690 0.361905 4 7 4 ((x,x),((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 83 35 7.733333 0.907794 13 0.267606 0.333333 5 3 6 ((x,x),((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,x),(x,x))))))) 16 7 82 34 7.733333 0.912497 13 0.253521 0.323810 5 3 6 ((x,x),((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),(x,(x,x))))))) 16 8 83 37 6.876190 0.914849 14 0.267606 0.352381 4 7 4 ((x,x),((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 82 34 7.733333 0.917201 13 0.253521 0.323810 5 4 6 ((x,x),((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x))))))) 16 7 81 33 7.733333 0.921904 13 0.239437 0.314286 5 4 5 ((x,x),((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x))))))) 16 7 80 32 7.733333 0.931312 13 0.225352 0.304762 5 4 6 ((x,x),((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x))))))) 16 8 82 34 7.676190 0.919553 13 0.253521 0.323810 5 7 6 ((x,x),((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 8.533333 0.921904 12 0.239437 0.295238 6 2 8 ((x,x),((x,((x,x),((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 80 30 8.533333 0.926608 12 0.225352 0.285714 6 3 7 ((x,x),((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 79 29 8.533333 0.936015 12 0.211268 0.276190 6 4 7 ((x,x),((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 78 26 9.366667 0.940719 11 0.197183 0.247619 7 2 10 ((x,x),((x,((x,x),((x,x),(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 8 82 34 7.176190 0.919553 13 0.253521 0.323810 4 7 5 ((x,x),((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 8.033333 0.921904 12 0.239437 0.295238 5 3 7 ((x,x),((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 80 30 8.033333 0.926608 12 0.225352 0.285714 5 3 6 ((x,x),((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 79 29 8.033333 0.936015 12 0.211268 0.276190 5 4 6 ((x,x),((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 78 26 8.866667 0.940719 11 0.197183 0.247619 6 3 8 ((x,x),((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 78 26 8.366667 0.940719 11 0.197183 0.247619 5 3 8 ((x,x),((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 8 82 36 6.876190 0.933663 14 0.253521 0.342857 4 7 4 ((x,x),(((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 81 33 7.733333 0.936015 13 0.239437 0.314286 5 5 6 ((x,x),(((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x))))))) 16 7 80 32 7.733333 0.940719 13 0.225352 0.304762 5 5 5 ((x,x),(((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x))))))) 16 7 79 31 7.733333 0.950126 13 0.211268 0.295238 5 5 5 ((x,x),(((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x))))))) 16 7 78 28 8.533333 0.954830 12 0.197183 0.266667 6 5 7 ((x,x),(((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x)))))) 16 7 78 28 8.033333 0.954830 12 0.197183 0.266667 5 5 6 ((x,x),(((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 78 30 7.733333 0.968940 13 0.197183 0.285714 5 5 6 ((x,x),(((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x))))))) 16 8 81 33 7.676190 0.938367 13 0.239437 0.314286 5 7 6 ((x,x),(((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 80 30 8.533333 0.940719 12 0.225352 0.285714 6 2 8 ((x,x),(((x,x),(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 79 29 8.533333 0.945422 12 0.211268 0.276190 6 3 7 ((x,x),(((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 78 28 8.533333 0.954830 12 0.197183 0.266667 6 4 7 ((x,x),(((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 77 25 9.366667 0.959533 11 0.183099 0.238095 7 2 9 ((x,x),(((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 77 25 8.866667 0.959533 11 0.183099 0.238095 6 3 8 ((x,x),(((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 77 27 8.533333 0.973644 12 0.183099 0.257143 6 5 7 ((x,x),(((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 76 24 9.366667 0.978347 11 0.169014 0.228571 7 2 10 ((x,x),(((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 8 80 32 7.676190 0.947774 13 0.225352 0.304762 5 7 5 ((x,x),(((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 79 29 8.533333 0.950126 12 0.211268 0.276190 6 3 7 ((x,x),(((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 78 28 8.533333 0.954830 12 0.197183 0.266667 6 3 6 ((x,x),(((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 77 27 8.533333 0.964237 12 0.183099 0.257143 6 4 6 ((x,x),(((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 76 24 9.366667 0.968940 11 0.169014 0.228571 7 3 8 ((x,x),(((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 76 24 8.866667 0.968940 11 0.169014 0.228571 6 3 7 ((x,x),(((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 76 26 8.533333 0.983051 12 0.169014 0.247619 6 5 6 ((x,x),(((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 75 23 9.366667 0.987755 11 0.154930 0.219048 7 3 8 ((x,x),(((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 6 74 22 9.366667 0.997162 11 0.140845 0.209524 7 3 8 ((x,x),(((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))) 16 8 80 32 7.176190 0.947774 13 0.225352 0.304762 4 7 4 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 79 29 8.033333 0.950126 12 0.211268 0.276190 5 4 6 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 78 28 8.033333 0.954830 12 0.197183 0.266667 5 4 5 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 77 27 8.033333 0.964237 12 0.183099 0.257143 5 4 5 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 76 24 8.866667 0.968940 11 0.169014 0.228571 6 4 7 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 76 24 8.366667 0.968940 11 0.169014 0.228571 5 4 6 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 76 26 8.033333 0.983051 12 0.169014 0.247619 5 5 5 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 75 23 8.866667 0.987755 11 0.154930 0.219048 6 4 7 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 6 74 22 8.866667 0.997162 11 0.140845 0.209524 6 4 6 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))) 16 6 74 22 8.366667 0.997162 11 0.140845 0.209524 5 4 6 ((x,x),(((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))) 16 8 79 29 7.926190 0.957181 12 0.211268 0.276190 5 7 6 ((x,x),(((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 78 26 8.783333 0.959533 11 0.197183 0.247619 6 3 8 ((x,x),(((x,(x,x)),((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 77 25 8.783333 0.964237 11 0.183099 0.238095 6 3 7 ((x,x),(((x,(x,x)),((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 76 24 8.783333 0.973644 11 0.169014 0.228571 6 4 7 ((x,x),(((x,(x,x)),((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 75 21 9.616667 0.978347 10 0.154930 0.200000 7 3 9 ((x,x),(((x,(x,x)),((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 75 21 9.116667 0.978347 10 0.154930 0.200000 6 3 8 ((x,x),(((x,(x,x)),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 75 23 8.783333 0.992458 11 0.154930 0.219048 6 5 7 ((x,x),(((x,(x,x)),((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 74 20 9.616667 0.997162 10 0.140845 0.190476 7 3 9 ((x,x),(((x,(x,x)),((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 73 19 9.616667 1.006569 10 0.126761 0.180952 7 3 8 ((x,x),(((x,(x,x)),((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 73 19 9.116667 1.006569 10 0.126761 0.180952 6 4 7 ((x,x),(((x,(x,x)),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 72 16 9.916667 1.015976 9 0.112676 0.152381 7 3 10 ((x,x),(((x,(x,x)),((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 13 111 77 4.603211 0.827759 17 0.661972 0.733333 2 13 2 ((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))))) 16 12 110 74 5.519877 0.827832 16 0.647887 0.704762 3 3 4 ((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))))) 16 12 109 73 5.519877 0.827979 16 0.633803 0.695238 3 3 3 ((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))))) 16 12 108 72 5.519877 0.828273 16 0.619718 0.685714 3 4 3 ((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))))) 16 11 107 69 6.428968 0.828420 15 0.605634 0.657143 4 3 5 ((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))))) 16 11 107 69 5.928968 0.828420 15 0.605634 0.657143 3 3 4 ((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))))) 16 12 107 71 5.519877 0.828861 16 0.605634 0.676190 3 5 3 ((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))))) 16 11 106 68 6.428968 0.829008 15 0.591549 0.647619 4 3 5 ((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))))) 16 11 105 67 6.428968 0.829302 15 0.577465 0.638095 4 3 4 ((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))))) 16 11 105 67 5.928968 0.829302 15 0.577465 0.638095 3 4 3 ((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))))) 16 10 104 64 6.828968 0.829596 14 0.563380 0.609524 4 3 5 ((x,(x,x)),(x,(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))))) 16 12 106 70 5.519877 0.830037 16 0.591549 0.666667 3 6 3 ((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))))) 16 11 105 67 6.428968 0.830184 15 0.577465 0.638095 4 3 5 ((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))))) 16 11 104 66 6.428968 0.830478 15 0.563380 0.628571 4 3 4 ((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))))) 16 11 103 65 6.428968 0.831066 15 0.549296 0.619048 4 4 4 ((x,(x,x)),(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))))) 16 10 102 62 7.328968 0.831360 14 0.535211 0.590476 5 3 6 ((x,(x,x)),(x,(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))))) 16 10 102 62 6.828968 0.831360 14 0.535211 0.590476 4 3 5 ((x,(x,x)),(x,(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))))) 16 11 103 65 5.928968 0.831066 15 0.549296 0.619048 3 5 3 ((x,(x,x)),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))))) 16 10 102 62 6.828968 0.831360 14 0.535211 0.590476 4 3 5 ((x,(x,x)),(x,(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))))) 16 10 101 61 6.828968 0.831948 14 0.521127 0.580952 4 3 4 ((x,(x,x)),(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))))) 16 10 102 62 6.162302 0.831360 14 0.535211 0.590476 3 4 4 ((x,(x,x)),(x,(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))))) 16 10 101 59 6.828968 0.831948 14 0.521127 0.561905 4 4 5 ((x,(x,x)),(x,(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))))) 16 9 100 56 7.717857 0.832536 13 0.507042 0.533333 5 3 8 ((x,(x,x)),(x,(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))))) 16 12 105 69 5.519877 0.832389 16 0.577465 0.657143 3 7 3 ((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 104 66 6.428968 0.832536 15 0.563380 0.628571 4 3 5 ((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))))) 16 11 103 65 6.428968 0.832830 15 0.549296 0.619048 4 3 4 ((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))))) 16 11 102 64 6.428968 0.833418 15 0.535211 0.609524 4 4 4 ((x,(x,x)),(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))))) 16 10 101 61 7.328968 0.833712 14 0.521127 0.580952 5 3 6 ((x,(x,x)),(x,(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))))) 16 10 101 61 6.828968 0.833712 14 0.521127 0.580952 4 3 5 ((x,(x,x)),(x,(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 101 63 6.428968 0.834594 15 0.521127 0.600000 4 5 4 ((x,(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))))) 16 10 100 60 7.328968 0.834888 14 0.507042 0.571429 5 3 6 ((x,(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x)))))))))) 16 10 99 59 7.328968 0.835476 14 0.492958 0.561905 5 3 5 ((x,(x,x)),(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x)))))))))) 16 10 99 59 6.828968 0.835476 14 0.492958 0.561905 4 4 4 ((x,(x,x)),(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 98 56 7.717857 0.836064 13 0.478873 0.533333 5 3 6 ((x,(x,x)),(x,(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x))))))))) 16 11 101 63 5.928968 0.834594 15 0.521127 0.600000 3 6 3 ((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))))) 16 10 100 60 6.828968 0.834888 14 0.507042 0.571429 4 3 5 ((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))))) 16 10 99 59 6.828968 0.835476 14 0.492958 0.561905 4 3 4 ((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))))) 16 10 98 58 6.828968 0.836652 14 0.478873 0.552381 4 4 4 ((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))))) 16 9 97 55 7.717857 0.837240 13 0.464789 0.523810 5 3 6 ((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x))))))))) 16 9 97 55 7.217857 0.837240 13 0.464789 0.523810 4 3 5 ((x,(x,x)),(x,(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))))) 16 10 99 59 6.162302 0.835476 14 0.492958 0.561905 3 5 3 ((x,(x,x)),(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))))) 16 9 98 56 7.051190 0.836064 13 0.478873 0.533333 4 4 5 ((x,(x,x)),(x,(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))))) 16 9 97 55 7.051190 0.837240 13 0.464789 0.523810 4 4 4 ((x,(x,x)),(x,(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))))) 16 10 98 56 6.828968 0.836652 14 0.478873 0.533333 4 5 5 ((x,(x,x)),(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 97 53 7.717857 0.837240 13 0.464789 0.504762 5 3 7 ((x,(x,x)),(x,(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))))) 16 9 96 52 7.717857 0.838416 13 0.450704 0.495238 5 3 6 ((x,(x,x)),(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))))) 16 12 104 68 5.519877 0.837093 16 0.563380 0.647619 3 8 3 ((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 103 65 6.428968 0.837240 15 0.549296 0.619048 4 3 5 ((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 102 64 6.428968 0.837534 15 0.535211 0.609524 4 3 4 ((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 101 63 6.428968 0.838122 15 0.521127 0.600000 4 4 4 ((x,(x,x)),(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 100 60 7.328968 0.838416 14 0.507042 0.571429 5 3 6 ((x,(x,x)),(x,(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 100 60 6.828968 0.838416 14 0.507042 0.571429 4 3 5 ((x,(x,x)),(x,(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 100 62 6.428968 0.839297 15 0.507042 0.590476 4 5 4 ((x,(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 99 59 7.328968 0.839591 14 0.492958 0.561905 5 3 6 ((x,(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 98 58 7.328968 0.840179 14 0.478873 0.552381 5 3 5 ((x,(x,x)),(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 98 58 6.828968 0.840179 14 0.478873 0.552381 4 4 4 ((x,(x,x)),(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 97 55 7.717857 0.840767 13 0.464789 0.523810 5 3 6 ((x,(x,x)),(x,(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 99 61 6.428968 0.841649 15 0.492958 0.580952 4 6 4 ((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 98 58 7.328968 0.841943 14 0.478873 0.552381 5 3 6 ((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 97 57 7.328968 0.842531 14 0.464789 0.542857 5 3 5 ((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 96 56 7.328968 0.843707 14 0.450704 0.533333 5 4 5 ((x,(x,x)),(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 95 53 8.217857 0.844295 13 0.436620 0.504762 6 3 7 ((x,(x,x)),(x,(x,(x,((x,x),((x,x),((x,x),((x,x),(x,x))))))))) 16 9 95 53 7.717857 0.844295 13 0.436620 0.504762 5 3 6 ((x,(x,x)),(x,(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 96 56 6.828968 0.843707 14 0.450704 0.533333 4 5 4 ((x,(x,x)),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.717857 0.844295 13 0.436620 0.504762 5 3 6 ((x,(x,x)),(x,(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 94 52 7.717857 0.845471 13 0.422535 0.495238 5 3 5 ((x,(x,x)),(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 95 53 7.051190 0.844295 13 0.436620 0.504762 4 4 5 ((x,(x,x)),(x,(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 94 50 7.717857 0.845471 13 0.422535 0.476190 5 4 6 ((x,(x,x)),(x,(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 93 47 8.592857 0.846647 12 0.408451 0.447619 6 3 9 ((x,(x,x)),(x,(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 99 61 5.928968 0.841649 15 0.492958 0.580952 3 7 3 ((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 98 58 6.828968 0.841943 14 0.478873 0.552381 4 3 5 ((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 97 57 6.828968 0.842531 14 0.464789 0.542857 4 3 4 ((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 96 56 6.828968 0.843707 14 0.450704 0.533333 4 4 4 ((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 95 53 7.717857 0.844295 13 0.436620 0.504762 5 3 6 ((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,x))))))))) 16 9 95 53 7.217857 0.844295 13 0.436620 0.504762 4 3 5 ((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 95 55 6.828968 0.846059 14 0.436620 0.523810 4 5 4 ((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 94 52 7.717857 0.846647 13 0.422535 0.495238 5 3 6 ((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,x))))))))) 16 9 93 51 7.717857 0.847823 13 0.408451 0.485714 5 3 5 ((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,x))))))))) 16 9 93 51 7.217857 0.847823 13 0.408451 0.485714 4 4 4 ((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 92 48 8.092857 0.848999 12 0.394366 0.457143 5 3 6 ((x,(x,x)),(x,(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))))) 16 10 96 56 6.162302 0.843707 14 0.450704 0.533333 3 6 3 ((x,(x,x)),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))))) 16 9 95 53 7.051190 0.844295 13 0.436620 0.504762 4 4 5 ((x,(x,x)),(x,(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))))) 16 9 94 52 7.051190 0.845471 13 0.422535 0.495238 4 4 4 ((x,(x,x)),(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))))) 16 9 93 51 7.051190 0.847823 13 0.408451 0.485714 4 4 4 ((x,(x,x)),(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))))) 16 8 92 48 7.926190 0.848999 12 0.394366 0.457143 5 4 6 ((x,(x,x)),(x,(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,x)))))))) 16 8 92 48 7.426190 0.848999 12 0.394366 0.457143 4 4 5 ((x,(x,x)),(x,(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))))) 16 10 95 53 6.828968 0.846059 14 0.436620 0.504762 4 6 5 ((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 94 50 7.717857 0.846647 13 0.422535 0.476190 5 3 7 ((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 93 49 7.717857 0.847823 13 0.408451 0.466667 5 3 6 ((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 92 48 7.717857 0.850175 13 0.394366 0.457143 5 4 6 ((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 91 45 8.592857 0.851350 12 0.380282 0.428571 6 3 8 ((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 91 45 8.092857 0.851350 12 0.380282 0.428571 5 3 7 ((x,(x,x)),(x,(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 95 53 6.301190 0.844295 13 0.436620 0.504762 3 5 4 ((x,(x,x)),(x,(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))))) 16 9 94 50 7.051190 0.845471 13 0.422535 0.476190 4 5 5 ((x,(x,x)),(x,(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))))) 16 8 93 47 7.926190 0.846647 12 0.408451 0.447619 5 3 8 ((x,(x,x)),(x,(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,x)))))))) 16 9 93 49 7.051190 0.847823 13 0.408451 0.466667 4 5 4 ((x,(x,x)),(x,(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 92 46 7.926190 0.848999 12 0.394366 0.438095 5 3 6 ((x,(x,x)),(x,(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 91 45 7.926190 0.851350 12 0.380282 0.428571 5 3 6 ((x,(x,x)),(x,(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))))) 16 12 103 67 5.519877 0.846500 16 0.549296 0.638095 3 9 3 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 102 64 6.428968 0.846647 15 0.535211 0.609524 4 3 5 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 101 63 6.428968 0.846941 15 0.521127 0.600000 4 3 4 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 100 62 6.428968 0.847529 15 0.507042 0.590476 4 4 4 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 99 59 7.328968 0.847823 14 0.492958 0.561905 5 3 6 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 99 59 6.828968 0.847823 14 0.492958 0.561905 4 3 5 ((x,(x,x)),(x,(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 99 61 6.428968 0.848705 15 0.492958 0.580952 4 5 4 ((x,(x,x)),(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 98 58 7.328968 0.848999 14 0.478873 0.552381 5 3 6 ((x,(x,x)),(x,(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 97 57 7.328968 0.849587 14 0.464789 0.542857 5 3 5 ((x,(x,x)),(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 97 57 6.828968 0.849587 14 0.464789 0.542857 4 4 4 ((x,(x,x)),(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 96 54 7.717857 0.850175 13 0.450704 0.514286 5 3 6 ((x,(x,x)),(x,(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 98 60 6.428968 0.851056 15 0.478873 0.571429 4 6 4 ((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 97 57 7.328968 0.851350 14 0.464789 0.542857 5 3 6 ((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 96 56 7.328968 0.851938 14 0.450704 0.533333 5 3 5 ((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 95 55 7.328968 0.853114 14 0.436620 0.523810 5 4 5 ((x,(x,x)),(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 94 52 8.217857 0.853702 13 0.422535 0.495238 6 3 7 ((x,(x,x)),(x,(x,((x,x),(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 94 52 7.717857 0.853702 13 0.422535 0.495238 5 3 6 ((x,(x,x)),(x,(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 95 55 6.828968 0.853114 14 0.436620 0.523810 4 5 4 ((x,(x,x)),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 94 52 7.717857 0.853702 13 0.422535 0.495238 5 3 6 ((x,(x,x)),(x,(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 93 51 7.717857 0.854878 13 0.408451 0.485714 5 3 5 ((x,(x,x)),(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 94 52 7.051190 0.853702 13 0.422535 0.495238 4 4 5 ((x,(x,x)),(x,(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 93 49 7.717857 0.854878 13 0.408451 0.466667 5 4 6 ((x,(x,x)),(x,(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 92 46 8.592857 0.856054 12 0.394366 0.438095 6 3 9 ((x,(x,x)),(x,(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 97 59 6.428968 0.855760 15 0.464789 0.561905 4 7 4 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 96 56 7.328968 0.856054 14 0.450704 0.533333 5 3 6 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 95 55 7.328968 0.856642 14 0.436620 0.523810 5 3 5 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 94 54 7.328968 0.857818 14 0.422535 0.514286 5 4 5 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 93 51 8.217857 0.858406 13 0.408451 0.485714 6 3 7 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 93 51 7.717857 0.858406 13 0.408451 0.485714 5 3 6 ((x,(x,x)),(x,(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 93 53 7.328968 0.860170 14 0.408451 0.504762 5 5 5 ((x,(x,x)),(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 92 50 8.217857 0.860758 13 0.394366 0.476190 6 3 7 ((x,(x,x)),(x,(x,((x,x),((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 91 49 8.217857 0.861934 13 0.380282 0.466667 6 3 6 ((x,(x,x)),(x,(x,((x,x),((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 91 49 7.717857 0.861934 13 0.380282 0.466667 5 4 5 ((x,(x,x)),(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 90 46 8.592857 0.863109 12 0.366197 0.438095 6 3 7 ((x,(x,x)),(x,(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 93 53 6.828968 0.860170 14 0.408451 0.504762 4 6 4 ((x,(x,x)),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.717857 0.860758 13 0.394366 0.476190 5 3 6 ((x,(x,x)),(x,(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 91 49 7.717857 0.861934 13 0.380282 0.466667 5 3 5 ((x,(x,x)),(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 90 48 7.717857 0.864285 13 0.366197 0.457143 5 4 5 ((x,(x,x)),(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 89 45 8.592857 0.865461 12 0.352113 0.428571 6 3 7 ((x,(x,x)),(x,(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 89 45 8.092857 0.865461 12 0.352113 0.428571 5 3 6 ((x,(x,x)),(x,(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 91 49 7.051190 0.861934 13 0.380282 0.466667 4 5 4 ((x,(x,x)),(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 90 46 7.926190 0.863109 12 0.366197 0.438095 5 4 6 ((x,(x,x)),(x,(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 89 45 7.926190 0.865461 12 0.352113 0.428571 5 4 5 ((x,(x,x)),(x,(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 90 46 7.717857 0.864285 13 0.366197 0.438095 5 5 6 ((x,(x,x)),(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 89 43 8.592857 0.865461 12 0.352113 0.409524 6 3 8 ((x,(x,x)),(x,(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 88 42 8.592857 0.867813 12 0.338028 0.400000 6 3 7 ((x,(x,x)),(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 97 59 5.928968 0.855760 15 0.464789 0.561905 3 8 3 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 96 56 6.828968 0.856054 14 0.450704 0.533333 4 3 5 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 95 55 6.828968 0.856642 14 0.436620 0.523810 4 3 4 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 94 54 6.828968 0.857818 14 0.422535 0.514286 4 4 4 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 93 51 7.717857 0.858406 13 0.408451 0.485714 5 3 6 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 93 51 7.217857 0.858406 13 0.408451 0.485714 4 3 5 ((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 93 53 6.828968 0.860170 14 0.408451 0.504762 4 5 4 ((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.717857 0.860758 13 0.394366 0.476190 5 3 6 ((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 91 49 7.717857 0.861934 13 0.380282 0.466667 5 3 5 ((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 91 49 7.217857 0.861934 13 0.380282 0.466667 4 4 4 ((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 90 46 8.092857 0.863109 12 0.366197 0.438095 5 3 6 ((x,(x,x)),(x,(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 92 52 6.828968 0.864873 14 0.394366 0.495238 4 6 4 ((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 91 49 7.717857 0.865461 13 0.380282 0.466667 5 3 6 ((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 90 48 7.717857 0.866637 13 0.366197 0.457143 5 3 5 ((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 89 47 7.717857 0.868989 13 0.352113 0.447619 5 4 5 ((x,(x,x)),(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 88 44 8.592857 0.870165 12 0.338028 0.419048 6 3 7 ((x,(x,x)),(x,(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 88 44 8.092857 0.870165 12 0.338028 0.419048 5 3 6 ((x,(x,x)),(x,(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 89 47 7.217857 0.868989 13 0.352113 0.447619 4 5 4 ((x,(x,x)),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 88 44 8.092857 0.870165 12 0.338028 0.419048 5 3 6 ((x,(x,x)),(x,(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 87 43 8.092857 0.872517 12 0.323944 0.409524 5 3 5 ((x,(x,x)),(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 88 44 7.426190 0.870165 12 0.338028 0.419048 4 4 5 ((x,(x,x)),(x,(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 87 41 8.092857 0.872517 12 0.323944 0.390476 5 4 6 ((x,(x,x)),(x,(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 86 38 8.950000 0.874868 11 0.309859 0.361905 6 3 9 ((x,(x,x)),(x,(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 93 53 6.162302 0.860170 14 0.408451 0.504762 3 7 3 ((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 92 50 7.051190 0.860758 13 0.394366 0.476190 4 4 5 ((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))))) 16 9 91 49 7.051190 0.861934 13 0.380282 0.466667 4 4 4 ((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))))) 16 9 90 48 7.051190 0.864285 13 0.366197 0.457143 4 4 4 ((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))))) 16 8 89 45 7.926190 0.865461 12 0.352113 0.428571 5 4 6 ((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))))) 16 8 89 45 7.426190 0.865461 12 0.352113 0.428571 4 4 5 ((x,(x,x)),(x,(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 89 47 7.051190 0.868989 13 0.352113 0.447619 4 5 4 ((x,(x,x)),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.870165 12 0.338028 0.419048 5 4 6 ((x,(x,x)),(x,(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))))) 16 8 87 43 7.926190 0.872517 12 0.323944 0.409524 5 4 5 ((x,(x,x)),(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))))) 16 8 87 43 7.426190 0.872517 12 0.323944 0.409524 4 4 4 ((x,(x,x)),(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 86 40 8.283333 0.874868 11 0.309859 0.380952 5 4 6 ((x,(x,x)),(x,(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x))))))) 16 10 92 50 6.828968 0.864873 14 0.394366 0.476190 4 7 5 ((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 91 47 7.717857 0.865461 13 0.380282 0.447619 5 3 7 ((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 90 46 7.717857 0.866637 13 0.366197 0.438095 5 3 6 ((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 89 45 7.717857 0.868989 13 0.352113 0.428571 5 4 6 ((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 88 42 8.592857 0.870165 12 0.338028 0.400000 6 3 8 ((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 88 42 8.092857 0.870165 12 0.338028 0.400000 5 3 7 ((x,(x,x)),(x,(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 88 44 7.717857 0.873693 13 0.338028 0.419048 5 5 6 ((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 87 41 8.592857 0.874868 12 0.323944 0.390476 6 3 8 ((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 86 40 8.592857 0.877220 12 0.309859 0.380952 6 3 7 ((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 86 40 8.092857 0.877220 12 0.309859 0.380952 5 4 6 ((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 85 37 8.950000 0.879572 11 0.295775 0.352381 6 3 8 ((x,(x,x)),(x,(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 91 49 6.301190 0.861934 13 0.380282 0.466667 3 6 3 ((x,(x,x)),(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))))) 16 8 90 46 7.176190 0.863109 12 0.366197 0.438095 4 5 5 ((x,(x,x)),(x,(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))))) 16 8 89 45 7.176190 0.865461 12 0.352113 0.428571 4 5 4 ((x,(x,x)),(x,(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))))) 16 8 88 44 7.176190 0.870165 12 0.338028 0.419048 4 5 4 ((x,(x,x)),(x,(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))))) 16 8 87 41 7.926190 0.872517 12 0.323944 0.390476 5 5 6 ((x,(x,x)),(x,(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x))))))) 16 8 87 41 7.426190 0.872517 12 0.323944 0.390476 4 5 5 ((x,(x,x)),(x,(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x))))))) 16 9 90 46 7.051190 0.864285 13 0.366197 0.438095 4 6 5 ((x,(x,x)),(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 89 43 7.926190 0.865461 12 0.352113 0.409524 5 3 7 ((x,(x,x)),(x,(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 88 42 7.926190 0.867813 12 0.338028 0.400000 5 3 6 ((x,(x,x)),(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 87 41 7.926190 0.872517 12 0.323944 0.390476 5 4 6 ((x,(x,x)),(x,(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 86 38 8.783333 0.874868 11 0.309859 0.361905 6 3 8 ((x,(x,x)),(x,(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))))) 16 7 86 38 8.283333 0.874868 11 0.309859 0.361905 5 3 7 ((x,(x,x)),(x,(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 89 45 7.051190 0.868989 13 0.352113 0.428571 4 6 4 ((x,(x,x)),(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 88 42 7.926190 0.870165 12 0.338028 0.400000 5 3 6 ((x,(x,x)),(x,(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 87 41 7.926190 0.872517 12 0.323944 0.390476 5 3 5 ((x,(x,x)),(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 86 40 7.926190 0.877220 12 0.309859 0.380952 5 4 5 ((x,(x,x)),(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 85 37 8.783333 0.879572 11 0.295775 0.352381 6 3 7 ((x,(x,x)),(x,(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 85 37 8.283333 0.879572 11 0.295775 0.352381 5 3 6 ((x,(x,x)),(x,(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 12 102 66 5.519877 0.865314 16 0.535211 0.628571 3 10 3 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 101 63 6.428968 0.865461 15 0.521127 0.600000 4 3 5 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 100 62 6.428968 0.865755 15 0.507042 0.590476 4 3 4 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 99 61 6.428968 0.866343 15 0.492958 0.580952 4 4 4 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 98 58 7.328968 0.866637 14 0.478873 0.552381 5 3 6 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 98 58 6.828968 0.866637 14 0.478873 0.552381 4 3 5 ((x,(x,x)),(x,((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 98 60 6.428968 0.867519 15 0.478873 0.571429 4 5 4 ((x,(x,x)),(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 97 57 7.328968 0.867813 14 0.464789 0.542857 5 3 6 ((x,(x,x)),(x,((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 96 56 7.328968 0.868401 14 0.450704 0.533333 5 3 5 ((x,(x,x)),(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 96 56 6.828968 0.868401 14 0.450704 0.533333 4 4 4 ((x,(x,x)),(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 95 53 7.717857 0.868989 13 0.436620 0.504762 5 3 6 ((x,(x,x)),(x,((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 97 59 6.428968 0.869871 15 0.464789 0.561905 4 6 4 ((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 96 56 7.328968 0.870165 14 0.450704 0.533333 5 3 6 ((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 95 55 7.328968 0.870753 14 0.436620 0.523810 5 3 5 ((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 94 54 7.328968 0.871929 14 0.422535 0.514286 5 4 5 ((x,(x,x)),(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 93 51 8.217857 0.872517 13 0.408451 0.485714 6 3 7 ((x,(x,x)),(x,((x,x),(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 93 51 7.717857 0.872517 13 0.408451 0.485714 5 3 6 ((x,(x,x)),(x,((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 94 54 6.828968 0.871929 14 0.422535 0.514286 4 5 4 ((x,(x,x)),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 93 51 7.717857 0.872517 13 0.408451 0.485714 5 3 6 ((x,(x,x)),(x,((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 92 50 7.717857 0.873693 13 0.394366 0.476190 5 3 5 ((x,(x,x)),(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 93 51 7.051190 0.872517 13 0.408451 0.485714 4 4 5 ((x,(x,x)),(x,((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 92 48 7.717857 0.873693 13 0.394366 0.457143 5 4 6 ((x,(x,x)),(x,((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 91 45 8.592857 0.874868 12 0.380282 0.428571 6 3 9 ((x,(x,x)),(x,((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 96 58 6.428968 0.874574 15 0.450704 0.552381 4 7 4 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 95 55 7.328968 0.874868 14 0.436620 0.523810 5 3 6 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 94 54 7.328968 0.875456 14 0.422535 0.514286 5 3 5 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 93 53 7.328968 0.876632 14 0.408451 0.504762 5 4 5 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 92 50 8.217857 0.877220 13 0.394366 0.476190 6 3 7 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 92 50 7.717857 0.877220 13 0.394366 0.476190 5 3 6 ((x,(x,x)),(x,((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 92 52 7.328968 0.878984 14 0.394366 0.495238 5 5 5 ((x,(x,x)),(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 91 49 8.217857 0.879572 13 0.380282 0.466667 6 3 7 ((x,(x,x)),(x,((x,x),(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 90 48 8.217857 0.880748 13 0.366197 0.457143 6 3 6 ((x,(x,x)),(x,((x,x),(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 90 48 7.717857 0.880748 13 0.366197 0.457143 5 4 5 ((x,(x,x)),(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 89 45 8.592857 0.881924 12 0.352113 0.428571 6 3 7 ((x,(x,x)),(x,((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 92 52 6.828968 0.878984 14 0.394366 0.495238 4 6 4 ((x,(x,x)),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 91 49 7.717857 0.879572 13 0.380282 0.466667 5 3 6 ((x,(x,x)),(x,((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 90 48 7.717857 0.880748 13 0.366197 0.457143 5 3 5 ((x,(x,x)),(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 89 47 7.717857 0.883100 13 0.352113 0.447619 5 4 5 ((x,(x,x)),(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 88 44 8.592857 0.884276 12 0.338028 0.419048 6 3 7 ((x,(x,x)),(x,((x,x),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 88 44 8.092857 0.884276 12 0.338028 0.419048 5 3 6 ((x,(x,x)),(x,((x,x),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 90 48 7.051190 0.880748 13 0.366197 0.457143 4 5 4 ((x,(x,x)),(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 89 45 7.926190 0.881924 12 0.352113 0.428571 5 4 6 ((x,(x,x)),(x,((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 88 44 7.926190 0.884276 12 0.338028 0.419048 5 4 5 ((x,(x,x)),(x,((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 89 45 7.717857 0.883100 13 0.352113 0.428571 5 5 6 ((x,(x,x)),(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 88 42 8.592857 0.884276 12 0.338028 0.400000 6 3 8 ((x,(x,x)),(x,((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 87 41 8.592857 0.886627 12 0.323944 0.390476 6 3 7 ((x,(x,x)),(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 95 57 6.428968 0.883982 15 0.436620 0.542857 4 8 4 ((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 94 54 7.328968 0.884276 14 0.422535 0.514286 5 3 6 ((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 93 53 7.328968 0.884864 14 0.408451 0.504762 5 3 5 ((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 92 52 7.328968 0.886039 14 0.394366 0.495238 5 4 5 ((x,(x,x)),(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 91 49 8.217857 0.886627 13 0.380282 0.466667 6 3 7 ((x,(x,x)),(x,((x,x),((x,x),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 91 49 7.717857 0.886627 13 0.380282 0.466667 5 3 6 ((x,(x,x)),(x,((x,x),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 91 51 7.328968 0.888391 14 0.380282 0.485714 5 5 5 ((x,(x,x)),(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 90 48 8.217857 0.888979 13 0.366197 0.457143 6 3 7 ((x,(x,x)),(x,((x,x),((x,x),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 89 47 8.217857 0.890155 13 0.352113 0.447619 6 3 6 ((x,(x,x)),(x,((x,x),((x,x),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 89 47 7.717857 0.890155 13 0.352113 0.447619 5 4 5 ((x,(x,x)),(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 88 44 8.592857 0.891331 12 0.338028 0.419048 6 3 7 ((x,(x,x)),(x,((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 90 50 7.328968 0.893095 14 0.366197 0.476190 5 6 5 ((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 8.217857 0.893683 13 0.352113 0.447619 6 3 7 ((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 88 46 8.217857 0.894859 13 0.338028 0.438095 6 3 6 ((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 87 45 8.217857 0.897210 13 0.323944 0.428571 6 4 6 ((x,(x,x)),(x,((x,x),((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 86 42 9.092857 0.898386 12 0.309859 0.400000 7 3 8 ((x,(x,x)),(x,((x,x),((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 86 42 8.592857 0.898386 12 0.309859 0.400000 6 3 7 ((x,(x,x)),(x,((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 87 45 7.717857 0.897210 13 0.323944 0.428571 5 5 5 ((x,(x,x)),(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 86 42 8.592857 0.898386 12 0.309859 0.400000 6 3 7 ((x,(x,x)),(x,((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 85 41 8.592857 0.900738 12 0.295775 0.390476 6 3 6 ((x,(x,x)),(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 86 42 7.926190 0.898386 12 0.309859 0.400000 5 4 6 ((x,(x,x)),(x,((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 85 39 8.592857 0.900738 12 0.295775 0.371429 6 4 7 ((x,(x,x)),(x,((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 9.450000 0.903090 11 0.281690 0.342857 7 3 10 ((x,(x,x)),(x,((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 90 50 6.828968 0.893095 14 0.366197 0.476190 4 7 4 ((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 7.717857 0.893683 13 0.352113 0.447619 5 3 6 ((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 88 46 7.717857 0.894859 13 0.338028 0.438095 5 3 5 ((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 87 45 7.717857 0.897210 13 0.323944 0.428571 5 4 5 ((x,(x,x)),(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 86 42 8.592857 0.898386 12 0.309859 0.400000 6 3 7 ((x,(x,x)),(x,((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 86 42 8.092857 0.898386 12 0.309859 0.400000 5 3 6 ((x,(x,x)),(x,((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 86 44 7.717857 0.901914 13 0.309859 0.419048 5 5 5 ((x,(x,x)),(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 85 41 8.592857 0.903090 12 0.295775 0.390476 6 3 7 ((x,(x,x)),(x,((x,x),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 84 40 8.592857 0.905442 12 0.281690 0.380952 6 3 6 ((x,(x,x)),(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 84 40 8.092857 0.905442 12 0.281690 0.380952 5 4 5 ((x,(x,x)),(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 83 37 8.950000 0.907794 11 0.267606 0.352381 6 3 7 ((x,(x,x)),(x,((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 87 45 7.051190 0.897210 13 0.323944 0.428571 4 6 4 ((x,(x,x)),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.898386 12 0.309859 0.400000 5 4 6 ((x,(x,x)),(x,((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.926190 0.900738 12 0.295775 0.390476 5 4 5 ((x,(x,x)),(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.926190 0.905442 12 0.281690 0.380952 5 4 5 ((x,(x,x)),(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.783333 0.907794 11 0.267606 0.352381 6 4 7 ((x,(x,x)),(x,((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 83 37 8.283333 0.907794 11 0.267606 0.352381 5 4 6 ((x,(x,x)),(x,((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 86 42 7.717857 0.901914 13 0.309859 0.400000 5 6 6 ((x,(x,x)),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 8.592857 0.903090 12 0.295775 0.371429 6 3 8 ((x,(x,x)),(x,((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 84 38 8.592857 0.905442 12 0.281690 0.361905 6 3 7 ((x,(x,x)),(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 83 37 8.592857 0.910145 12 0.267606 0.352381 6 4 7 ((x,(x,x)),(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 82 34 9.450000 0.912497 11 0.253521 0.323810 7 3 9 ((x,(x,x)),(x,((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 16 7 82 34 8.950000 0.912497 11 0.253521 0.323810 6 3 8 ((x,(x,x)),(x,((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 86 42 7.176190 0.898386 12 0.309859 0.400000 4 5 5 ((x,(x,x)),(x,((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))) 16 8 85 39 7.926190 0.900738 12 0.295775 0.371429 5 5 6 ((x,(x,x)),(x,((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.903090 11 0.281690 0.342857 6 3 9 ((x,(x,x)),(x,((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,x))))))) 16 8 84 38 7.926190 0.905442 12 0.281690 0.361905 5 5 5 ((x,(x,x)),(x,((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 83 35 8.783333 0.907794 11 0.267606 0.333333 6 3 7 ((x,(x,x)),(x,((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 82 34 8.783333 0.912497 11 0.253521 0.323810 6 3 7 ((x,(x,x)),(x,((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))) 16 11 95 57 5.928968 0.883982 15 0.436620 0.542857 3 9 3 ((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 94 54 6.828968 0.884276 14 0.422535 0.514286 4 3 5 ((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 93 53 6.828968 0.884864 14 0.408451 0.504762 4 3 4 ((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 92 52 6.828968 0.886039 14 0.394366 0.495238 4 4 4 ((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 91 49 7.717857 0.886627 13 0.380282 0.466667 5 3 6 ((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 91 49 7.217857 0.886627 13 0.380282 0.466667 4 3 5 ((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 91 51 6.828968 0.888391 14 0.380282 0.485714 4 5 4 ((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 90 48 7.717857 0.888979 13 0.366197 0.457143 5 3 6 ((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 89 47 7.717857 0.890155 13 0.352113 0.447619 5 3 5 ((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 89 47 7.217857 0.890155 13 0.352113 0.447619 4 4 4 ((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 88 44 8.092857 0.891331 12 0.338028 0.419048 5 3 6 ((x,(x,x)),(x,((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 90 50 6.828968 0.893095 14 0.366197 0.476190 4 6 4 ((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 7.717857 0.893683 13 0.352113 0.447619 5 3 6 ((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 88 46 7.717857 0.894859 13 0.338028 0.438095 5 3 5 ((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 87 45 7.717857 0.897210 13 0.323944 0.428571 5 4 5 ((x,(x,x)),(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 86 42 8.592857 0.898386 12 0.309859 0.400000 6 3 7 ((x,(x,x)),(x,((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 86 42 8.092857 0.898386 12 0.309859 0.400000 5 3 6 ((x,(x,x)),(x,((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 87 45 7.217857 0.897210 13 0.323944 0.428571 4 5 4 ((x,(x,x)),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 86 42 8.092857 0.898386 12 0.309859 0.400000 5 3 6 ((x,(x,x)),(x,((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 85 41 8.092857 0.900738 12 0.295775 0.390476 5 3 5 ((x,(x,x)),(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 86 42 7.426190 0.898386 12 0.309859 0.400000 4 4 5 ((x,(x,x)),(x,((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 85 39 8.092857 0.900738 12 0.295775 0.371429 5 4 6 ((x,(x,x)),(x,((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 8.950000 0.903090 11 0.281690 0.342857 6 3 9 ((x,(x,x)),(x,((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 89 49 6.828968 0.902502 14 0.352113 0.466667 4 7 4 ((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 88 46 7.717857 0.903090 13 0.338028 0.438095 5 3 6 ((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 87 45 7.717857 0.904266 13 0.323944 0.428571 5 3 5 ((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 86 44 7.717857 0.906618 13 0.309859 0.419048 5 4 5 ((x,(x,x)),(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 85 41 8.592857 0.907794 12 0.295775 0.390476 6 3 7 ((x,(x,x)),(x,((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 85 41 8.092857 0.907794 12 0.295775 0.390476 5 3 6 ((x,(x,x)),(x,((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 85 43 7.717857 0.911321 13 0.295775 0.409524 5 5 5 ((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 84 40 8.592857 0.912497 12 0.281690 0.380952 6 3 7 ((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 83 39 8.592857 0.914849 12 0.267606 0.371429 6 3 6 ((x,(x,x)),(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 83 39 8.092857 0.914849 12 0.267606 0.371429 5 4 5 ((x,(x,x)),(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 82 36 8.950000 0.917201 11 0.253521 0.342857 6 3 7 ((x,(x,x)),(x,((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 85 43 7.217857 0.911321 13 0.295775 0.409524 4 6 4 ((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 84 40 8.092857 0.912497 12 0.281690 0.380952 5 3 6 ((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 83 39 8.092857 0.914849 12 0.267606 0.371429 5 3 5 ((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 82 38 8.092857 0.919553 12 0.253521 0.361905 5 4 5 ((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 81 35 8.950000 0.921904 11 0.239437 0.333333 6 3 7 ((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 81 35 8.450000 0.921904 11 0.239437 0.333333 5 3 6 ((x,(x,x)),(x,((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 83 39 7.426190 0.914849 12 0.267606 0.371429 4 5 4 ((x,(x,x)),(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 82 36 8.283333 0.917201 11 0.253521 0.342857 5 4 6 ((x,(x,x)),(x,((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 81 35 8.283333 0.921904 11 0.239437 0.333333 5 4 5 ((x,(x,x)),(x,((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 82 36 8.092857 0.919553 12 0.253521 0.342857 5 5 6 ((x,(x,x)),(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.950000 0.921904 11 0.239437 0.314286 6 3 8 ((x,(x,x)),(x,((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 80 32 8.950000 0.926608 11 0.225352 0.304762 6 3 7 ((x,(x,x)),(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 90 50 6.162302 0.893095 14 0.366197 0.476190 3 8 3 ((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 7.051190 0.893683 13 0.352113 0.447619 4 4 5 ((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 88 46 7.051190 0.894859 13 0.338028 0.438095 4 4 4 ((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 87 45 7.051190 0.897210 13 0.323944 0.428571 4 4 4 ((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.898386 12 0.309859 0.400000 5 4 6 ((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 86 42 7.426190 0.898386 12 0.309859 0.400000 4 4 5 ((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 86 44 7.051190 0.901914 13 0.309859 0.419048 4 5 4 ((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 85 41 7.926190 0.903090 12 0.295775 0.390476 5 4 6 ((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 84 40 7.926190 0.905442 12 0.281690 0.380952 5 4 5 ((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 84 40 7.426190 0.905442 12 0.281690 0.380952 4 4 4 ((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 83 37 8.283333 0.907794 11 0.267606 0.352381 5 4 6 ((x,(x,x)),(x,((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 85 43 7.051190 0.911321 13 0.295775 0.409524 4 6 4 ((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 84 40 7.926190 0.912497 12 0.281690 0.380952 5 4 6 ((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 83 39 7.926190 0.914849 12 0.267606 0.371429 5 4 5 ((x,(x,x)),(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 82 38 7.926190 0.919553 12 0.253521 0.361905 5 4 5 ((x,(x,x)),(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 81 35 8.783333 0.921904 11 0.239437 0.333333 6 4 7 ((x,(x,x)),(x,((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x))))))) 16 7 81 35 8.283333 0.921904 11 0.239437 0.333333 5 4 6 ((x,(x,x)),(x,((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 82 38 7.426190 0.919553 12 0.253521 0.361905 4 5 4 ((x,(x,x)),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 81 35 8.283333 0.921904 11 0.239437 0.333333 5 4 6 ((x,(x,x)),(x,((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 80 34 8.283333 0.926608 11 0.225352 0.323810 5 4 5 ((x,(x,x)),(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 81 35 7.616667 0.921904 11 0.239437 0.333333 4 4 5 ((x,(x,x)),(x,((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 80 32 8.283333 0.926608 11 0.225352 0.304762 5 4 6 ((x,(x,x)),(x,((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 79 29 9.116667 0.931312 10 0.211268 0.276190 6 4 9 ((x,(x,x)),(x,((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x)))))) 16 10 89 47 6.828968 0.902502 14 0.352113 0.447619 4 8 5 ((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 88 44 7.717857 0.903090 13 0.338028 0.419048 5 3 7 ((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 87 43 7.717857 0.904266 13 0.323944 0.409524 5 3 6 ((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 86 42 7.717857 0.906618 13 0.309859 0.400000 5 4 6 ((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 85 39 8.592857 0.907794 12 0.295775 0.371429 6 3 8 ((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 85 39 8.092857 0.907794 12 0.295775 0.371429 5 3 7 ((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 85 41 7.717857 0.911321 13 0.295775 0.390476 5 5 6 ((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 84 38 8.592857 0.912497 12 0.281690 0.361905 6 3 8 ((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 83 37 8.592857 0.914849 12 0.267606 0.352381 6 3 7 ((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 83 37 8.092857 0.914849 12 0.267606 0.352381 5 4 6 ((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 82 34 8.950000 0.917201 11 0.253521 0.323810 6 3 8 ((x,(x,x)),(x,(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 84 40 7.717857 0.920728 13 0.281690 0.380952 5 6 6 ((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 83 37 8.592857 0.921904 12 0.267606 0.352381 6 3 8 ((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 82 36 8.592857 0.924256 12 0.253521 0.342857 6 3 7 ((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 81 35 8.592857 0.928960 12 0.239437 0.333333 6 4 7 ((x,(x,x)),(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 80 32 9.450000 0.931312 11 0.225352 0.304762 7 3 9 ((x,(x,x)),(x,(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x))))))) 16 7 80 32 8.950000 0.931312 11 0.225352 0.304762 6 3 8 ((x,(x,x)),(x,(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 81 35 8.092857 0.928960 12 0.239437 0.333333 5 5 6 ((x,(x,x)),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 80 32 8.950000 0.931312 11 0.225352 0.304762 6 3 8 ((x,(x,x)),(x,(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 79 31 8.950000 0.936015 11 0.211268 0.295238 6 3 7 ((x,(x,x)),(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 80 32 8.283333 0.931312 11 0.225352 0.304762 5 4 7 ((x,(x,x)),(x,(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 79 29 8.950000 0.936015 11 0.211268 0.276190 6 4 8 ((x,(x,x)),(x,(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 78 26 9.783333 0.940719 10 0.197183 0.247619 7 3 11 ((x,(x,x)),(x,(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 87 45 6.301190 0.897210 13 0.323944 0.428571 3 7 3 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.176190 0.898386 12 0.309859 0.400000 4 5 5 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.176190 0.900738 12 0.295775 0.390476 4 5 4 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.176190 0.905442 12 0.281690 0.380952 4 5 4 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.033333 0.907794 11 0.267606 0.352381 5 5 6 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x))))))) 16 7 83 37 7.533333 0.907794 11 0.267606 0.352381 4 5 5 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 83 39 7.176190 0.914849 12 0.267606 0.371429 4 5 4 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 82 36 8.033333 0.917201 11 0.253521 0.342857 5 5 6 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x))))))) 16 7 81 35 8.033333 0.921904 11 0.239437 0.333333 5 5 5 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x))))))) 16 7 81 35 7.533333 0.921904 11 0.239437 0.333333 4 5 4 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x))))))) 16 7 80 32 8.283333 0.926608 11 0.225352 0.304762 5 5 6 ((x,(x,x)),(x,((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x)))))) 16 9 86 42 7.051190 0.901914 13 0.309859 0.400000 4 7 5 ((x,(x,x)),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 7.926190 0.903090 12 0.295775 0.371429 5 3 7 ((x,(x,x)),(x,((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 84 38 7.926190 0.905442 12 0.281690 0.361905 5 3 6 ((x,(x,x)),(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 83 37 7.926190 0.910145 12 0.267606 0.352381 5 4 6 ((x,(x,x)),(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 82 34 8.783333 0.912497 11 0.253521 0.323810 6 3 8 ((x,(x,x)),(x,((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x))))))) 16 7 82 34 8.283333 0.912497 11 0.253521 0.323810 5 3 7 ((x,(x,x)),(x,((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 82 36 7.926190 0.919553 12 0.253521 0.342857 5 5 6 ((x,(x,x)),(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.783333 0.921904 11 0.239437 0.314286 6 3 8 ((x,(x,x)),(x,((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x))))))) 16 7 80 32 8.783333 0.926608 11 0.225352 0.304762 6 3 7 ((x,(x,x)),(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x))))))) 16 7 80 32 8.283333 0.926608 11 0.225352 0.304762 5 4 6 ((x,(x,x)),(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x))))))) 16 6 79 29 9.116667 0.931312 10 0.211268 0.276190 6 3 8 ((x,(x,x)),(x,((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x)))))) 16 9 85 41 7.051190 0.911321 13 0.295775 0.390476 4 7 4 ((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 84 38 7.926190 0.912497 12 0.281690 0.361905 5 3 6 ((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 83 37 7.926190 0.914849 12 0.267606 0.352381 5 3 5 ((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 82 36 7.926190 0.919553 12 0.253521 0.342857 5 4 5 ((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 81 33 8.783333 0.921904 11 0.239437 0.314286 6 3 7 ((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x))))))) 16 7 81 33 8.283333 0.921904 11 0.239437 0.314286 5 3 6 ((x,(x,x)),(x,(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 81 35 7.926190 0.928960 12 0.239437 0.333333 5 5 5 ((x,(x,x)),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 80 32 8.783333 0.931312 11 0.225352 0.304762 6 3 7 ((x,(x,x)),(x,(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,x))))))) 16 7 79 31 8.783333 0.936015 11 0.211268 0.295238 6 3 6 ((x,(x,x)),(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,x))))))) 16 7 79 31 8.283333 0.936015 11 0.211268 0.295238 5 4 5 ((x,(x,x)),(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))) 16 6 78 28 9.116667 0.940719 10 0.197183 0.266667 6 3 7 ((x,(x,x)),(x,(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))) 16 8 86 42 6.376190 0.898386 13 0.309859 0.400000 3 6 4 ((x,(x,x)),(x,((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,x)))))))) 16 8 85 39 7.176190 0.900738 12 0.295775 0.371429 4 6 5 ((x,(x,x)),(x,((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,x)))))))) 16 7 84 36 8.033333 0.903090 11 0.281690 0.342857 5 3 8 ((x,(x,x)),(x,((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,x))))))) 16 8 84 38 7.176190 0.905442 12 0.281690 0.361905 4 6 4 ((x,(x,x)),(x,((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))) 16 7 83 35 8.033333 0.907794 11 0.267606 0.333333 5 3 6 ((x,(x,x)),(x,((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,x))))))) 16 7 82 34 8.033333 0.912497 11 0.253521 0.323810 5 3 6 ((x,(x,x)),(x,((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,x))))))) 16 8 83 37 7.176190 0.914849 12 0.267606 0.352381 4 6 4 ((x,(x,x)),(x,(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))) 16 7 82 34 8.033333 0.917201 11 0.253521 0.323810 5 4 6 ((x,(x,x)),(x,(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))))) 16 7 81 33 8.033333 0.921904 11 0.239437 0.314286 5 4 5 ((x,(x,x)),(x,(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))) 16 7 80 32 8.033333 0.931312 11 0.225352 0.304762 5 4 6 ((x,(x,x)),(x,(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))))) 16 8 82 34 7.926190 0.919553 12 0.253521 0.323810 5 6 6 ((x,(x,x)),(x,(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 8.783333 0.921904 11 0.239437 0.295238 6 3 8 ((x,(x,x)),(x,(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 80 30 8.783333 0.926608 11 0.225352 0.285714 6 3 7 ((x,(x,x)),(x,(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 79 29 8.783333 0.936015 11 0.211268 0.276190 6 4 7 ((x,(x,x)),(x,(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 78 26 9.616667 0.940719 10 0.197183 0.247619 7 3 10 ((x,(x,x)),(x,(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x)))))) 16 8 82 34 7.426190 0.919553 12 0.253521 0.323810 4 6 5 ((x,(x,x)),(x,(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 8.283333 0.921904 11 0.239437 0.295238 5 3 7 ((x,(x,x)),(x,(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 80 30 8.283333 0.926608 11 0.225352 0.285714 5 3 6 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((x,(x,x)),((x,x),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 91 47 7.717857 0.911321 13 0.380282 0.447619 5 4 6 ((x,(x,x)),((x,x),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 90 44 8.592857 0.912497 12 0.366197 0.419048 6 3 9 ((x,(x,x)),((x,x),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 95 57 6.428968 0.912203 15 0.436620 0.542857 4 7 4 ((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 94 54 7.328968 0.912497 14 0.422535 0.514286 5 3 6 ((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 93 53 7.328968 0.913085 14 0.408451 0.504762 5 3 5 ((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 92 52 7.328968 0.914261 14 0.394366 0.495238 5 4 5 ((x,(x,x)),((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 91 49 8.217857 0.914849 13 0.380282 0.466667 6 3 7 ((x,(x,x)),((x,x),(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 91 49 7.717857 0.914849 13 0.380282 0.466667 5 3 6 ((x,(x,x)),((x,x),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 91 51 7.328968 0.916613 14 0.380282 0.485714 5 5 5 ((x,(x,x)),((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 90 48 8.217857 0.917201 13 0.366197 0.457143 6 3 7 ((x,(x,x)),((x,x),(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 89 47 8.217857 0.918377 13 0.352113 0.447619 6 3 6 ((x,(x,x)),((x,x),(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 89 47 7.717857 0.918377 13 0.352113 0.447619 5 4 5 ((x,(x,x)),((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 88 44 8.592857 0.919553 12 0.338028 0.419048 6 3 7 ((x,(x,x)),((x,x),(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 91 51 6.828968 0.916613 14 0.380282 0.485714 4 6 4 ((x,(x,x)),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 90 48 7.717857 0.917201 13 0.366197 0.457143 5 3 6 ((x,(x,x)),((x,x),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 89 47 7.717857 0.918377 13 0.352113 0.447619 5 3 5 ((x,(x,x)),((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 88 46 7.717857 0.920728 13 0.338028 0.438095 5 4 5 ((x,(x,x)),((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 87 43 8.592857 0.921904 12 0.323944 0.409524 6 3 7 ((x,(x,x)),((x,x),(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 87 43 8.092857 0.921904 12 0.323944 0.409524 5 3 6 ((x,(x,x)),((x,x),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 89 47 7.051190 0.918377 13 0.352113 0.447619 4 5 4 ((x,(x,x)),((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.919553 12 0.338028 0.419048 5 4 6 ((x,(x,x)),((x,x),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 87 43 7.926190 0.921904 12 0.323944 0.409524 5 4 5 ((x,(x,x)),((x,x),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 88 44 7.717857 0.920728 13 0.338028 0.419048 5 5 6 ((x,(x,x)),((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 87 41 8.592857 0.921904 12 0.323944 0.390476 6 3 8 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((x,(x,x)),((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 75 25 9.116667 1.015976 10 0.154930 0.238095 6 3 9 ((x,(x,x)),((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 75 27 8.283333 1.020680 11 0.154930 0.257143 5 5 5 ((x,(x,x)),((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 74 24 9.116667 1.025383 10 0.140845 0.228571 6 3 7 ((x,(x,x)),((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 73 23 9.116667 1.034791 10 0.126761 0.219048 6 3 7 ((x,(x,x)),((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 10 87 47 6.162302 0.958945 14 0.323944 0.447619 3 9 3 ((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 86 44 7.051190 0.959533 13 0.309859 0.419048 4 4 5 ((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 85 43 7.051190 0.960709 13 0.295775 0.409524 4 4 4 ((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 84 42 7.051190 0.963061 13 0.281690 0.400000 4 4 4 ((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 83 39 7.926190 0.964237 12 0.267606 0.371429 5 4 6 ((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 83 39 7.426190 0.964237 12 0.267606 0.371429 4 4 5 ((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 83 41 7.051190 0.967764 13 0.267606 0.390476 4 5 4 ((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 82 38 7.926190 0.968940 12 0.253521 0.361905 5 4 6 ((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 81 37 7.926190 0.971292 12 0.239437 0.352381 5 4 5 ((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 81 37 7.426190 0.971292 12 0.239437 0.352381 4 4 4 ((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 80 34 8.283333 0.973644 11 0.225352 0.323810 5 4 6 ((x,(x,x)),((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 82 40 7.051190 0.977172 13 0.253521 0.380952 4 6 4 ((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 81 37 7.926190 0.978347 12 0.239437 0.352381 5 4 6 ((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 80 36 7.926190 0.980699 12 0.225352 0.342857 5 4 5 ((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 79 35 7.926190 0.985403 12 0.211268 0.333333 5 4 5 ((x,(x,x)),((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 78 32 8.783333 0.987755 11 0.197183 0.304762 6 4 7 ((x,(x,x)),((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 78 32 8.283333 0.987755 11 0.197183 0.304762 5 4 6 ((x,(x,x)),((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 79 35 7.426190 0.985403 12 0.211268 0.333333 4 5 4 ((x,(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 78 32 8.283333 0.987755 11 0.197183 0.304762 5 4 6 ((x,(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 77 31 8.283333 0.992458 11 0.183099 0.295238 5 4 5 ((x,(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 78 32 7.616667 0.987755 11 0.197183 0.304762 4 4 5 ((x,(x,x)),((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 77 29 8.283333 0.992458 11 0.183099 0.276190 5 4 6 ((x,(x,x)),((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 76 26 9.116667 0.997162 10 0.169014 0.247619 6 4 9 ((x,(x,x)),((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 81 39 7.051190 0.995986 13 0.239437 0.371429 4 7 4 ((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 36 7.926190 0.997162 12 0.225352 0.342857 5 4 6 ((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 35 7.926190 0.999514 12 0.211268 0.333333 5 4 5 ((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 34 7.926190 1.004217 12 0.197183 0.323810 5 4 5 ((x,(x,x)),((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 31 8.783333 1.006569 11 0.183099 0.295238 6 4 7 ((x,(x,x)),((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 77 31 8.283333 1.006569 11 0.183099 0.295238 5 4 6 ((x,(x,x)),((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 33 7.926190 1.013624 12 0.183099 0.314286 5 5 5 ((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 30 8.783333 1.015976 11 0.169014 0.285714 6 4 7 ((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 75 29 8.783333 1.020680 11 0.154930 0.276190 6 4 6 ((x,(x,x)),((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 75 29 8.283333 1.020680 11 0.154930 0.276190 5 4 5 ((x,(x,x)),((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 26 9.116667 1.025383 10 0.140845 0.247619 6 4 7 ((x,(x,x)),((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 77 33 7.426190 1.013624 12 0.183099 0.314286 4 6 4 ((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 76 30 8.283333 1.015976 11 0.169014 0.285714 5 4 6 ((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 75 29 8.283333 1.020680 11 0.154930 0.276190 5 4 5 ((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 74 28 8.283333 1.030087 11 0.140845 0.266667 5 4 5 ((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 73 25 9.116667 1.034791 10 0.126761 0.238095 6 4 7 ((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 73 25 8.616667 1.034791 10 0.126761 0.238095 5 4 6 ((x,(x,x)),((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 75 29 7.616667 1.020680 11 0.154930 0.276190 4 5 4 ((x,(x,x)),((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 74 26 8.450000 1.025383 10 0.140845 0.247619 5 4 6 ((x,(x,x)),((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 73 25 8.450000 1.034791 10 0.126761 0.238095 5 4 5 ((x,(x,x)),((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 74 26 8.283333 1.030087 11 0.140845 0.247619 5 5 6 ((x,(x,x)),((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 73 23 9.116667 1.034791 10 0.126761 0.219048 6 4 8 ((x,(x,x)),((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 72 22 9.116667 1.044198 10 0.112676 0.209524 6 4 7 ((x,(x,x)),((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 10 86 44 6.828968 0.977760 14 0.309859 0.419048 4 9 5 ((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 85 41 7.717857 0.978347 13 0.295775 0.390476 5 3 7 ((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 84 40 7.717857 0.979523 13 0.281690 0.380952 5 3 6 ((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 83 39 7.717857 0.981875 13 0.267606 0.371429 5 4 6 ((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 82 36 8.592857 0.983051 12 0.253521 0.342857 6 3 8 ((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 82 36 8.092857 0.983051 12 0.253521 0.342857 5 3 7 ((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 82 38 7.717857 0.986579 13 0.253521 0.361905 5 5 6 ((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 81 35 8.592857 0.987755 12 0.239437 0.333333 6 3 8 ((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 80 34 8.592857 0.990106 12 0.225352 0.323810 6 3 7 ((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 80 34 8.092857 0.990106 12 0.225352 0.323810 5 4 6 ((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 79 31 8.950000 0.992458 11 0.211268 0.295238 6 3 8 ((x,(x,x)),(((x,x),(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 81 37 7.717857 0.995986 13 0.239437 0.352381 5 6 6 ((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 80 34 8.592857 0.997162 12 0.225352 0.323810 6 3 8 ((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 79 33 8.592857 0.999514 12 0.211268 0.314286 6 3 7 ((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 78 32 8.592857 1.004217 12 0.197183 0.304762 6 4 7 ((x,(x,x)),(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 77 29 9.450000 1.006569 11 0.183099 0.276190 7 3 9 ((x,(x,x)),(((x,x),(x,x)),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 77 29 8.950000 1.006569 11 0.183099 0.276190 6 3 8 ((x,(x,x)),(((x,x),(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 78 32 8.092857 1.004217 12 0.197183 0.304762 5 5 6 ((x,(x,x)),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 77 29 8.950000 1.006569 11 0.183099 0.276190 6 3 8 ((x,(x,x)),(((x,x),(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 76 28 8.950000 1.011273 11 0.169014 0.266667 6 3 7 ((x,(x,x)),(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 77 29 8.283333 1.006569 11 0.183099 0.276190 5 4 7 ((x,(x,x)),(((x,x),(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 76 26 8.950000 1.011273 11 0.169014 0.247619 6 4 8 ((x,(x,x)),(((x,x),(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 75 23 9.783333 1.015976 10 0.154930 0.219048 7 3 11 ((x,(x,x)),(((x,x),(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 80 36 7.717857 1.014800 13 0.225352 0.342857 5 7 6 ((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 8.592857 1.015976 12 0.211268 0.314286 6 3 8 ((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 32 8.592857 1.018328 12 0.197183 0.304762 6 3 7 ((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 31 8.592857 1.023032 12 0.183099 0.295238 6 4 7 ((x,(x,x)),(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 28 9.450000 1.025383 11 0.169014 0.266667 7 3 9 ((x,(x,x)),(((x,x),(x,x)),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 76 28 8.950000 1.025383 11 0.169014 0.266667 6 3 8 ((x,(x,x)),(((x,x),(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 30 8.592857 1.032439 12 0.169014 0.285714 6 5 7 ((x,(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 27 9.450000 1.034791 11 0.154930 0.257143 7 3 9 ((x,(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 74 26 9.450000 1.039494 11 0.140845 0.247619 7 3 8 ((x,(x,x)),(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 74 26 8.950000 1.039494 11 0.140845 0.247619 6 4 7 ((x,(x,x)),(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 23 9.783333 1.044198 10 0.126761 0.219048 7 3 9 ((x,(x,x)),(((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 76 30 8.092857 1.032439 12 0.169014 0.285714 5 6 6 ((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.950000 1.034791 11 0.154930 0.257143 6 3 8 ((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.950000 1.039494 11 0.140845 0.247619 6 3 7 ((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.950000 1.048901 11 0.126761 0.238095 6 4 7 ((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 72 22 9.783333 1.053605 10 0.112676 0.209524 7 3 9 ((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 72 22 9.283333 1.053605 10 0.112676 0.209524 6 3 8 ((x,(x,x)),(((x,x),(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 74 26 8.283333 1.039494 11 0.140845 0.247619 5 5 6 ((x,(x,x)),(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 73 23 9.116667 1.044198 10 0.126761 0.219048 6 4 8 ((x,(x,x)),(((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 72 22 9.116667 1.053605 10 0.112676 0.209524 6 4 7 ((x,(x,x)),(((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 73 23 8.950000 1.048901 11 0.126761 0.219048 6 5 8 ((x,(x,x)),(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 20 9.783333 1.053605 10 0.112676 0.190476 7 3 10 ((x,(x,x)),(((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 71 19 9.783333 1.063012 10 0.098592 0.180952 7 3 9 ((x,(x,x)),(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 83 41 6.301190 0.967764 14 0.267606 0.390476 3 8 3 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 7.176190 0.968940 13 0.253521 0.361905 4 5 5 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 37 7.176190 0.971292 13 0.239437 0.352381 4 5 4 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 36 7.176190 0.975996 13 0.225352 0.342857 4 5 4 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 33 8.033333 0.978347 12 0.211268 0.314286 5 5 6 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 79 33 7.533333 0.978347 12 0.211268 0.314286 4 5 5 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 35 7.176190 0.985403 13 0.211268 0.333333 4 5 4 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 32 8.033333 0.987755 12 0.197183 0.304762 5 5 6 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 77 31 8.033333 0.992458 12 0.183099 0.295238 5 5 5 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 77 31 7.533333 0.992458 12 0.183099 0.295238 4 5 4 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 28 8.366667 0.997162 11 0.169014 0.266667 5 5 6 ((x,(x,x)),((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 78 34 7.176190 1.004217 13 0.197183 0.323810 4 6 4 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 77 31 8.033333 1.006569 12 0.183099 0.295238 5 5 6 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 76 30 8.033333 1.011273 12 0.169014 0.285714 5 5 5 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 75 29 8.033333 1.020680 12 0.154930 0.276190 5 5 5 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 74 26 8.866667 1.025383 11 0.140845 0.247619 6 5 7 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 74 26 8.366667 1.025383 11 0.140845 0.247619 5 5 6 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 75 29 7.533333 1.020680 12 0.154930 0.276190 4 5 4 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 26 8.366667 1.025383 11 0.140845 0.247619 5 5 6 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 73 25 8.366667 1.034791 11 0.126761 0.238095 5 5 5 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 74 26 7.700000 1.025383 11 0.140845 0.247619 4 5 5 ((x,(x,x)),((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 73 23 8.366667 1.034791 11 0.126761 0.219048 5 5 6 ((x,(x,x)),((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 72 20 9.116667 1.044198 10 0.112676 0.190476 6 5 9 ((x,(x,x)),((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 82 38 7.051190 0.977172 13 0.253521 0.361905 4 8 5 ((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 81 35 7.926190 0.978347 12 0.239437 0.333333 5 3 7 ((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 80 34 7.926190 0.980699 12 0.225352 0.323810 5 3 6 ((x,(x,x)),((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 79 33 7.926190 0.985403 12 0.211268 0.314286 5 4 6 ((x,(x,x)),((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 78 30 8.783333 0.987755 11 0.197183 0.285714 6 3 8 ((x,(x,x)),((x,((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 78 30 8.283333 0.987755 11 0.197183 0.285714 5 3 7 ((x,(x,x)),((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 78 32 7.926190 0.994810 12 0.197183 0.304762 5 5 6 ((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 77 29 8.783333 0.997162 11 0.183099 0.276190 6 3 8 ((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 76 28 8.783333 1.001865 11 0.169014 0.266667 6 3 7 ((x,(x,x)),((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 76 28 8.283333 1.001865 11 0.169014 0.266667 5 4 6 ((x,(x,x)),((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 75 25 9.116667 1.006569 10 0.154930 0.238095 6 3 8 ((x,(x,x)),((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 77 31 7.926190 1.013624 12 0.183099 0.295238 5 6 6 ((x,(x,x)),((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.015976 11 0.169014 0.266667 6 3 8 ((x,(x,x)),((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 75 27 8.783333 1.020680 11 0.154930 0.257143 6 3 7 ((x,(x,x)),((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 74 26 8.783333 1.030087 11 0.140845 0.247619 6 4 7 ((x,(x,x)),((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 73 23 9.616667 1.034791 10 0.126761 0.219048 7 3 9 ((x,(x,x)),((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 73 23 9.116667 1.034791 10 0.126761 0.219048 6 3 8 ((x,(x,x)),((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 74 26 8.283333 1.030087 11 0.140845 0.247619 5 5 6 ((x,(x,x)),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 73 23 9.116667 1.034791 10 0.126761 0.219048 6 3 8 ((x,(x,x)),((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 72 22 9.116667 1.044198 10 0.112676 0.209524 6 3 7 ((x,(x,x)),((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 73 23 8.450000 1.034791 10 0.126761 0.219048 5 4 7 ((x,(x,x)),((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 72 20 9.116667 1.044198 10 0.112676 0.190476 6 4 8 ((x,(x,x)),((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 71 17 9.916667 1.053605 9 0.098592 0.161905 7 3 11 ((x,(x,x)),((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 81 37 7.051190 0.995986 13 0.239437 0.352381 4 8 4 ((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 34 7.926190 0.997162 12 0.225352 0.323810 5 3 6 ((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 33 7.926190 0.999514 12 0.211268 0.314286 5 3 5 ((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 32 7.926190 1.004217 12 0.197183 0.304762 5 4 5 ((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 29 8.783333 1.006569 11 0.183099 0.276190 6 3 7 ((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 77 29 8.283333 1.006569 11 0.183099 0.276190 5 3 6 ((x,(x,x)),(((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 31 7.926190 1.013624 12 0.183099 0.295238 5 5 5 ((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.015976 11 0.169014 0.266667 6 3 7 ((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 75 27 8.783333 1.020680 11 0.154930 0.257143 6 3 6 ((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 75 27 8.283333 1.020680 11 0.154930 0.257143 5 4 5 ((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 24 9.116667 1.025383 10 0.140845 0.228571 6 3 7 ((x,(x,x)),(((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 76 30 7.926190 1.032439 12 0.169014 0.285714 5 6 5 ((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.783333 1.034791 11 0.154930 0.257143 6 3 7 ((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.783333 1.039494 11 0.140845 0.247619 6 3 6 ((x,(x,x)),(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.783333 1.048901 11 0.126761 0.238095 6 4 6 ((x,(x,x)),(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 72 22 9.616667 1.053605 10 0.112676 0.209524 7 3 8 ((x,(x,x)),(((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 72 22 9.116667 1.053605 10 0.112676 0.209524 6 3 7 ((x,(x,x)),(((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 73 25 8.283333 1.048901 11 0.126761 0.238095 5 5 5 ((x,(x,x)),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 22 9.116667 1.053605 10 0.112676 0.209524 6 3 7 ((x,(x,x)),(((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 71 21 9.116667 1.063012 10 0.098592 0.200000 6 3 6 ((x,(x,x)),(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 72 22 8.450000 1.053605 10 0.112676 0.209524 5 4 6 ((x,(x,x)),(((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 71 19 9.116667 1.063012 10 0.098592 0.180952 6 4 7 ((x,(x,x)),(((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 70 16 9.916667 1.072419 9 0.084507 0.152381 7 3 10 ((x,(x,x)),(((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 81 37 6.376190 0.971292 14 0.239437 0.352381 3 7 3 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 80 34 7.233333 0.973644 13 0.225352 0.323810 4 6 5 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,x))))))) 16 7 79 33 7.233333 0.978347 13 0.211268 0.314286 4 6 4 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,x))))))) 16 7 78 32 7.233333 0.987755 13 0.197183 0.304762 4 6 4 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,x))))))) 16 7 77 29 8.033333 0.992458 12 0.183099 0.276190 5 6 6 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,x)))))) 16 7 77 29 7.533333 0.992458 12 0.183099 0.276190 4 6 5 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 77 31 7.233333 1.006569 13 0.183099 0.295238 4 6 4 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,x))))))) 16 7 76 28 8.033333 1.011273 12 0.169014 0.266667 5 6 6 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,x)))))) 16 7 75 27 8.033333 1.020680 12 0.154930 0.257143 5 6 5 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,x)))))) 16 7 75 27 7.533333 1.020680 12 0.154930 0.257143 4 6 4 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,x)))))) 16 7 74 24 8.283333 1.030087 11 0.140845 0.228571 5 6 6 ((x,(x,x)),((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,x))))) 16 8 80 34 7.176190 0.975996 13 0.225352 0.323810 4 7 5 ((x,(x,x)),((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 79 31 8.033333 0.978347 12 0.211268 0.295238 5 3 7 ((x,(x,x)),((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 78 30 8.033333 0.983051 12 0.197183 0.285714 5 3 6 ((x,(x,x)),((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 77 29 8.033333 0.992458 12 0.183099 0.276190 5 4 6 ((x,(x,x)),((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 76 26 8.866667 0.997162 11 0.169014 0.247619 6 3 8 ((x,(x,x)),((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 76 26 8.366667 0.997162 11 0.169014 0.247619 5 3 7 ((x,(x,x)),((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 76 28 8.033333 1.011273 12 0.169014 0.266667 5 5 6 ((x,(x,x)),((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 75 25 8.866667 1.015976 11 0.154930 0.238095 6 3 8 ((x,(x,x)),((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 6 74 24 8.866667 1.025383 11 0.140845 0.228571 6 3 7 ((x,(x,x)),((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,x)))))) 16 6 74 24 8.366667 1.025383 11 0.140845 0.228571 5 4 6 ((x,(x,x)),((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,x)))))) 16 6 73 21 9.116667 1.034791 10 0.126761 0.200000 6 3 8 ((x,(x,x)),((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,x))))) 16 8 79 33 7.176190 0.985403 13 0.211268 0.314286 4 7 4 ((x,(x,x)),((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 8.033333 0.987755 12 0.197183 0.285714 5 3 6 ((x,(x,x)),((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 77 29 8.033333 0.992458 12 0.183099 0.276190 5 3 5 ((x,(x,x)),((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 76 28 8.033333 1.001865 12 0.169014 0.266667 5 4 5 ((x,(x,x)),((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 75 25 8.866667 1.006569 11 0.154930 0.238095 6 3 7 ((x,(x,x)),((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 75 25 8.366667 1.006569 11 0.154930 0.238095 5 3 6 ((x,(x,x)),((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 75 27 8.033333 1.020680 12 0.154930 0.257143 5 5 5 ((x,(x,x)),((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 74 24 8.866667 1.025383 11 0.140845 0.228571 6 3 7 ((x,(x,x)),((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 6 73 23 8.866667 1.034791 11 0.126761 0.219048 6 3 6 ((x,(x,x)),((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))) 16 6 73 23 8.366667 1.034791 11 0.126761 0.219048 5 4 5 ((x,(x,x)),((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))) 16 6 72 20 9.116667 1.044198 10 0.112676 0.190476 6 3 7 ((x,(x,x)),((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))) 16 8 78 32 7.176190 1.004217 13 0.197183 0.304762 4 7 4 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 77 29 8.033333 1.006569 12 0.183099 0.276190 5 4 6 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 76 28 8.033333 1.011273 12 0.169014 0.266667 5 4 5 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 75 27 8.033333 1.020680 12 0.154930 0.257143 5 4 5 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 74 24 8.866667 1.025383 11 0.140845 0.228571 6 4 7 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 74 24 8.366667 1.025383 11 0.140845 0.228571 5 4 6 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 74 26 8.033333 1.039494 12 0.140845 0.247619 5 5 5 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 73 23 8.866667 1.044198 11 0.126761 0.219048 6 4 7 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 6 72 22 8.866667 1.053605 11 0.112676 0.209524 6 4 6 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))) 16 6 72 22 8.366667 1.053605 11 0.112676 0.209524 5 4 5 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))) 16 6 71 19 9.116667 1.063012 10 0.098592 0.180952 6 4 7 ((x,(x,x)),(((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))) 16 8 77 29 7.926190 1.013624 12 0.183099 0.276190 5 7 6 ((x,(x,x)),(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 26 8.783333 1.015976 11 0.169014 0.247619 6 3 8 ((x,(x,x)),(((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 25 8.783333 1.020680 11 0.154930 0.238095 6 3 7 ((x,(x,x)),(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 24 8.783333 1.030087 11 0.140845 0.228571 6 4 7 ((x,(x,x)),(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 21 9.616667 1.034791 10 0.126761 0.200000 7 3 9 ((x,(x,x)),(((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 73 21 9.116667 1.034791 10 0.126761 0.200000 6 3 8 ((x,(x,x)),(((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 23 8.783333 1.048901 11 0.126761 0.219048 6 5 7 ((x,(x,x)),(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 20 9.616667 1.053605 10 0.112676 0.190476 7 3 9 ((x,(x,x)),(((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 71 19 9.616667 1.063012 10 0.098592 0.180952 7 3 8 ((x,(x,x)),(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 71 19 9.116667 1.063012 10 0.098592 0.180952 6 4 7 ((x,(x,x)),(((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 16 9.916667 1.072419 9 0.084507 0.152381 7 3 9 ((x,(x,x)),(((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 8 77 29 7.426190 1.013624 12 0.183099 0.276190 4 7 5 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 26 8.283333 1.015976 11 0.169014 0.247619 5 3 7 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 25 8.283333 1.020680 11 0.154930 0.238095 5 3 6 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 24 8.283333 1.030087 11 0.140845 0.228571 5 4 6 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 21 9.116667 1.034791 10 0.126761 0.200000 6 3 8 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 73 21 8.616667 1.034791 10 0.126761 0.200000 5 3 7 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 23 8.283333 1.048901 11 0.126761 0.219048 5 5 6 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 20 9.116667 1.053605 10 0.112676 0.190476 6 3 8 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 71 19 9.116667 1.063012 10 0.098592 0.180952 6 3 7 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 71 19 8.616667 1.063012 10 0.098592 0.180952 5 4 6 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 16 9.416667 1.072419 9 0.084507 0.152381 6 3 8 ((x,(x,x)),(((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 12 102 66 4.853211 0.865314 17 0.535211 0.628571 2 12 2 ((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 101 63 5.762302 0.865461 16 0.521127 0.600000 3 4 4 ((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 100 62 5.762302 0.865755 16 0.507042 0.590476 3 4 3 ((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 99 61 5.762302 0.866343 16 0.492958 0.580952 3 4 3 ((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 98 58 6.662302 0.866637 15 0.478873 0.552381 4 4 5 ((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 98 58 6.162302 0.866637 15 0.478873 0.552381 3 4 4 ((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 98 60 5.762302 0.867519 16 0.478873 0.571429 3 5 3 ((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 97 57 6.662302 0.867813 15 0.464789 0.542857 4 4 5 ((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 96 56 6.662302 0.868401 15 0.450704 0.533333 4 4 4 ((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 96 56 6.162302 0.868401 15 0.450704 0.533333 3 4 3 ((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 95 53 7.051190 0.868989 14 0.436620 0.504762 4 4 5 ((x,(x,(x,x))),(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 97 59 5.762302 0.869871 16 0.464789 0.561905 3 6 3 ((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 96 56 6.662302 0.870165 15 0.450704 0.533333 4 4 5 ((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 95 55 6.662302 0.870753 15 0.436620 0.523810 4 4 4 ((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 94 54 6.662302 0.871929 15 0.422535 0.514286 4 4 4 ((x,(x,(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 93 51 7.551190 0.872517 14 0.408451 0.485714 5 4 6 ((x,(x,(x,x))),(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 93 51 7.051190 0.872517 14 0.408451 0.485714 4 4 5 ((x,(x,(x,x))),(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 94 54 6.162302 0.871929 15 0.422535 0.514286 3 5 3 ((x,(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 93 51 7.051190 0.872517 14 0.408451 0.485714 4 4 5 ((x,(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 92 50 7.051190 0.873693 14 0.394366 0.476190 4 4 4 ((x,(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 93 51 6.384524 0.872517 14 0.408451 0.485714 3 4 4 ((x,(x,(x,x))),(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 92 48 7.051190 0.873693 14 0.394366 0.457143 4 4 5 ((x,(x,(x,x))),(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 91 45 7.926190 0.874868 13 0.380282 0.428571 5 4 8 ((x,(x,(x,x))),(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 96 58 5.762302 0.874574 16 0.450704 0.552381 3 7 3 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 95 55 6.662302 0.874868 15 0.436620 0.523810 4 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 94 54 6.662302 0.875456 15 0.422535 0.514286 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 93 53 6.662302 0.876632 15 0.408451 0.504762 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 92 50 7.551190 0.877220 14 0.394366 0.476190 5 4 6 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 92 50 7.051190 0.877220 14 0.394366 0.476190 4 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 92 52 6.662302 0.878984 15 0.394366 0.495238 4 5 4 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))))) 16 9 91 49 7.551190 0.879572 14 0.380282 0.466667 5 4 6 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,((x,x),(x,x))))))))) 16 9 90 48 7.551190 0.880748 14 0.366197 0.457143 5 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,x),((x,x),(x,(x,x))))))))) 16 9 90 48 7.051190 0.880748 14 0.366197 0.457143 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))))) 16 8 89 45 7.926190 0.881924 13 0.352113 0.428571 5 4 6 ((x,(x,(x,x))),(x,(x,(x,((x,x),((x,(x,x)),((x,x),(x,x)))))))) 16 10 92 52 6.162302 0.878984 15 0.394366 0.495238 3 6 3 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))))) 16 9 91 49 7.051190 0.879572 14 0.380282 0.466667 4 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))))) 16 9 90 48 7.051190 0.880748 14 0.366197 0.457143 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))))) 16 9 89 47 7.051190 0.883100 14 0.352113 0.447619 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.884276 13 0.338028 0.419048 5 4 6 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),((x,x),(x,x)))))))) 16 8 88 44 7.426190 0.884276 13 0.338028 0.419048 4 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))))) 16 9 90 48 6.384524 0.880748 14 0.366197 0.457143 3 5 3 ((x,(x,(x,x))),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))))) 16 8 89 45 7.259524 0.881924 13 0.352113 0.428571 4 4 5 ((x,(x,(x,x))),(x,(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))))) 16 8 88 44 7.259524 0.884276 13 0.338028 0.419048 4 4 4 ((x,(x,(x,x))),(x,(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))))) 16 9 89 45 7.051190 0.883100 14 0.352113 0.428571 4 5 5 ((x,(x,(x,x))),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))))) 16 8 88 42 7.926190 0.884276 13 0.338028 0.400000 5 4 7 ((x,(x,(x,x))),(x,(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))))) 16 8 87 41 7.926190 0.886627 13 0.323944 0.390476 5 4 6 ((x,(x,(x,x))),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))))) 16 11 95 57 5.762302 0.883982 16 0.436620 0.542857 3 8 3 ((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 94 54 6.662302 0.884276 15 0.422535 0.514286 4 4 5 ((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 93 53 6.662302 0.884864 15 0.408451 0.504762 4 4 4 ((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 92 52 6.662302 0.886039 15 0.394366 0.495238 4 4 4 ((x,(x,(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 91 49 7.551190 0.886627 14 0.380282 0.466667 5 4 6 ((x,(x,(x,x))),(x,(x,((x,x),(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 91 49 7.051190 0.886627 14 0.380282 0.466667 4 4 5 ((x,(x,(x,x))),(x,(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 91 51 6.662302 0.888391 15 0.380282 0.485714 4 5 4 ((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 90 48 7.551190 0.888979 14 0.366197 0.457143 5 4 6 ((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 89 47 7.551190 0.890155 14 0.352113 0.447619 5 4 5 ((x,(x,(x,x))),(x,(x,((x,x),(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 89 47 7.051190 0.890155 14 0.352113 0.447619 4 4 4 ((x,(x,(x,x))),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 88 44 7.926190 0.891331 13 0.338028 0.419048 5 4 6 ((x,(x,(x,x))),(x,(x,((x,x),(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 90 50 6.662302 0.893095 15 0.366197 0.476190 4 6 4 ((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 7.551190 0.893683 14 0.352113 0.447619 5 4 6 ((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 88 46 7.551190 0.894859 14 0.338028 0.438095 5 4 5 ((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 87 45 7.551190 0.897210 14 0.323944 0.428571 5 4 5 ((x,(x,(x,x))),(x,(x,((x,x),((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 86 42 8.426190 0.898386 13 0.309859 0.400000 6 4 7 ((x,(x,(x,x))),(x,(x,((x,x),((x,x),((x,x),((x,x),(x,x)))))))) 16 8 86 42 7.926190 0.898386 13 0.309859 0.400000 5 4 6 ((x,(x,(x,x))),(x,(x,((x,x),((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 87 45 7.051190 0.897210 14 0.323944 0.428571 4 5 4 ((x,(x,(x,x))),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.898386 13 0.309859 0.400000 5 4 6 ((x,(x,(x,x))),(x,(x,((x,x),((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 85 41 7.926190 0.900738 13 0.295775 0.390476 5 4 5 ((x,(x,(x,x))),(x,(x,((x,x),((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 86 42 7.259524 0.898386 13 0.309859 0.400000 4 4 5 ((x,(x,(x,x))),(x,(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 85 39 7.926190 0.900738 13 0.295775 0.371429 5 4 6 ((x,(x,(x,x))),(x,(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 8.783333 0.903090 12 0.281690 0.342857 6 4 9 ((x,(x,(x,x))),(x,(x,((x,x),(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 90 50 6.162302 0.893095 15 0.366197 0.476190 3 7 3 ((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 7.051190 0.893683 14 0.352113 0.447619 4 4 5 ((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))))) 16 9 88 46 7.051190 0.894859 14 0.338028 0.438095 4 4 4 ((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))))) 16 9 87 45 7.051190 0.897210 14 0.323944 0.428571 4 4 4 ((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.898386 13 0.309859 0.400000 5 4 6 ((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,x),((x,x),(x,x)))))))) 16 8 86 42 7.426190 0.898386 13 0.309859 0.400000 4 4 5 ((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 86 44 7.051190 0.901914 14 0.309859 0.419048 4 5 4 ((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))))) 16 8 85 41 7.926190 0.903090 13 0.295775 0.390476 5 4 6 ((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,((x,x),(x,x)))))))) 16 8 84 40 7.926190 0.905442 13 0.281690 0.380952 5 4 5 ((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,x),((x,x),(x,(x,x)))))))) 16 8 84 40 7.426190 0.905442 13 0.281690 0.380952 4 4 4 ((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 83 37 8.283333 0.907794 12 0.267606 0.352381 5 4 6 ((x,(x,(x,x))),(x,(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x))))))) 16 9 87 45 6.384524 0.897210 14 0.323944 0.428571 3 6 3 ((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 7.259524 0.898386 13 0.309859 0.400000 4 4 5 ((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))))) 16 8 85 41 7.259524 0.900738 13 0.295775 0.390476 4 4 4 ((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))))) 16 8 84 40 7.259524 0.905442 13 0.281690 0.380952 4 4 4 ((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))))) 16 7 83 37 8.116667 0.907794 12 0.267606 0.352381 5 4 6 ((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),((x,x),((x,x),(x,x))))))) 16 7 83 37 7.616667 0.907794 12 0.267606 0.352381 4 4 5 ((x,(x,(x,x))),(x,(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))))) 16 9 86 42 7.051190 0.901914 14 0.309859 0.400000 4 6 5 ((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 7.926190 0.903090 13 0.295775 0.371429 5 4 7 ((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 84 38 7.926190 0.905442 13 0.281690 0.361905 5 4 6 ((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 83 37 7.926190 0.910145 13 0.267606 0.352381 5 4 6 ((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 82 34 8.783333 0.912497 12 0.253521 0.323810 6 4 8 ((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,x),((x,x),(x,x))))))) 16 7 82 34 8.283333 0.912497 12 0.253521 0.323810 5 4 7 ((x,(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 86 42 6.509524 0.898386 13 0.309859 0.400000 3 5 4 ((x,(x,(x,x))),(x,(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))))) 16 8 85 39 7.259524 0.900738 13 0.295775 0.371429 4 5 5 ((x,(x,(x,x))),(x,(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))))) 16 7 84 36 8.116667 0.903090 12 0.281690 0.342857 5 4 8 ((x,(x,(x,x))),(x,(x,((x,((x,x),(x,x))),(x,((x,x),(x,x))))))) 16 8 84 38 7.259524 0.905442 13 0.281690 0.361905 4 5 4 ((x,(x,(x,x))),(x,(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 83 35 8.116667 0.907794 12 0.267606 0.333333 5 4 6 ((x,(x,(x,x))),(x,(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 82 34 8.116667 0.912497 12 0.253521 0.323810 5 4 6 ((x,(x,(x,x))),(x,(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x))))))) 16 11 94 56 5.762302 0.902796 16 0.422535 0.533333 3 9 3 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 93 53 6.662302 0.903090 15 0.408451 0.504762 4 4 5 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 92 52 6.662302 0.903678 15 0.394366 0.495238 4 4 4 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 91 51 6.662302 0.904854 15 0.380282 0.485714 4 4 4 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 90 48 7.551190 0.905442 14 0.366197 0.457143 5 4 6 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 90 48 7.051190 0.905442 14 0.366197 0.457143 4 4 5 ((x,(x,(x,x))),(x,((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 90 50 6.662302 0.907206 15 0.366197 0.476190 4 5 4 ((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 89 47 7.551190 0.907794 14 0.352113 0.447619 5 4 6 ((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 88 46 7.551190 0.908969 14 0.338028 0.438095 5 4 5 ((x,(x,(x,x))),(x,((x,x),(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 88 46 7.051190 0.908969 14 0.338028 0.438095 4 4 4 ((x,(x,(x,x))),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 87 43 7.926190 0.910145 13 0.323944 0.409524 5 4 6 ((x,(x,(x,x))),(x,((x,x),(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 89 49 6.662302 0.911909 15 0.352113 0.466667 4 6 4 ((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 88 46 7.551190 0.912497 14 0.338028 0.438095 5 4 6 ((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 87 45 7.551190 0.913673 14 0.323944 0.428571 5 4 5 ((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 86 44 7.551190 0.916025 14 0.309859 0.419048 5 4 5 ((x,(x,(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 85 41 8.426190 0.917201 13 0.295775 0.390476 6 4 7 ((x,(x,(x,x))),(x,((x,x),(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 85 41 7.926190 0.917201 13 0.295775 0.390476 5 4 6 ((x,(x,(x,x))),(x,((x,x),(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 86 44 7.051190 0.916025 14 0.309859 0.419048 4 5 4 ((x,(x,(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 85 41 7.926190 0.917201 13 0.295775 0.390476 5 4 6 ((x,(x,(x,x))),(x,((x,x),(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 84 40 7.926190 0.919553 13 0.281690 0.380952 5 4 5 ((x,(x,(x,x))),(x,((x,x),(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 85 41 7.259524 0.917201 13 0.295775 0.390476 4 4 5 ((x,(x,(x,x))),(x,((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 84 38 7.926190 0.919553 13 0.281690 0.361905 5 4 6 ((x,(x,(x,x))),(x,((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 83 35 8.783333 0.921904 12 0.267606 0.333333 6 4 9 ((x,(x,(x,x))),(x,((x,x),(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 88 48 6.662302 0.921316 15 0.338028 0.457143 4 7 4 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 87 45 7.551190 0.921904 14 0.323944 0.428571 5 4 6 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 86 44 7.551190 0.923080 14 0.309859 0.419048 5 4 5 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 85 43 7.551190 0.925432 14 0.295775 0.409524 5 4 5 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 84 40 8.426190 0.926608 13 0.281690 0.380952 6 4 7 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 84 40 7.926190 0.926608 13 0.281690 0.380952 5 4 6 ((x,(x,(x,x))),(x,((x,x),((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 84 42 7.551190 0.930136 14 0.281690 0.400000 5 5 5 ((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 83 39 8.426190 0.931312 13 0.267606 0.371429 6 4 7 ((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 82 38 8.426190 0.933663 13 0.253521 0.361905 6 4 6 ((x,(x,(x,x))),(x,((x,x),((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 82 38 7.926190 0.933663 13 0.253521 0.361905 5 4 5 ((x,(x,(x,x))),(x,((x,x),((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 81 35 8.783333 0.936015 12 0.239437 0.333333 6 4 7 ((x,(x,(x,x))),(x,((x,x),((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 84 42 7.051190 0.930136 14 0.281690 0.400000 4 6 4 ((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 83 39 7.926190 0.931312 13 0.267606 0.371429 5 4 6 ((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 82 38 7.926190 0.933663 13 0.253521 0.361905 5 4 5 ((x,(x,(x,x))),(x,((x,x),((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 81 37 7.926190 0.938367 13 0.239437 0.352381 5 4 5 ((x,(x,(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 80 34 8.783333 0.940719 12 0.225352 0.323810 6 4 7 ((x,(x,(x,x))),(x,((x,x),((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 80 34 8.283333 0.940719 12 0.225352 0.323810 5 4 6 ((x,(x,(x,x))),(x,((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 82 38 7.259524 0.933663 13 0.253521 0.361905 4 5 4 ((x,(x,(x,x))),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 81 35 8.116667 0.936015 12 0.239437 0.333333 5 4 6 ((x,(x,(x,x))),(x,((x,x),((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 80 34 8.116667 0.940719 12 0.225352 0.323810 5 4 5 ((x,(x,(x,x))),(x,((x,x),((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 81 35 7.926190 0.938367 13 0.239437 0.333333 5 5 6 ((x,(x,(x,x))),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 80 32 8.783333 0.940719 12 0.225352 0.304762 6 4 8 ((x,(x,(x,x))),(x,((x,x),(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 79 31 8.783333 0.945422 12 0.211268 0.295238 6 4 7 ((x,(x,(x,x))),(x,((x,x),(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 88 48 6.162302 0.921316 15 0.338028 0.457143 3 8 3 ((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 87 45 7.051190 0.921904 14 0.323944 0.428571 4 4 5 ((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 86 44 7.051190 0.923080 14 0.309859 0.419048 4 4 4 ((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 85 43 7.051190 0.925432 14 0.295775 0.409524 4 4 4 ((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 84 40 7.926190 0.926608 13 0.281690 0.380952 5 4 6 ((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 84 40 7.426190 0.926608 13 0.281690 0.380952 4 4 5 ((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 84 42 7.051190 0.930136 14 0.281690 0.400000 4 5 4 ((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 83 39 7.926190 0.931312 13 0.267606 0.371429 5 4 6 ((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 82 38 7.926190 0.933663 13 0.253521 0.361905 5 4 5 ((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 82 38 7.426190 0.933663 13 0.253521 0.361905 4 4 4 ((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 81 35 8.283333 0.936015 12 0.239437 0.333333 5 4 6 ((x,(x,(x,x))),(x,((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 83 41 7.051190 0.939543 14 0.267606 0.390476 4 6 4 ((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 7.926190 0.940719 13 0.253521 0.361905 5 4 6 ((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 81 37 7.926190 0.943071 13 0.239437 0.352381 5 4 5 ((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 80 36 7.926190 0.947774 13 0.225352 0.342857 5 4 5 ((x,(x,(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 79 33 8.783333 0.950126 12 0.211268 0.314286 6 4 7 ((x,(x,(x,x))),(x,((x,(x,x)),((x,x),((x,x),((x,x),(x,x))))))) 16 7 79 33 8.283333 0.950126 12 0.211268 0.314286 5 4 6 ((x,(x,(x,x))),(x,((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 80 36 7.426190 0.947774 13 0.225352 0.342857 4 5 4 ((x,(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 79 33 8.283333 0.950126 12 0.211268 0.314286 5 4 6 ((x,(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 78 32 8.283333 0.954830 12 0.197183 0.304762 5 4 5 ((x,(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 79 33 7.616667 0.950126 12 0.211268 0.314286 4 4 5 ((x,(x,(x,x))),(x,((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 78 30 8.283333 0.954830 12 0.197183 0.285714 5 4 6 ((x,(x,(x,x))),(x,((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 77 27 9.116667 0.959533 11 0.183099 0.257143 6 4 9 ((x,(x,(x,x))),(x,((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 84 42 6.384524 0.930136 14 0.281690 0.400000 3 7 3 ((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 83 39 7.259524 0.931312 13 0.267606 0.371429 4 4 5 ((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x)))))))) 16 8 82 38 7.259524 0.933663 13 0.253521 0.361905 4 4 4 ((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x)))))))) 16 8 81 37 7.259524 0.938367 13 0.239437 0.352381 4 4 4 ((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x)))))))) 16 7 80 34 8.116667 0.940719 12 0.225352 0.323810 5 4 6 ((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),((x,x),(x,x))))))) 16 7 80 34 7.616667 0.940719 12 0.225352 0.323810 4 4 5 ((x,(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x))))))) 16 8 80 36 7.259524 0.947774 13 0.225352 0.342857 4 5 4 ((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x)))))))) 16 7 79 33 8.116667 0.950126 12 0.211268 0.314286 5 4 6 ((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,((x,x),(x,x))))))) 16 7 78 32 8.116667 0.954830 12 0.197183 0.304762 5 4 5 ((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,x),((x,x),(x,(x,x))))))) 16 7 78 32 7.616667 0.954830 12 0.197183 0.304762 4 4 4 ((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x))))))) 16 6 77 29 8.450000 0.959533 11 0.183099 0.276190 5 4 6 ((x,(x,(x,x))),(x,((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x)))))) 16 9 83 39 7.051190 0.939543 14 0.267606 0.371429 4 7 5 ((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 36 7.926190 0.940719 13 0.253521 0.342857 5 4 7 ((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 35 7.926190 0.943071 13 0.239437 0.333333 5 4 6 ((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 34 7.926190 0.947774 13 0.225352 0.323810 5 4 6 ((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 31 8.783333 0.950126 12 0.211268 0.295238 6 4 8 ((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 79 31 8.283333 0.950126 12 0.211268 0.295238 5 4 7 ((x,(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 33 7.926190 0.957181 13 0.211268 0.314286 5 5 6 ((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 30 8.783333 0.959533 12 0.197183 0.285714 6 4 8 ((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 77 29 8.783333 0.964237 12 0.183099 0.276190 6 4 7 ((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 77 29 8.283333 0.964237 12 0.183099 0.276190 5 4 6 ((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 26 9.116667 0.968940 11 0.169014 0.247619 6 4 8 ((x,(x,(x,x))),(x,(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 82 38 6.509524 0.933663 13 0.253521 0.361905 3 6 3 ((x,(x,(x,x))),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x)))))))) 16 7 81 35 7.366667 0.936015 12 0.239437 0.333333 4 5 5 ((x,(x,(x,x))),(x,((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x))))))) 16 7 80 34 7.366667 0.940719 12 0.225352 0.323810 4 5 4 ((x,(x,(x,x))),(x,((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x))))))) 16 7 79 33 7.366667 0.950126 12 0.211268 0.314286 4 5 4 ((x,(x,(x,x))),(x,((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x))))))) 16 7 78 30 8.116667 0.954830 12 0.197183 0.285714 5 5 6 ((x,(x,(x,x))),(x,((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x)))))) 16 7 78 30 7.616667 0.954830 12 0.197183 0.285714 4 5 5 ((x,(x,(x,x))),(x,((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x)))))) 16 8 81 35 7.259524 0.938367 13 0.239437 0.333333 4 6 5 ((x,(x,(x,x))),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 80 32 8.116667 0.940719 12 0.225352 0.304762 5 4 7 ((x,(x,(x,x))),(x,((x,((x,x),(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 79 31 8.116667 0.945422 12 0.211268 0.295238 5 4 6 ((x,(x,(x,x))),(x,((x,((x,x),(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 78 30 8.116667 0.954830 12 0.197183 0.285714 5 4 6 ((x,(x,(x,x))),(x,((x,((x,x),(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 77 27 8.950000 0.959533 11 0.183099 0.257143 6 4 8 ((x,(x,(x,x))),(x,((x,((x,x),(x,x))),((x,x),((x,x),(x,x)))))) 16 6 77 27 8.450000 0.959533 11 0.183099 0.257143 5 4 7 ((x,(x,(x,x))),(x,((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 80 34 7.259524 0.947774 13 0.225352 0.323810 4 6 4 ((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 79 31 8.116667 0.950126 12 0.211268 0.295238 5 4 6 ((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 78 30 8.116667 0.954830 12 0.197183 0.285714 5 4 5 ((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 77 29 8.116667 0.964237 12 0.183099 0.276190 5 4 5 ((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 76 26 8.950000 0.968940 11 0.169014 0.247619 6 4 7 ((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 76 26 8.450000 0.968940 11 0.169014 0.247619 5 4 6 ((x,(x,(x,x))),(x,(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 11 93 55 5.762302 0.940425 16 0.408451 0.523810 3 10 3 ((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 92 52 6.662302 0.940719 15 0.394366 0.495238 4 4 5 ((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 91 51 6.662302 0.941307 15 0.380282 0.485714 4 4 4 ((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 90 50 6.662302 0.942483 15 0.366197 0.476190 4 4 4 ((x,(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 89 47 7.551190 0.943071 14 0.352113 0.447619 5 4 6 ((x,(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 89 47 7.051190 0.943071 14 0.352113 0.447619 4 4 5 ((x,(x,(x,x))),((x,x),(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 89 49 6.662302 0.944834 15 0.352113 0.466667 4 5 4 ((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 88 46 7.551190 0.945422 14 0.338028 0.438095 5 4 6 ((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 87 45 7.551190 0.946598 14 0.323944 0.428571 5 4 5 ((x,(x,(x,x))),((x,x),(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 87 45 7.051190 0.946598 14 0.323944 0.428571 4 4 4 ((x,(x,(x,x))),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 86 42 7.926190 0.947774 13 0.309859 0.400000 5 4 6 ((x,(x,(x,x))),((x,x),(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 88 48 6.662302 0.949538 15 0.338028 0.457143 4 6 4 ((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 87 45 7.551190 0.950126 14 0.323944 0.428571 5 4 6 ((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 86 44 7.551190 0.951302 14 0.309859 0.419048 5 4 5 ((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 85 43 7.551190 0.953654 14 0.295775 0.409524 5 4 5 ((x,(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 84 40 8.426190 0.954830 13 0.281690 0.380952 6 4 7 ((x,(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 84 40 7.926190 0.954830 13 0.281690 0.380952 5 4 6 ((x,(x,(x,x))),((x,x),(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 85 43 7.051190 0.953654 14 0.295775 0.409524 4 5 4 ((x,(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 84 40 7.926190 0.954830 13 0.281690 0.380952 5 4 6 ((x,(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 83 39 7.926190 0.957181 13 0.267606 0.371429 5 4 5 ((x,(x,(x,x))),((x,x),(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 84 40 7.259524 0.954830 13 0.281690 0.380952 4 4 5 ((x,(x,(x,x))),((x,x),(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 83 37 7.926190 0.957181 13 0.267606 0.352381 5 4 6 ((x,(x,(x,x))),((x,x),(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 82 34 8.783333 0.959533 12 0.253521 0.323810 6 4 9 ((x,(x,(x,x))),((x,x),(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 87 47 6.662302 0.958945 15 0.323944 0.447619 4 7 4 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 86 44 7.551190 0.959533 14 0.309859 0.419048 5 4 6 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 85 43 7.551190 0.960709 14 0.295775 0.409524 5 4 5 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 84 42 7.551190 0.963061 14 0.281690 0.400000 5 4 5 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 83 39 8.426190 0.964237 13 0.267606 0.371429 6 4 7 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 83 39 7.926190 0.964237 13 0.267606 0.371429 5 4 6 ((x,(x,(x,x))),((x,x),(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 83 41 7.551190 0.967764 14 0.267606 0.390476 5 5 5 ((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 82 38 8.426190 0.968940 13 0.253521 0.361905 6 4 7 ((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 81 37 8.426190 0.971292 13 0.239437 0.352381 6 4 6 ((x,(x,(x,x))),((x,x),(x,((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 81 37 7.926190 0.971292 13 0.239437 0.352381 5 4 5 ((x,(x,(x,x))),((x,x),(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 80 34 8.783333 0.973644 12 0.225352 0.323810 6 4 7 ((x,(x,(x,x))),((x,x),(x,((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 83 41 7.051190 0.967764 14 0.267606 0.390476 4 6 4 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 7.926190 0.968940 13 0.253521 0.361905 5 4 6 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 81 37 7.926190 0.971292 13 0.239437 0.352381 5 4 5 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 80 36 7.926190 0.975996 13 0.225352 0.342857 5 4 5 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 79 33 8.783333 0.978347 12 0.211268 0.314286 6 4 7 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 79 33 8.283333 0.978347 12 0.211268 0.314286 5 4 6 ((x,(x,(x,x))),((x,x),(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 81 37 7.259524 0.971292 13 0.239437 0.352381 4 5 4 ((x,(x,(x,x))),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 80 34 8.116667 0.973644 12 0.225352 0.323810 5 4 6 ((x,(x,(x,x))),((x,x),(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 79 33 8.116667 0.978347 12 0.211268 0.314286 5 4 5 ((x,(x,(x,x))),((x,x),(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 80 34 7.926190 0.975996 13 0.225352 0.323810 5 5 6 ((x,(x,(x,x))),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 79 31 8.783333 0.978347 12 0.211268 0.295238 6 4 8 ((x,(x,(x,x))),((x,x),(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 78 30 8.783333 0.983051 12 0.197183 0.285714 6 4 7 ((x,(x,(x,x))),((x,x),(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 86 46 6.662302 0.977760 15 0.309859 0.438095 4 8 4 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 85 43 7.551190 0.978347 14 0.295775 0.409524 5 4 6 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 84 42 7.551190 0.979523 14 0.281690 0.400000 5 4 5 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 83 41 7.551190 0.981875 14 0.267606 0.390476 5 4 5 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 82 38 8.426190 0.983051 13 0.253521 0.361905 6 4 7 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 82 38 7.926190 0.983051 13 0.253521 0.361905 5 4 6 ((x,(x,(x,x))),((x,x),((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 82 40 7.551190 0.986579 14 0.253521 0.380952 5 5 5 ((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 81 37 8.426190 0.987755 13 0.239437 0.352381 6 4 7 ((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 80 36 8.426190 0.990106 13 0.225352 0.342857 6 4 6 ((x,(x,(x,x))),((x,x),((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 80 36 7.926190 0.990106 13 0.225352 0.342857 5 4 5 ((x,(x,(x,x))),((x,x),((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 79 33 8.783333 0.992458 12 0.211268 0.314286 6 4 7 ((x,(x,(x,x))),((x,x),((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 81 39 7.551190 0.995986 14 0.239437 0.371429 5 6 5 ((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 80 36 8.426190 0.997162 13 0.225352 0.342857 6 4 7 ((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 79 35 8.426190 0.999514 13 0.211268 0.333333 6 4 6 ((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 78 34 8.426190 1.004217 13 0.197183 0.323810 6 4 6 ((x,(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 77 31 9.283333 1.006569 12 0.183099 0.295238 7 4 8 ((x,(x,(x,x))),((x,x),((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 77 31 8.783333 1.006569 12 0.183099 0.295238 6 4 7 ((x,(x,(x,x))),((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 78 34 7.926190 1.004217 13 0.197183 0.323810 5 5 5 ((x,(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 77 31 8.783333 1.006569 12 0.183099 0.295238 6 4 7 ((x,(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 76 30 8.783333 1.011273 12 0.169014 0.285714 6 4 6 ((x,(x,(x,x))),((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 77 31 8.116667 1.006569 12 0.183099 0.295238 5 4 6 ((x,(x,(x,x))),((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 76 28 8.783333 1.011273 12 0.169014 0.266667 6 4 7 ((x,(x,(x,x))),((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 75 25 9.616667 1.015976 11 0.154930 0.238095 7 4 10 ((x,(x,(x,x))),((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 81 39 7.051190 0.995986 14 0.239437 0.371429 4 7 4 ((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 36 7.926190 0.997162 13 0.225352 0.342857 5 4 6 ((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 35 7.926190 0.999514 13 0.211268 0.333333 5 4 5 ((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 34 7.926190 1.004217 13 0.197183 0.323810 5 4 5 ((x,(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 31 8.783333 1.006569 12 0.183099 0.295238 6 4 7 ((x,(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 77 31 8.283333 1.006569 12 0.183099 0.295238 5 4 6 ((x,(x,(x,x))),((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 33 7.926190 1.013624 13 0.183099 0.314286 5 5 5 ((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 30 8.783333 1.015976 12 0.169014 0.285714 6 4 7 ((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 75 29 8.783333 1.020680 12 0.154930 0.276190 6 4 6 ((x,(x,(x,x))),((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 75 29 8.283333 1.020680 12 0.154930 0.276190 5 4 5 ((x,(x,(x,x))),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 26 9.116667 1.025383 11 0.140845 0.247619 6 4 7 ((x,(x,(x,x))),((x,x),((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 78 34 7.259524 1.004217 13 0.197183 0.323810 4 6 4 ((x,(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 77 31 8.116667 1.006569 12 0.183099 0.295238 5 4 6 ((x,(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 76 30 8.116667 1.011273 12 0.169014 0.285714 5 4 5 ((x,(x,(x,x))),((x,x),((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 75 29 8.116667 1.020680 12 0.154930 0.276190 5 4 5 ((x,(x,(x,x))),((x,x),((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 74 26 8.950000 1.025383 11 0.140845 0.247619 6 4 7 ((x,(x,(x,x))),((x,x),((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 74 26 8.450000 1.025383 11 0.140845 0.247619 5 4 6 ((x,(x,(x,x))),((x,x),((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 77 31 7.926190 1.013624 13 0.183099 0.295238 5 6 6 ((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.015976 12 0.169014 0.266667 6 4 8 ((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 75 27 8.783333 1.020680 12 0.154930 0.257143 6 4 7 ((x,(x,(x,x))),((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 74 26 8.783333 1.030087 12 0.140845 0.247619 6 4 7 ((x,(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 73 23 9.616667 1.034791 11 0.126761 0.219048 7 4 9 ((x,(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 16 6 73 23 9.116667 1.034791 11 0.126761 0.219048 6 4 8 ((x,(x,(x,x))),((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 77 31 7.366667 1.006569 12 0.183099 0.295238 4 5 5 ((x,(x,(x,x))),((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 16 7 76 28 8.116667 1.011273 12 0.169014 0.266667 5 5 6 ((x,(x,(x,x))),((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 75 25 8.950000 1.015976 11 0.154930 0.238095 6 4 9 ((x,(x,(x,x))),((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 75 27 8.116667 1.020680 12 0.154930 0.257143 5 5 5 ((x,(x,(x,x))),((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 74 24 8.950000 1.025383 11 0.140845 0.228571 6 4 7 ((x,(x,(x,x))),((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 73 23 8.950000 1.034791 11 0.126761 0.219048 6 4 7 ((x,(x,(x,x))),((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 10 86 46 6.162302 0.977760 15 0.309859 0.438095 3 9 3 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 85 43 7.051190 0.978347 14 0.295775 0.409524 4 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 84 42 7.051190 0.979523 14 0.281690 0.400000 4 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 83 41 7.051190 0.981875 14 0.267606 0.390476 4 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 82 38 7.926190 0.983051 13 0.253521 0.361905 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 82 38 7.426190 0.983051 13 0.253521 0.361905 4 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 82 40 7.051190 0.986579 14 0.253521 0.380952 4 5 4 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 81 37 7.926190 0.987755 13 0.239437 0.352381 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 80 36 7.926190 0.990106 13 0.225352 0.342857 5 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 80 36 7.426190 0.990106 13 0.225352 0.342857 4 4 4 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 79 33 8.283333 0.992458 12 0.211268 0.314286 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 81 39 7.051190 0.995986 14 0.239437 0.371429 4 6 4 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 80 36 7.926190 0.997162 13 0.225352 0.342857 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 79 35 7.926190 0.999514 13 0.211268 0.333333 5 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 78 34 7.926190 1.004217 13 0.197183 0.323810 5 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 77 31 8.783333 1.006569 12 0.183099 0.295238 6 4 7 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 77 31 8.283333 1.006569 12 0.183099 0.295238 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 78 34 7.426190 1.004217 13 0.197183 0.323810 4 5 4 ((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 77 31 8.283333 1.006569 12 0.183099 0.295238 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 76 30 8.283333 1.011273 12 0.169014 0.285714 5 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 77 31 7.616667 1.006569 12 0.183099 0.295238 4 4 5 ((x,(x,(x,x))),((x,(x,x)),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 76 28 8.283333 1.011273 12 0.169014 0.266667 5 4 6 ((x,(x,(x,x))),((x,(x,x)),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 75 25 9.116667 1.015976 11 0.154930 0.238095 6 4 9 ((x,(x,(x,x))),((x,(x,x)),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 80 38 7.051190 1.014800 14 0.225352 0.361905 4 7 4 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 35 7.926190 1.015976 13 0.211268 0.333333 5 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 34 7.926190 1.018328 13 0.197183 0.323810 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 33 7.926190 1.023032 13 0.183099 0.314286 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 30 8.783333 1.025383 12 0.169014 0.285714 6 4 7 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 76 30 8.283333 1.025383 12 0.169014 0.285714 5 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 32 7.926190 1.032439 13 0.169014 0.304762 5 5 5 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 29 8.783333 1.034791 12 0.154930 0.276190 6 4 7 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 74 28 8.783333 1.039494 12 0.140845 0.266667 6 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 74 28 8.283333 1.039494 12 0.140845 0.266667 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 25 9.116667 1.044198 11 0.126761 0.238095 6 4 7 ((x,(x,(x,x))),((x,(x,x)),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 76 32 7.426190 1.032439 13 0.169014 0.304762 4 6 4 ((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 75 29 8.283333 1.034791 12 0.154930 0.276190 5 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 74 28 8.283333 1.039494 12 0.140845 0.266667 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 73 27 8.283333 1.048901 12 0.126761 0.257143 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 72 24 9.116667 1.053605 11 0.112676 0.228571 6 4 7 ((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 72 24 8.616667 1.053605 11 0.112676 0.228571 5 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 74 28 7.616667 1.039494 12 0.140845 0.266667 4 5 4 ((x,(x,(x,x))),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 73 25 8.450000 1.044198 11 0.126761 0.238095 5 4 6 ((x,(x,(x,x))),((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 72 24 8.450000 1.053605 11 0.112676 0.228571 5 4 5 ((x,(x,(x,x))),((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 73 25 8.283333 1.048901 12 0.126761 0.238095 5 5 6 ((x,(x,(x,x))),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 22 9.116667 1.053605 11 0.112676 0.209524 6 4 8 ((x,(x,(x,x))),((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 71 21 9.116667 1.063012 11 0.098592 0.200000 6 4 7 ((x,(x,(x,x))),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 81 39 6.384524 0.995986 14 0.239437 0.371429 3 8 3 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 36 7.259524 0.997162 13 0.225352 0.342857 4 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 35 7.259524 0.999514 13 0.211268 0.333333 4 4 4 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 34 7.259524 1.004217 13 0.197183 0.323810 4 4 4 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 31 8.116667 1.006569 12 0.183099 0.295238 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 77 31 7.616667 1.006569 12 0.183099 0.295238 4 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 33 7.259524 1.013624 13 0.183099 0.314286 4 5 4 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 30 8.116667 1.015976 12 0.169014 0.285714 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 75 29 8.116667 1.020680 12 0.154930 0.276190 5 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 75 29 7.616667 1.020680 12 0.154930 0.276190 4 4 4 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 26 8.450000 1.025383 11 0.140845 0.247619 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 76 32 7.259524 1.032439 13 0.169014 0.304762 4 6 4 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 75 29 8.116667 1.034791 12 0.154930 0.276190 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 74 28 8.116667 1.039494 12 0.140845 0.266667 5 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 73 27 8.116667 1.048901 12 0.126761 0.257143 5 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 72 24 8.950000 1.053605 11 0.112676 0.228571 6 4 7 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 72 24 8.450000 1.053605 11 0.112676 0.228571 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 73 27 7.616667 1.048901 12 0.126761 0.257143 4 5 4 ((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 24 8.450000 1.053605 11 0.112676 0.228571 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 71 23 8.450000 1.063012 11 0.098592 0.219048 5 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 72 24 7.783333 1.053605 11 0.112676 0.228571 4 4 5 ((x,(x,(x,x))),((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 71 21 8.450000 1.063012 11 0.098592 0.200000 5 4 6 ((x,(x,(x,x))),((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 70 18 9.250000 1.072419 10 0.084507 0.171429 6 4 9 ((x,(x,(x,x))),((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 80 36 7.051190 1.014800 14 0.225352 0.342857 4 8 5 ((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 7.926190 1.015976 13 0.211268 0.314286 5 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 32 7.926190 1.018328 13 0.197183 0.304762 5 4 6 ((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 31 7.926190 1.023032 13 0.183099 0.295238 5 4 6 ((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.025383 12 0.169014 0.266667 6 4 8 ((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 76 28 8.283333 1.025383 12 0.169014 0.266667 5 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 30 7.926190 1.032439 13 0.169014 0.285714 5 5 6 ((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 27 8.783333 1.034791 12 0.154930 0.257143 6 4 8 ((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 74 26 8.783333 1.039494 12 0.140845 0.247619 6 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 74 26 8.283333 1.039494 12 0.140845 0.247619 5 4 6 ((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 23 9.116667 1.044198 11 0.126761 0.219048 6 4 8 ((x,(x,(x,x))),(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 75 29 7.926190 1.051253 13 0.154930 0.276190 5 6 6 ((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 74 26 8.783333 1.053605 12 0.140845 0.247619 6 4 8 ((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 73 25 8.783333 1.058309 12 0.126761 0.238095 6 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.783333 1.067716 12 0.112676 0.228571 6 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 71 21 9.616667 1.072419 11 0.098592 0.200000 7 4 9 ((x,(x,(x,x))),(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x)))))) 16 6 71 21 9.116667 1.072419 11 0.098592 0.200000 6 4 8 ((x,(x,(x,x))),(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.283333 1.067716 12 0.112676 0.228571 5 5 6 ((x,(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 71 21 9.116667 1.072419 11 0.098592 0.200000 6 4 8 ((x,(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 70 20 9.116667 1.081827 11 0.084507 0.190476 6 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 71 21 8.450000 1.072419 11 0.098592 0.200000 5 4 7 ((x,(x,(x,x))),(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 70 18 9.116667 1.081827 11 0.084507 0.171429 6 4 8 ((x,(x,(x,x))),(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 69 15 9.916667 1.091234 10 0.070423 0.142857 7 4 11 ((x,(x,(x,x))),(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 78 34 6.509524 1.004217 13 0.197183 0.323810 3 7 3 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 77 31 7.366667 1.006569 12 0.183099 0.295238 4 5 5 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 76 30 7.366667 1.011273 12 0.169014 0.285714 4 5 4 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 75 29 7.366667 1.020680 12 0.154930 0.276190 4 5 4 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 74 26 8.200000 1.025383 11 0.140845 0.247619 5 5 6 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 74 26 7.700000 1.025383 11 0.140845 0.247619 4 5 5 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 74 28 7.366667 1.039494 12 0.140845 0.266667 4 5 4 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 73 25 8.200000 1.044198 11 0.126761 0.238095 5 5 6 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 6 72 24 8.200000 1.053605 11 0.112676 0.228571 5 5 5 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))) 16 6 72 24 7.700000 1.053605 11 0.112676 0.228571 4 5 4 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))) 16 6 71 21 8.450000 1.063012 11 0.098592 0.200000 5 5 6 ((x,(x,(x,x))),((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))) 16 8 77 31 7.259524 1.013624 13 0.183099 0.295238 4 7 5 ((x,(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 8.116667 1.015976 12 0.169014 0.266667 5 4 7 ((x,(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 27 8.116667 1.020680 12 0.154930 0.257143 5 4 6 ((x,(x,(x,x))),((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 26 8.116667 1.030087 12 0.140845 0.247619 5 4 6 ((x,(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 23 8.950000 1.034791 11 0.126761 0.219048 6 4 8 ((x,(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 73 23 8.450000 1.034791 11 0.126761 0.219048 5 4 7 ((x,(x,(x,x))),((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 25 8.116667 1.048901 12 0.126761 0.238095 5 5 6 ((x,(x,(x,x))),((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 22 8.950000 1.053605 11 0.112676 0.209524 6 4 8 ((x,(x,(x,x))),((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 71 21 8.950000 1.063012 11 0.098592 0.200000 6 4 7 ((x,(x,(x,x))),((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 71 21 8.450000 1.063012 11 0.098592 0.200000 5 4 6 ((x,(x,(x,x))),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 18 9.250000 1.072419 10 0.084507 0.171429 6 4 8 ((x,(x,(x,x))),((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 8 76 30 7.259524 1.032439 13 0.169014 0.285714 4 7 4 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.116667 1.034791 12 0.154930 0.257143 5 4 6 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.116667 1.039494 12 0.140845 0.247619 5 4 5 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.116667 1.048901 12 0.126761 0.238095 5 4 5 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 72 22 8.950000 1.053605 11 0.112676 0.209524 6 4 7 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 72 22 8.450000 1.053605 11 0.112676 0.209524 5 4 6 ((x,(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.116667 1.067716 12 0.112676 0.228571 5 5 5 ((x,(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 71 21 8.950000 1.072419 11 0.098592 0.200000 6 4 7 ((x,(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 70 20 8.950000 1.081827 11 0.084507 0.190476 6 4 6 ((x,(x,(x,x))),(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 70 20 8.450000 1.081827 11 0.084507 0.190476 5 4 5 ((x,(x,(x,x))),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 17 9.250000 1.091234 10 0.070423 0.161905 6 4 7 ((x,(x,(x,x))),(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 7 77 31 6.566667 1.006569 13 0.183099 0.295238 3 6 4 ((x,(x,(x,x))),((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,x))))))) 16 7 76 28 7.366667 1.011273 12 0.169014 0.266667 4 6 5 ((x,(x,(x,x))),((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 75 25 8.200000 1.015976 11 0.154930 0.238095 5 4 8 ((x,(x,(x,x))),((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,x)))))) 16 7 75 27 7.366667 1.020680 12 0.154930 0.257143 4 6 4 ((x,(x,(x,x))),((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 74 24 8.200000 1.025383 11 0.140845 0.228571 5 4 6 ((x,(x,(x,x))),((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,x)))))) 16 6 73 23 8.200000 1.034791 11 0.126761 0.219048 5 4 6 ((x,(x,(x,x))),((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,x)))))) 16 7 74 26 7.366667 1.039494 12 0.140845 0.247619 4 6 4 ((x,(x,(x,x))),(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 73 23 8.200000 1.044198 11 0.126761 0.219048 5 4 6 ((x,(x,(x,x))),(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))) 16 6 72 22 8.200000 1.053605 11 0.112676 0.209524 5 4 5 ((x,(x,(x,x))),(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))) 16 6 71 21 8.200000 1.072419 11 0.098592 0.200000 5 4 6 ((x,(x,(x,x))),(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))) 16 7 73 23 8.116667 1.048901 12 0.126761 0.219048 5 6 6 ((x,(x,(x,x))),(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.950000 1.053605 11 0.112676 0.190476 6 4 8 ((x,(x,(x,x))),(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.950000 1.063012 11 0.098592 0.180952 6 4 7 ((x,(x,(x,x))),(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.950000 1.081827 11 0.084507 0.171429 6 4 7 ((x,(x,(x,x))),(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 69 15 9.750000 1.091234 10 0.070423 0.142857 7 4 10 ((x,(x,(x,x))),(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x))))) 16 7 73 23 7.616667 1.048901 12 0.126761 0.219048 4 6 5 ((x,(x,(x,x))),(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.450000 1.053605 11 0.112676 0.190476 5 4 7 ((x,(x,(x,x))),(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.450000 1.063012 11 0.098592 0.180952 5 4 6 ((x,(x,(x,x))),(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.450000 1.081827 11 0.084507 0.171429 5 4 6 ((x,(x,(x,x))),(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 69 15 9.250000 1.091234 10 0.070423 0.142857 6 4 8 ((x,(x,(x,x))),(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 69 15 8.750000 1.091234 10 0.070423 0.142857 5 4 8 ((x,(x,(x,x))),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 12 101 63 5.519877 0.902943 16 0.521127 0.600000 3 12 4 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))))) 16 11 100 60 6.428968 0.903090 15 0.507042 0.571429 4 2 6 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))))) 16 11 99 59 6.428968 0.903384 15 0.492958 0.561905 4 3 5 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))))) 16 11 98 58 6.428968 0.903972 15 0.478873 0.552381 4 4 5 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))))) 16 10 97 55 7.328968 0.904266 14 0.464789 0.523810 5 2 7 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))))) 16 10 97 55 6.828968 0.904266 14 0.464789 0.523810 4 3 6 (((x,x),(x,x)),(x,(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))))) 16 11 97 57 6.428968 0.905148 15 0.464789 0.542857 4 5 5 (((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))))) 16 10 96 54 7.328968 0.905442 14 0.450704 0.514286 5 2 7 (((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))))) 16 10 95 53 7.328968 0.906030 14 0.436620 0.504762 5 3 6 (((x,x),(x,x)),(x,(x,(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))))) 16 10 95 53 6.828968 0.906030 14 0.436620 0.504762 4 4 5 (((x,x),(x,x)),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))))) 16 9 94 50 7.717857 0.906618 13 0.422535 0.476190 5 3 7 (((x,x),(x,x)),(x,(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))))) 16 11 96 56 6.428968 0.907500 15 0.450704 0.533333 4 6 5 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))))) 16 10 95 53 7.328968 0.907794 14 0.436620 0.504762 5 2 7 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))))) 16 10 94 52 7.328968 0.908382 14 0.422535 0.495238 5 3 6 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))))) 16 10 93 51 7.328968 0.909557 14 0.408451 0.485714 5 4 6 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))))) 16 9 92 48 8.217857 0.910145 13 0.394366 0.457143 6 2 8 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),((x,x),((x,x),(x,x))))))))) 16 9 92 48 7.717857 0.910145 13 0.394366 0.457143 5 3 7 (((x,x),(x,x)),(x,(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))))) 16 10 93 51 6.828968 0.909557 14 0.408451 0.485714 4 5 5 (((x,x),(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))))) 16 9 92 48 7.717857 0.910145 13 0.394366 0.457143 5 3 7 (((x,x),(x,x)),(x,(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))))) 16 9 91 47 7.717857 0.911321 13 0.380282 0.447619 5 3 6 (((x,x),(x,x)),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))))) 16 9 92 48 7.051190 0.910145 13 0.394366 0.457143 4 4 6 (((x,x),(x,x)),(x,(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))))) 16 9 91 45 7.717857 0.911321 13 0.380282 0.428571 5 4 7 (((x,x),(x,x)),(x,(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))))) 16 8 90 42 8.592857 0.912497 12 0.366197 0.400000 6 2 10 (((x,x),(x,x)),(x,(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))))) 16 11 95 55 6.428968 0.912203 15 0.436620 0.523810 4 7 5 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 94 52 7.328968 0.912497 14 0.422535 0.495238 5 2 7 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))))) 16 10 93 51 7.328968 0.913085 14 0.408451 0.485714 5 3 6 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))))) 16 10 92 50 7.328968 0.914261 14 0.394366 0.476190 5 4 6 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))))) 16 9 91 47 8.217857 0.914849 13 0.380282 0.447619 6 2 8 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,((x,x),((x,x),(x,x))))))))) 16 9 91 47 7.717857 0.914849 13 0.380282 0.447619 5 3 7 (((x,x),(x,x)),(x,(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))))) 16 10 91 49 7.328968 0.916613 14 0.380282 0.466667 5 5 6 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(((x,x),(x,x)),((x,x),((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 77 31 8.592857 1.041846 12 0.183099 0.295238 6 5 7 (((x,x),(x,x)),((x,x),((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 76 28 9.450000 1.044198 11 0.169014 0.266667 7 3 9 (((x,x),(x,x)),((x,x),((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 75 27 9.450000 1.048901 11 0.154930 0.257143 7 3 8 (((x,x),(x,x)),((x,x),((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 76 28 8.783333 1.044198 11 0.169014 0.266667 6 4 8 (((x,x),(x,x)),((x,x),((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 75 25 9.450000 1.048901 11 0.154930 0.238095 7 4 9 (((x,x),(x,x)),((x,x),((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 74 22 10.283333 1.053605 10 0.140845 0.209524 8 2 12 (((x,x),(x,x)),((x,x),((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 80 36 7.717857 1.033615 13 0.225352 0.342857 5 7 6 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 8.592857 1.034791 12 0.211268 0.314286 6 3 8 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 32 8.592857 1.037142 12 0.197183 0.304762 6 3 7 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 31 8.592857 1.041846 12 0.183099 0.295238 6 4 7 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 28 9.450000 1.044198 11 0.169014 0.266667 7 3 9 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 76 28 8.950000 1.044198 11 0.169014 0.266667 6 3 8 (((x,x),(x,x)),((x,x),((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 30 8.592857 1.051253 12 0.169014 0.285714 6 5 7 (((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 27 9.450000 1.053605 11 0.154930 0.257143 7 3 9 (((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 74 26 9.450000 1.058309 11 0.140845 0.247619 7 3 8 (((x,x),(x,x)),((x,x),((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 74 26 8.950000 1.058309 11 0.140845 0.247619 6 4 7 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(((x,x),(x,x)),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 75 25 9.450000 1.053605 11 0.154930 0.238095 7 2 10 (((x,x),(x,x)),((x,x),(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 74 24 9.450000 1.058309 11 0.140845 0.228571 7 3 9 (((x,x),(x,x)),((x,x),(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 73 23 9.450000 1.067716 11 0.126761 0.219048 7 4 9 (((x,x),(x,x)),((x,x),(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 72 20 10.283333 1.072419 10 0.112676 0.190476 8 2 11 (((x,x),(x,x)),((x,x),(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 16 6 72 20 9.783333 1.072419 10 0.112676 0.190476 7 3 10 (((x,x),(x,x)),((x,x),(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 76 28 8.033333 1.044198 11 0.169014 0.266667 5 5 7 (((x,x),(x,x)),((x,x),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 16 7 75 25 8.783333 1.048901 11 0.154930 0.238095 6 5 8 (((x,x),(x,x)),((x,x),((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 74 22 9.616667 1.053605 10 0.140845 0.209524 7 2 11 (((x,x),(x,x)),((x,x),((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 74 24 8.783333 1.058309 11 0.140845 0.228571 6 5 7 (((x,x),(x,x)),((x,x),(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 73 21 9.616667 1.063012 10 0.126761 0.200000 7 3 9 (((x,x),(x,x)),((x,x),(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 72 20 9.616667 1.072419 10 0.112676 0.190476 7 3 9 (((x,x),(x,x)),((x,x),(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 10 85 43 6.828968 1.015388 14 0.295775 0.409524 4 9 5 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 84 40 7.717857 1.015976 13 0.281690 0.380952 5 3 7 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 83 39 7.717857 1.017152 13 0.267606 0.371429 5 3 6 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 82 38 7.717857 1.019504 13 0.253521 0.361905 5 4 6 (((x,x),(x,x)),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 81 35 8.592857 1.020680 12 0.239437 0.333333 6 3 8 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(((x,x),(x,x)),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.950000 1.086530 11 0.112676 0.228571 6 4 7 (((x,x),(x,x)),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 71 21 9.783333 1.091234 10 0.098592 0.200000 7 3 9 (((x,x),(x,x)),((x,(x,x)),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 71 21 9.283333 1.091234 10 0.098592 0.200000 6 3 8 (((x,x),(x,x)),((x,(x,x)),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 73 25 8.283333 1.077123 11 0.126761 0.238095 5 5 6 (((x,x),(x,x)),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 72 22 9.116667 1.081827 10 0.112676 0.209524 6 4 8 (((x,x),(x,x)),((x,(x,x)),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 71 21 9.116667 1.091234 10 0.098592 0.200000 6 4 7 (((x,x),(x,x)),((x,(x,x)),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 72 22 8.950000 1.086530 11 0.112676 0.209524 6 5 8 (((x,x),(x,x)),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 71 19 9.783333 1.091234 10 0.098592 0.180952 7 3 10 (((x,x),(x,x)),((x,(x,x)),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 70 18 9.783333 1.100641 10 0.084507 0.171429 7 3 9 (((x,x),(x,x)),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 80 36 7.051190 1.033615 13 0.225352 0.342857 4 8 5 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 7.926190 1.034791 12 0.211268 0.314286 5 4 7 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 32 7.926190 1.037142 12 0.197183 0.304762 5 4 6 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 31 7.926190 1.041846 12 0.183099 0.295238 5 4 6 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.044198 11 0.169014 0.266667 6 4 8 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 76 28 8.283333 1.044198 11 0.169014 0.266667 5 4 7 (((x,x),(x,x)),((x,(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 30 7.926190 1.051253 12 0.169014 0.285714 5 5 6 (((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 27 8.783333 1.053605 11 0.154930 0.257143 6 4 8 (((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 74 26 8.783333 1.058309 11 0.140845 0.247619 6 4 7 (((x,x),(x,x)),((x,(x,(x,x))),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 74 26 8.283333 1.058309 11 0.140845 0.247619 5 4 6 (((x,x),(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 23 9.116667 1.063012 10 0.126761 0.219048 6 4 8 (((x,x),(x,x)),((x,(x,(x,x))),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 75 29 7.926190 1.070068 12 0.154930 0.276190 5 6 6 (((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 74 26 8.783333 1.072419 11 0.140845 0.247619 6 4 8 (((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 73 25 8.783333 1.077123 11 0.126761 0.238095 6 4 7 (((x,x),(x,x)),((x,(x,(x,x))),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.783333 1.086530 11 0.112676 0.228571 6 4 7 (((x,x),(x,x)),((x,(x,(x,x))),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 71 21 9.616667 1.091234 10 0.098592 0.200000 7 4 9 (((x,x),(x,x)),((x,(x,(x,x))),((x,x),((x,x),((x,x),(x,x)))))) 16 6 71 21 9.116667 1.091234 10 0.098592 0.200000 6 4 8 (((x,x),(x,x)),((x,(x,(x,x))),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.283333 1.086530 11 0.112676 0.228571 5 5 6 (((x,x),(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 71 21 9.116667 1.091234 10 0.098592 0.200000 6 4 8 (((x,x),(x,x)),((x,(x,(x,x))),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 70 20 9.116667 1.100641 10 0.084507 0.190476 6 4 7 (((x,x),(x,x)),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 71 21 8.450000 1.091234 10 0.098592 0.200000 5 4 7 (((x,x),(x,x)),((x,(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 70 18 9.116667 1.100641 10 0.084507 0.171429 6 4 8 (((x,x),(x,x)),((x,(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 69 15 9.916667 1.110048 9 0.070423 0.142857 7 4 11 (((x,x),(x,x)),((x,(x,(x,x))),(((x,x),(x,x)),((x,x),(x,x))))) 16 9 79 33 7.717857 1.052429 13 0.211268 0.314286 5 8 7 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 78 30 8.592857 1.053605 12 0.197183 0.285714 6 2 9 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 77 29 8.592857 1.055957 12 0.183099 0.276190 6 3 8 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 76 28 8.592857 1.060660 12 0.169014 0.266667 6 4 8 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 75 25 9.450000 1.063012 11 0.154930 0.238095 7 2 10 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 75 25 8.950000 1.063012 11 0.154930 0.238095 6 3 9 (((x,x),(x,x)),(((x,x),(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 75 27 8.592857 1.070068 12 0.154930 0.257143 6 5 8 (((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 74 24 9.450000 1.072419 11 0.140845 0.228571 7 2 10 (((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 73 23 9.450000 1.077123 11 0.126761 0.219048 7 3 9 (((x,x),(x,x)),(((x,x),(x,x)),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 73 23 8.950000 1.077123 11 0.126761 0.219048 6 4 8 (((x,x),(x,x)),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 72 20 9.783333 1.081827 10 0.112676 0.190476 7 3 10 (((x,x),(x,x)),(((x,x),(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 74 26 8.592857 1.088882 12 0.140845 0.247619 6 6 8 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 73 23 9.450000 1.091234 11 0.126761 0.219048 7 2 10 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 72 22 9.450000 1.095937 11 0.112676 0.209524 7 3 9 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 71 21 9.450000 1.105345 11 0.098592 0.200000 7 4 9 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 70 18 10.283333 1.110048 10 0.084507 0.171429 8 2 11 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),((x,x),((x,x),(x,x)))))) 16 6 70 18 9.783333 1.110048 10 0.084507 0.171429 7 3 10 (((x,x),(x,x)),(((x,x),(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 71 21 8.950000 1.105345 11 0.098592 0.200000 6 5 8 (((x,x),(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 70 18 9.783333 1.110048 10 0.084507 0.171429 7 3 10 (((x,x),(x,x)),(((x,x),(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 69 17 9.783333 1.119455 10 0.070423 0.161905 7 3 9 (((x,x),(x,x)),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 70 18 9.116667 1.110048 10 0.084507 0.171429 6 4 9 (((x,x),(x,x)),(((x,x),(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 69 15 9.783333 1.119455 10 0.070423 0.142857 7 4 10 (((x,x),(x,x)),(((x,x),(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 68 12 10.583333 1.128862 9 0.056338 0.114286 8 2 13 (((x,x),(x,x)),(((x,x),(x,x)),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 77 31 7.176190 1.041846 13 0.183099 0.295238 4 7 5 (((x,x),(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 8.033333 1.044198 12 0.169014 0.266667 5 5 7 (((x,x),(x,x)),((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 27 8.033333 1.048901 12 0.154930 0.257143 5 5 6 (((x,x),(x,x)),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 26 8.033333 1.058309 12 0.140845 0.247619 5 5 6 (((x,x),(x,x)),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 23 8.866667 1.063012 11 0.126761 0.219048 6 5 8 (((x,x),(x,x)),((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,x)))))) 16 6 73 23 8.366667 1.063012 11 0.126761 0.219048 5 5 7 (((x,x),(x,x)),((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 25 8.033333 1.077123 12 0.126761 0.238095 5 5 6 (((x,x),(x,x)),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 22 8.866667 1.081827 11 0.112676 0.209524 6 5 8 (((x,x),(x,x)),((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,x)))))) 16 6 71 21 8.866667 1.091234 11 0.098592 0.200000 6 5 7 (((x,x),(x,x)),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,x)))))) 16 6 71 21 8.366667 1.091234 11 0.098592 0.200000 5 5 6 (((x,x),(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,x)))))) 16 6 70 18 9.116667 1.100641 10 0.084507 0.171429 6 5 8 (((x,x),(x,x)),((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,x))))) 16 8 76 28 7.926190 1.051253 12 0.169014 0.266667 5 7 7 (((x,x),(x,x)),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 25 8.783333 1.053605 11 0.154930 0.238095 6 2 9 (((x,x),(x,x)),((x,((x,x),(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 74 24 8.783333 1.058309 11 0.140845 0.228571 6 3 8 (((x,x),(x,x)),((x,((x,x),(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 73 23 8.783333 1.067716 11 0.126761 0.219048 6 4 8 (((x,x),(x,x)),((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 72 20 9.616667 1.072419 10 0.112676 0.190476 7 2 10 (((x,x),(x,x)),((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 72 20 9.116667 1.072419 10 0.112676 0.190476 6 3 9 (((x,x),(x,x)),((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 22 8.783333 1.086530 11 0.112676 0.209524 6 5 8 (((x,x),(x,x)),((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 71 19 9.616667 1.091234 10 0.098592 0.180952 7 2 10 (((x,x),(x,x)),((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 70 18 9.616667 1.100641 10 0.084507 0.171429 7 3 9 (((x,x),(x,x)),((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 70 18 9.116667 1.100641 10 0.084507 0.171429 6 4 8 (((x,x),(x,x)),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 15 9.916667 1.110048 9 0.070423 0.142857 7 3 10 (((x,x),(x,x)),((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 8 75 27 7.926190 1.070068 12 0.154930 0.257143 5 7 6 (((x,x),(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 74 24 8.783333 1.072419 11 0.140845 0.228571 6 3 8 (((x,x),(x,x)),(((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 73 23 8.783333 1.077123 11 0.126761 0.219048 6 3 7 (((x,x),(x,x)),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 72 22 8.783333 1.086530 11 0.112676 0.209524 6 4 7 (((x,x),(x,x)),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 71 19 9.616667 1.091234 10 0.098592 0.180952 7 3 9 (((x,x),(x,x)),(((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 71 19 9.116667 1.091234 10 0.098592 0.180952 6 3 8 (((x,x),(x,x)),(((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 71 21 8.783333 1.105345 11 0.098592 0.200000 6 5 7 (((x,x),(x,x)),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 70 18 9.616667 1.110048 10 0.084507 0.171429 7 3 9 (((x,x),(x,x)),(((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 69 17 9.616667 1.119455 10 0.070423 0.161905 7 3 8 (((x,x),(x,x)),(((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 69 17 9.116667 1.119455 10 0.070423 0.161905 6 4 7 (((x,x),(x,x)),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 68 14 9.916667 1.128862 9 0.056338 0.133333 7 3 9 (((x,x),(x,x)),(((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 7 76 28 7.233333 1.044198 13 0.169014 0.266667 4 6 6 (((x,x),(x,x)),((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,x))))))) 16 7 75 25 8.033333 1.048901 12 0.154930 0.238095 5 6 7 (((x,x),(x,x)),((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 74 22 8.866667 1.053605 11 0.140845 0.209524 6 2 10 (((x,x),(x,x)),((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,x)))))) 16 7 74 24 8.033333 1.058309 12 0.140845 0.228571 5 6 6 (((x,x),(x,x)),((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 73 21 8.866667 1.063012 11 0.126761 0.200000 6 3 8 (((x,x),(x,x)),((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,x)))))) 16 6 72 20 8.866667 1.072419 11 0.112676 0.190476 6 3 8 (((x,x),(x,x)),((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,x)))))) 16 7 73 23 8.033333 1.077123 12 0.126761 0.219048 5 6 6 (((x,x),(x,x)),(((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.866667 1.081827 11 0.112676 0.190476 6 4 8 (((x,x),(x,x)),(((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.866667 1.091234 11 0.098592 0.180952 6 4 7 (((x,x),(x,x)),(((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.866667 1.110048 11 0.084507 0.171429 6 4 8 (((x,x),(x,x)),(((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))) 16 7 72 20 8.783333 1.086530 11 0.112676 0.190476 6 6 8 (((x,x),(x,x)),(((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 71 17 9.616667 1.091234 10 0.098592 0.161905 7 2 10 (((x,x),(x,x)),(((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 70 16 9.616667 1.100641 10 0.084507 0.152381 7 3 9 (((x,x),(x,x)),(((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 69 15 9.616667 1.119455 10 0.070423 0.142857 7 4 9 (((x,x),(x,x)),(((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 68 12 10.416667 1.128862 9 0.056338 0.114286 8 2 12 (((x,x),(x,x)),(((x,x),((x,x),(x,x))),((x,x),((x,x),(x,x))))) 16 7 72 20 8.283333 1.086530 11 0.112676 0.190476 5 6 7 (((x,x),(x,x)),(((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 71 17 9.116667 1.091234 10 0.098592 0.161905 6 3 9 (((x,x),(x,x)),(((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 70 16 9.116667 1.100641 10 0.084507 0.152381 6 3 8 (((x,x),(x,x)),(((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 69 15 9.116667 1.119455 10 0.070423 0.142857 6 4 8 (((x,x),(x,x)),(((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 68 12 9.916667 1.128862 9 0.056338 0.114286 7 3 10 (((x,x),(x,x)),(((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 68 12 9.416667 1.128862 9 0.056338 0.114286 6 3 10 (((x,x),(x,x)),(((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 11 95 57 5.012302 0.883982 17 0.436620 0.542857 2 11 2 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 94 54 5.912302 0.884276 16 0.422535 0.514286 3 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 93 53 5.912302 0.884864 16 0.408451 0.504762 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 92 52 5.912302 0.886039 16 0.394366 0.495238 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 91 49 6.801190 0.886627 15 0.380282 0.466667 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 91 49 6.301190 0.886627 15 0.380282 0.466667 3 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 91 51 5.912302 0.888391 16 0.380282 0.485714 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 90 48 6.801190 0.888979 15 0.366197 0.457143 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 89 47 6.801190 0.890155 15 0.352113 0.447619 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 89 47 6.301190 0.890155 15 0.352113 0.447619 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 88 44 7.176190 0.891331 14 0.338028 0.419048 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 90 50 5.912302 0.893095 16 0.366197 0.476190 3 6 3 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 6.801190 0.893683 15 0.352113 0.447619 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 88 46 6.801190 0.894859 15 0.338028 0.438095 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 87 45 6.801190 0.897210 15 0.323944 0.428571 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 86 42 7.676190 0.898386 14 0.309859 0.400000 5 5 6 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 86 42 7.176190 0.898386 14 0.309859 0.400000 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 87 45 6.301190 0.897210 15 0.323944 0.428571 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 86 42 7.176190 0.898386 14 0.309859 0.400000 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 85 41 7.176190 0.900738 14 0.295775 0.390476 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 86 42 6.509524 0.898386 14 0.309859 0.400000 3 5 4 ((x,(x,(x,(x,x)))),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 85 39 7.176190 0.900738 14 0.295775 0.371429 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 84 36 8.033333 0.903090 13 0.281690 0.342857 5 5 8 ((x,(x,(x,(x,x)))),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 89 49 5.912302 0.902502 16 0.352113 0.466667 3 7 3 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 88 46 6.801190 0.903090 15 0.338028 0.438095 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 87 45 6.801190 0.904266 15 0.323944 0.428571 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 86 44 6.801190 0.906618 15 0.309859 0.419048 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 85 41 7.676190 0.907794 14 0.295775 0.390476 5 5 6 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 85 41 7.176190 0.907794 14 0.295775 0.390476 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 85 43 6.801190 0.911321 15 0.295775 0.409524 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 84 40 7.676190 0.912497 14 0.281690 0.380952 5 5 6 ((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 83 39 7.676190 0.914849 14 0.267606 0.371429 5 5 5 ((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 83 39 7.176190 0.914849 14 0.267606 0.371429 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 82 36 8.033333 0.917201 13 0.253521 0.342857 5 5 6 ((x,(x,(x,(x,x)))),(x,(x,((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 85 43 6.301190 0.911321 15 0.295775 0.409524 3 6 3 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 84 40 7.176190 0.912497 14 0.281690 0.380952 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 83 39 7.176190 0.914849 14 0.267606 0.371429 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 82 38 7.176190 0.919553 14 0.253521 0.361905 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 81 35 8.033333 0.921904 13 0.239437 0.333333 5 5 6 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 81 35 7.533333 0.921904 13 0.239437 0.333333 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 83 39 6.509524 0.914849 14 0.267606 0.371429 3 5 3 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 82 36 7.366667 0.917201 13 0.253521 0.342857 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 81 35 7.366667 0.921904 13 0.239437 0.333333 4 5 4 ((x,(x,(x,(x,x)))),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 82 36 7.176190 0.919553 14 0.253521 0.342857 4 5 5 ((x,(x,(x,(x,x)))),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.033333 0.921904 13 0.239437 0.314286 5 5 7 ((x,(x,(x,(x,x)))),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 80 32 8.033333 0.926608 13 0.225352 0.304762 5 5 6 ((x,(x,(x,(x,x)))),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 88 48 5.912302 0.921316 16 0.338028 0.457143 3 8 3 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 87 45 6.801190 0.921904 15 0.323944 0.428571 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 86 44 6.801190 0.923080 15 0.309859 0.419048 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 85 43 6.801190 0.925432 15 0.295775 0.409524 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 84 40 7.676190 0.926608 14 0.281690 0.380952 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 84 40 7.176190 0.926608 14 0.281690 0.380952 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 84 42 6.801190 0.930136 15 0.281690 0.400000 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 83 39 7.676190 0.931312 14 0.267606 0.371429 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 82 38 7.676190 0.933663 14 0.253521 0.361905 5 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 82 38 7.176190 0.933663 14 0.253521 0.361905 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 81 35 8.033333 0.936015 13 0.239437 0.333333 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 83 41 6.801190 0.939543 15 0.267606 0.390476 4 6 4 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 7.676190 0.940719 14 0.253521 0.361905 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 81 37 7.676190 0.943071 14 0.239437 0.352381 5 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 80 36 7.676190 0.947774 14 0.225352 0.342857 5 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 79 33 8.533333 0.950126 13 0.211268 0.314286 6 5 7 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 79 33 8.033333 0.950126 13 0.211268 0.314286 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 80 36 7.176190 0.947774 14 0.225352 0.342857 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 79 33 8.033333 0.950126 13 0.211268 0.314286 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 78 32 8.033333 0.954830 13 0.197183 0.304762 5 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 79 33 7.366667 0.950126 13 0.211268 0.314286 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 78 30 8.033333 0.954830 13 0.197183 0.285714 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 77 27 8.866667 0.959533 12 0.183099 0.257143 6 5 9 ((x,(x,(x,(x,x)))),(x,((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 83 41 6.301190 0.939543 15 0.267606 0.390476 3 7 3 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 7.176190 0.940719 14 0.253521 0.361905 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 37 7.176190 0.943071 14 0.239437 0.352381 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 36 7.176190 0.947774 14 0.225352 0.342857 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 33 8.033333 0.950126 13 0.211268 0.314286 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 79 33 7.533333 0.950126 13 0.211268 0.314286 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 35 7.176190 0.957181 14 0.211268 0.333333 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 32 8.033333 0.959533 13 0.197183 0.304762 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 77 31 8.033333 0.964237 13 0.183099 0.295238 5 5 5 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 77 31 7.533333 0.964237 13 0.183099 0.295238 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 28 8.366667 0.968940 12 0.169014 0.266667 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 80 36 6.509524 0.947774 14 0.225352 0.342857 3 6 3 ((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 79 33 7.366667 0.950126 13 0.211268 0.314286 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 78 32 7.366667 0.954830 13 0.197183 0.304762 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 77 31 7.366667 0.964237 13 0.183099 0.295238 4 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 76 28 8.200000 0.968940 12 0.169014 0.266667 5 5 6 ((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 76 28 7.700000 0.968940 12 0.169014 0.266667 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 79 33 7.176190 0.957181 14 0.211268 0.314286 4 6 5 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 8.033333 0.959533 13 0.197183 0.285714 5 5 7 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 77 29 8.033333 0.964237 13 0.183099 0.276190 5 5 6 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 76 28 8.033333 0.973644 13 0.169014 0.266667 5 5 6 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 75 25 8.866667 0.978347 12 0.154930 0.238095 6 5 8 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 16 6 75 25 8.366667 0.978347 12 0.154930 0.238095 5 5 7 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 79 33 6.616667 0.950126 13 0.211268 0.314286 3 5 4 ((x,(x,(x,(x,x)))),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 16 7 78 30 7.366667 0.954830 13 0.197183 0.285714 4 5 5 ((x,(x,(x,(x,x)))),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 77 27 8.200000 0.959533 12 0.183099 0.257143 5 5 8 ((x,(x,(x,(x,x)))),(x,((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 77 29 7.366667 0.964237 13 0.183099 0.276190 4 5 4 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 76 26 8.200000 0.968940 12 0.169014 0.247619 5 5 6 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 75 25 8.200000 0.978347 12 0.154930 0.238095 5 5 6 ((x,(x,(x,(x,x)))),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 10 87 47 5.912302 0.958945 16 0.323944 0.447619 3 9 3 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 86 44 6.801190 0.959533 15 0.309859 0.419048 4 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 85 43 6.801190 0.960709 15 0.295775 0.409524 4 5 4 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 84 42 6.801190 0.963061 15 0.281690 0.400000 4 5 4 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 83 39 7.676190 0.964237 14 0.267606 0.371429 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 83 39 7.176190 0.964237 14 0.267606 0.371429 4 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 83 41 6.801190 0.967764 15 0.267606 0.390476 4 5 4 ((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 82 38 7.676190 0.968940 14 0.253521 0.361905 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 81 37 7.676190 0.971292 14 0.239437 0.352381 5 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 81 37 7.176190 0.971292 14 0.239437 0.352381 4 5 4 ((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 80 34 8.033333 0.973644 13 0.225352 0.323810 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 82 40 6.801190 0.977172 15 0.253521 0.380952 4 6 4 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 81 37 7.676190 0.978347 14 0.239437 0.352381 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 80 36 7.676190 0.980699 14 0.225352 0.342857 5 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 79 35 7.676190 0.985403 14 0.211268 0.333333 5 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 78 32 8.533333 0.987755 13 0.197183 0.304762 6 5 7 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 78 32 8.033333 0.987755 13 0.197183 0.304762 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 79 35 7.176190 0.985403 14 0.211268 0.333333 4 5 4 ((x,(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 78 32 8.033333 0.987755 13 0.197183 0.304762 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 77 31 8.033333 0.992458 13 0.183099 0.295238 5 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 78 32 7.366667 0.987755 13 0.197183 0.304762 4 5 5 ((x,(x,(x,(x,x)))),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 77 29 8.033333 0.992458 13 0.183099 0.276190 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 76 26 8.866667 0.997162 12 0.169014 0.247619 6 5 9 ((x,(x,(x,(x,x)))),((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 81 39 6.801190 0.995986 15 0.239437 0.371429 4 7 4 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 36 7.676190 0.997162 14 0.225352 0.342857 5 5 6 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 35 7.676190 0.999514 14 0.211268 0.333333 5 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 34 7.676190 1.004217 14 0.197183 0.323810 5 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 31 8.533333 1.006569 13 0.183099 0.295238 6 5 7 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 77 31 8.033333 1.006569 13 0.183099 0.295238 5 5 6 ((x,(x,(x,(x,x)))),((x,x),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 33 7.676190 1.013624 14 0.183099 0.314286 5 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 30 8.533333 1.015976 13 0.169014 0.285714 6 5 7 ((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 75 29 8.533333 1.020680 13 0.154930 0.276190 6 5 6 ((x,(x,(x,(x,x)))),((x,x),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 75 29 8.033333 1.020680 13 0.154930 0.276190 5 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 26 8.866667 1.025383 12 0.140845 0.247619 6 5 7 ((x,(x,(x,(x,x)))),((x,x),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 77 33 7.176190 1.013624 14 0.183099 0.314286 4 6 4 ((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 76 30 8.033333 1.015976 13 0.169014 0.285714 5 5 6 ((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 75 29 8.033333 1.020680 13 0.154930 0.276190 5 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 74 28 8.033333 1.030087 13 0.140845 0.266667 5 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 73 25 8.866667 1.034791 12 0.126761 0.238095 6 5 7 ((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 73 25 8.366667 1.034791 12 0.126761 0.238095 5 5 6 ((x,(x,(x,(x,x)))),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 75 29 7.366667 1.020680 13 0.154930 0.276190 4 5 4 ((x,(x,(x,(x,x)))),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 74 26 8.200000 1.025383 12 0.140845 0.247619 5 5 6 ((x,(x,(x,(x,x)))),((x,x),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 73 25 8.200000 1.034791 12 0.126761 0.238095 5 5 5 ((x,(x,(x,(x,x)))),((x,x),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 74 26 8.033333 1.030087 13 0.140845 0.247619 5 5 6 ((x,(x,(x,(x,x)))),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 73 23 8.866667 1.034791 12 0.126761 0.219048 6 5 8 ((x,(x,(x,(x,x)))),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 72 22 8.866667 1.044198 12 0.112676 0.209524 6 5 7 ((x,(x,(x,(x,x)))),((x,x),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 81 39 6.301190 0.995986 15 0.239437 0.371429 3 8 3 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 36 7.176190 0.997162 14 0.225352 0.342857 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 35 7.176190 0.999514 14 0.211268 0.333333 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 34 7.176190 1.004217 14 0.197183 0.323810 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 31 8.033333 1.006569 13 0.183099 0.295238 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 77 31 7.533333 1.006569 13 0.183099 0.295238 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 33 7.176190 1.013624 14 0.183099 0.314286 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 30 8.033333 1.015976 13 0.169014 0.285714 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 75 29 8.033333 1.020680 13 0.154930 0.276190 5 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 75 29 7.533333 1.020680 13 0.154930 0.276190 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 26 8.366667 1.025383 12 0.140845 0.247619 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 76 32 7.176190 1.032439 14 0.169014 0.304762 4 6 4 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 75 29 8.033333 1.034791 13 0.154930 0.276190 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 74 28 8.033333 1.039494 13 0.140845 0.266667 5 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 73 27 8.033333 1.048901 13 0.126761 0.257143 5 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 72 24 8.866667 1.053605 12 0.112676 0.228571 6 5 7 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))) 16 6 72 24 8.366667 1.053605 12 0.112676 0.228571 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 73 27 7.533333 1.048901 13 0.126761 0.257143 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 24 8.366667 1.053605 12 0.112676 0.228571 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 71 23 8.366667 1.063012 12 0.098592 0.219048 5 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 72 24 7.700000 1.053605 12 0.112676 0.228571 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 71 21 8.366667 1.063012 12 0.098592 0.200000 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 70 18 9.166667 1.072419 11 0.084507 0.171429 6 5 9 ((x,(x,(x,(x,x)))),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 77 33 6.509524 1.013624 14 0.183099 0.314286 3 7 3 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 30 7.366667 1.015976 13 0.169014 0.285714 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 29 7.366667 1.020680 13 0.154930 0.276190 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 28 7.366667 1.030087 13 0.140845 0.266667 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 25 8.200000 1.034791 12 0.126761 0.238095 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 73 25 7.700000 1.034791 12 0.126761 0.238095 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 27 7.366667 1.048901 13 0.126761 0.257143 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 24 8.200000 1.053605 12 0.112676 0.228571 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 71 23 8.200000 1.063012 12 0.098592 0.219048 5 5 5 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 71 23 7.700000 1.063012 12 0.098592 0.219048 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 20 8.500000 1.072419 11 0.084507 0.190476 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 8 76 30 7.176190 1.032439 14 0.169014 0.285714 4 7 5 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.033333 1.034791 13 0.154930 0.257143 5 5 7 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.033333 1.039494 13 0.140845 0.247619 5 5 6 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.033333 1.048901 13 0.126761 0.238095 5 5 6 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 72 22 8.866667 1.053605 12 0.112676 0.209524 6 5 8 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 72 22 8.366667 1.053605 12 0.112676 0.209524 5 5 7 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.033333 1.067716 13 0.112676 0.228571 5 5 6 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 71 21 8.866667 1.072419 12 0.098592 0.200000 6 5 8 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 70 20 8.866667 1.081827 12 0.084507 0.190476 6 5 7 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 70 20 8.366667 1.081827 12 0.084507 0.190476 5 5 6 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 17 9.166667 1.091234 11 0.070423 0.161905 6 5 8 ((x,(x,(x,(x,x)))),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 75 29 6.616667 1.020680 13 0.154930 0.276190 3 6 3 ((x,(x,(x,(x,x)))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 74 26 7.450000 1.025383 12 0.140845 0.247619 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))) 16 6 73 25 7.450000 1.034791 12 0.126761 0.238095 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))) 16 6 72 24 7.450000 1.053605 12 0.112676 0.228571 4 5 4 ((x,(x,(x,(x,x)))),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))) 16 6 71 21 8.200000 1.063012 12 0.098592 0.200000 5 5 6 ((x,(x,(x,(x,x)))),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x))))) 16 6 71 21 7.700000 1.063012 12 0.098592 0.200000 4 5 5 ((x,(x,(x,(x,x)))),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x))))) 16 7 74 26 7.366667 1.030087 13 0.140845 0.247619 4 6 5 ((x,(x,(x,(x,x)))),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 73 23 8.200000 1.034791 12 0.126761 0.219048 5 5 7 ((x,(x,(x,(x,x)))),((x,((x,x),(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 72 22 8.200000 1.044198 12 0.112676 0.209524 5 5 6 ((x,(x,(x,(x,x)))),((x,((x,x),(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 71 21 8.200000 1.063012 12 0.098592 0.200000 5 5 6 ((x,(x,(x,(x,x)))),((x,((x,x),(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 70 18 9.000000 1.072419 11 0.084507 0.171429 6 5 8 ((x,(x,(x,(x,x)))),((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))) 16 5 70 18 8.500000 1.072419 11 0.084507 0.171429 5 5 7 ((x,(x,(x,(x,x)))),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 73 25 7.366667 1.048901 13 0.126761 0.238095 4 6 4 ((x,(x,(x,(x,x)))),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 72 22 8.200000 1.053605 12 0.112676 0.209524 5 5 6 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((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 82 36 7.926190 0.933663 13 0.253521 0.342857 5 3 6 ((x,((x,x),(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 81 35 7.926190 0.938367 13 0.239437 0.333333 5 4 6 ((x,((x,x),(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 80 32 8.783333 0.940719 12 0.225352 0.304762 6 3 8 ((x,((x,x),(x,x))),(x,(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 80 32 8.283333 0.940719 12 0.225352 0.304762 5 3 7 ((x,((x,x),(x,x))),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 82 36 7.259524 0.933663 13 0.253521 0.342857 4 5 5 ((x,((x,x),(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 81 33 8.116667 0.936015 12 0.239437 0.314286 5 4 7 ((x,((x,x),(x,x))),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 80 32 8.116667 0.940719 12 0.225352 0.304762 5 4 6 ((x,((x,x),(x,x))),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 81 33 7.926190 0.938367 13 0.239437 0.314286 5 5 7 ((x,((x,x),(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 80 30 8.783333 0.940719 12 0.225352 0.285714 6 2 9 ((x,((x,x),(x,x))),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 79 29 8.783333 0.945422 12 0.211268 0.276190 6 3 8 ((x,((x,x),(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 87 45 6.662302 0.940131 15 0.323944 0.428571 4 8 5 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 86 42 7.551190 0.940719 14 0.309859 0.400000 5 2 7 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 85 41 7.551190 0.941895 14 0.295775 0.390476 5 3 6 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 84 40 7.551190 0.944246 14 0.281690 0.380952 5 4 6 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 83 37 8.426190 0.945422 13 0.267606 0.352381 6 2 8 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 83 37 7.926190 0.945422 13 0.267606 0.352381 5 3 7 ((x,((x,x),(x,x))),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 83 39 7.551190 0.948950 14 0.267606 0.371429 5 5 6 ((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 82 36 8.426190 0.950126 13 0.253521 0.342857 6 2 8 ((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 81 35 8.426190 0.952478 13 0.239437 0.333333 6 3 7 ((x,((x,x),(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 81 35 7.926190 0.952478 13 0.239437 0.333333 5 4 6 ((x,((x,x),(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 80 32 8.783333 0.954830 12 0.225352 0.304762 6 3 8 ((x,((x,x),(x,x))),(x,((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 82 38 7.551190 0.958357 14 0.253521 0.361905 5 6 6 ((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 81 35 8.426190 0.959533 13 0.239437 0.333333 6 2 8 ((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 80 34 8.426190 0.961885 13 0.225352 0.323810 6 3 7 ((x,((x,x),(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 79 33 8.426190 0.966589 13 0.211268 0.314286 6 4 7 ((x,((x,x),(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 78 30 9.283333 0.968940 12 0.197183 0.285714 7 2 9 ((x,((x,x),(x,x))),(x,((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 78 30 8.783333 0.968940 12 0.197183 0.285714 6 3 8 ((x,((x,x),(x,x))),(x,((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 79 33 7.926190 0.966589 13 0.211268 0.314286 5 5 6 ((x,((x,x),(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 78 30 8.783333 0.968940 12 0.197183 0.285714 6 3 8 ((x,((x,x),(x,x))),(x,((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 77 29 8.783333 0.973644 12 0.183099 0.276190 6 3 7 ((x,((x,x),(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 78 30 8.116667 0.968940 12 0.197183 0.285714 5 4 7 ((x,((x,x),(x,x))),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 77 27 8.783333 0.973644 12 0.183099 0.257143 6 4 8 ((x,((x,x),(x,x))),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 76 24 9.616667 0.978347 11 0.169014 0.228571 7 2 11 ((x,((x,x),(x,x))),(x,((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 82 38 7.051190 0.958357 14 0.253521 0.361905 4 7 5 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 81 35 7.926190 0.959533 13 0.239437 0.333333 5 3 7 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 80 34 7.926190 0.961885 13 0.225352 0.323810 5 3 6 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 79 33 7.926190 0.966589 13 0.211268 0.314286 5 4 6 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 78 30 8.783333 0.968940 12 0.197183 0.285714 6 3 8 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 78 30 8.283333 0.968940 12 0.197183 0.285714 5 3 7 ((x,((x,x),(x,x))),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 78 32 7.926190 0.975996 13 0.197183 0.304762 5 5 6 ((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 77 29 8.783333 0.978347 12 0.183099 0.276190 6 3 8 ((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 76 28 8.783333 0.983051 12 0.169014 0.266667 6 3 7 ((x,((x,x),(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 76 28 8.283333 0.983051 12 0.169014 0.266667 5 4 6 ((x,((x,x),(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 75 25 9.116667 0.987755 11 0.154930 0.238095 6 3 8 ((x,((x,x),(x,x))),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 79 33 7.259524 0.966589 13 0.211268 0.314286 4 6 5 ((x,((x,x),(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 8.116667 0.968940 12 0.197183 0.285714 5 4 7 ((x,((x,x),(x,x))),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 77 29 8.116667 0.973644 12 0.183099 0.276190 5 4 6 ((x,((x,x),(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 76 28 8.116667 0.983051 12 0.169014 0.266667 5 4 6 ((x,((x,x),(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 75 25 8.950000 0.987755 11 0.154930 0.238095 6 4 8 ((x,((x,x),(x,x))),(x,((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 75 25 8.450000 0.987755 11 0.154930 0.238095 5 4 7 ((x,((x,x),(x,x))),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 78 30 7.926190 0.975996 13 0.197183 0.285714 5 6 7 ((x,((x,x),(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 77 27 8.783333 0.978347 12 0.183099 0.257143 6 2 9 ((x,((x,x),(x,x))),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 76 26 8.783333 0.983051 12 0.169014 0.247619 6 3 8 ((x,((x,x),(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 75 25 8.783333 0.992458 12 0.154930 0.238095 6 4 8 ((x,((x,x),(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 74 22 9.616667 0.997162 11 0.140845 0.209524 7 2 10 ((x,((x,x),(x,x))),(x,(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 16 6 74 22 9.116667 0.997162 11 0.140845 0.209524 6 3 9 ((x,((x,x),(x,x))),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 78 30 7.366667 0.968940 12 0.197183 0.285714 4 5 6 ((x,((x,x),(x,x))),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 16 7 77 27 8.116667 0.973644 12 0.183099 0.257143 5 5 7 ((x,((x,x),(x,x))),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 76 24 8.950000 0.978347 11 0.169014 0.228571 6 2 10 ((x,((x,x),(x,x))),(x,((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 76 26 8.116667 0.983051 12 0.169014 0.247619 5 5 6 ((x,((x,x),(x,x))),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 75 23 8.950000 0.987755 11 0.154930 0.219048 6 3 8 ((x,((x,x),(x,x))),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 74 22 8.950000 0.997162 11 0.140845 0.209524 6 3 8 ((x,((x,x),(x,x))),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 10 86 44 6.662302 0.977760 15 0.309859 0.419048 4 9 5 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 85 41 7.551190 0.978347 14 0.295775 0.390476 5 2 7 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 84 40 7.551190 0.979523 14 0.281690 0.380952 5 3 6 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 83 39 7.551190 0.981875 14 0.267606 0.371429 5 4 6 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 82 36 8.426190 0.983051 13 0.253521 0.342857 6 2 8 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 82 36 7.926190 0.983051 13 0.253521 0.342857 5 3 7 ((x,((x,x),(x,x))),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 82 38 7.551190 0.986579 14 0.253521 0.361905 5 5 6 ((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 81 35 8.426190 0.987755 13 0.239437 0.333333 6 2 8 ((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 80 34 8.426190 0.990106 13 0.225352 0.323810 6 3 7 ((x,((x,x),(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 80 34 7.926190 0.990106 13 0.225352 0.323810 5 4 6 ((x,((x,x),(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 79 31 8.783333 0.992458 12 0.211268 0.295238 6 3 8 ((x,((x,x),(x,x))),((x,x),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 81 37 7.551190 0.995986 14 0.239437 0.352381 5 6 6 ((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 80 34 8.426190 0.997162 13 0.225352 0.323810 6 2 8 ((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 79 33 8.426190 0.999514 13 0.211268 0.314286 6 3 7 ((x,((x,x),(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 78 32 8.426190 1.004217 13 0.197183 0.304762 6 4 7 ((x,((x,x),(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 77 29 9.283333 1.006569 12 0.183099 0.276190 7 2 9 ((x,((x,x),(x,x))),((x,x),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 77 29 8.783333 1.006569 12 0.183099 0.276190 6 3 8 ((x,((x,x),(x,x))),((x,x),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 78 32 7.926190 1.004217 13 0.197183 0.304762 5 5 6 ((x,((x,x),(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 77 29 8.783333 1.006569 12 0.183099 0.276190 6 3 8 ((x,((x,x),(x,x))),((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 76 28 8.783333 1.011273 12 0.169014 0.266667 6 3 7 ((x,((x,x),(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 77 29 8.116667 1.006569 12 0.183099 0.276190 5 4 7 ((x,((x,x),(x,x))),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 76 26 8.783333 1.011273 12 0.169014 0.247619 6 4 8 ((x,((x,x),(x,x))),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 75 23 9.616667 1.015976 11 0.154930 0.219048 7 2 11 ((x,((x,x),(x,x))),((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 80 36 7.551190 1.014800 14 0.225352 0.342857 5 7 6 ((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 8.426190 1.015976 13 0.211268 0.314286 6 2 8 ((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 32 8.426190 1.018328 13 0.197183 0.304762 6 3 7 ((x,((x,x),(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 31 8.426190 1.023032 13 0.183099 0.295238 6 4 7 ((x,((x,x),(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 28 9.283333 1.025383 12 0.169014 0.266667 7 2 9 ((x,((x,x),(x,x))),((x,x),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 76 28 8.783333 1.025383 12 0.169014 0.266667 6 3 8 ((x,((x,x),(x,x))),((x,x),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 30 8.426190 1.032439 13 0.169014 0.285714 6 5 7 ((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 27 9.283333 1.034791 12 0.154930 0.257143 7 2 9 ((x,((x,x),(x,x))),((x,x),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 74 26 9.283333 1.039494 12 0.140845 0.247619 7 3 8 ((x,((x,x),(x,x))),((x,x),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 74 26 8.783333 1.039494 12 0.140845 0.247619 6 4 7 ((x,((x,x),(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 23 9.616667 1.044198 11 0.126761 0.219048 7 3 9 ((x,((x,x),(x,x))),((x,x),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 76 30 7.926190 1.032439 13 0.169014 0.285714 5 6 6 ((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.783333 1.034791 12 0.154930 0.257143 6 3 8 ((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.783333 1.039494 12 0.140845 0.247619 6 3 7 ((x,((x,x),(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.783333 1.048901 12 0.126761 0.238095 6 4 7 ((x,((x,x),(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 72 22 9.616667 1.053605 11 0.112676 0.209524 7 3 9 ((x,((x,x),(x,x))),((x,x),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 72 22 9.116667 1.053605 11 0.112676 0.209524 6 3 8 ((x,((x,x),(x,x))),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 74 26 8.116667 1.039494 12 0.140845 0.247619 5 5 6 ((x,((x,x),(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 73 23 8.950000 1.044198 11 0.126761 0.219048 6 4 8 ((x,((x,x),(x,x))),((x,x),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 72 22 8.950000 1.053605 11 0.112676 0.209524 6 4 7 ((x,((x,x),(x,x))),((x,x),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 73 23 8.783333 1.048901 12 0.126761 0.219048 6 5 8 ((x,((x,x),(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 20 9.616667 1.053605 11 0.112676 0.190476 7 2 10 ((x,((x,x),(x,x))),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 71 19 9.616667 1.063012 11 0.098592 0.180952 7 3 9 ((x,((x,x),(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 80 36 7.051190 1.014800 14 0.225352 0.342857 4 8 5 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 7.926190 1.015976 13 0.211268 0.314286 5 3 7 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 32 7.926190 1.018328 13 0.197183 0.304762 5 3 6 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 31 7.926190 1.023032 13 0.183099 0.295238 5 4 6 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.025383 12 0.169014 0.266667 6 3 8 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 76 28 8.283333 1.025383 12 0.169014 0.266667 5 3 7 ((x,((x,x),(x,x))),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 30 7.926190 1.032439 13 0.169014 0.285714 5 5 6 ((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 27 8.783333 1.034791 12 0.154930 0.257143 6 3 8 ((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 74 26 8.783333 1.039494 12 0.140845 0.247619 6 3 7 ((x,((x,x),(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 74 26 8.283333 1.039494 12 0.140845 0.247619 5 4 6 ((x,((x,x),(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 23 9.116667 1.044198 11 0.126761 0.219048 6 3 8 ((x,((x,x),(x,x))),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 75 29 7.926190 1.051253 13 0.154930 0.276190 5 6 6 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 74 26 8.783333 1.053605 12 0.140845 0.247619 6 3 8 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 73 25 8.783333 1.058309 12 0.126761 0.238095 6 3 7 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.783333 1.067716 12 0.112676 0.228571 6 4 7 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 71 21 9.616667 1.072419 11 0.098592 0.200000 7 3 9 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))) 16 6 71 21 9.116667 1.072419 11 0.098592 0.200000 6 3 8 ((x,((x,x),(x,x))),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.283333 1.067716 12 0.112676 0.228571 5 5 6 ((x,((x,x),(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 71 21 9.116667 1.072419 11 0.098592 0.200000 6 3 8 ((x,((x,x),(x,x))),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 70 20 9.116667 1.081827 11 0.084507 0.190476 6 3 7 ((x,((x,x),(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 71 21 8.450000 1.072419 11 0.098592 0.200000 5 4 7 ((x,((x,x),(x,x))),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 70 18 9.116667 1.081827 11 0.084507 0.171429 6 4 8 ((x,((x,x),(x,x))),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 69 15 9.916667 1.091234 10 0.070423 0.142857 7 3 11 ((x,((x,x),(x,x))),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 76 30 7.259524 1.032439 13 0.169014 0.285714 4 7 5 ((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.116667 1.034791 12 0.154930 0.257143 5 4 7 ((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.116667 1.039494 12 0.140845 0.247619 5 4 6 ((x,((x,x),(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.116667 1.048901 12 0.126761 0.238095 5 4 6 ((x,((x,x),(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 72 22 8.950000 1.053605 11 0.112676 0.209524 6 4 8 ((x,((x,x),(x,x))),((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 72 22 8.450000 1.053605 11 0.112676 0.209524 5 4 7 ((x,((x,x),(x,x))),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.116667 1.067716 12 0.112676 0.228571 5 5 6 ((x,((x,x),(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 71 21 8.950000 1.072419 11 0.098592 0.200000 6 4 8 ((x,((x,x),(x,x))),((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 70 20 8.950000 1.081827 11 0.084507 0.190476 6 4 7 ((x,((x,x),(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 70 20 8.450000 1.081827 11 0.084507 0.190476 5 4 6 ((x,((x,x),(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 17 9.250000 1.091234 10 0.070423 0.161905 6 4 8 ((x,((x,x),(x,x))),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 8 75 27 7.926190 1.051253 13 0.154930 0.257143 5 7 7 ((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 74 24 8.783333 1.053605 12 0.140845 0.228571 6 2 9 ((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 73 23 8.783333 1.058309 12 0.126761 0.219048 6 3 8 ((x,((x,x),(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 72 22 8.783333 1.067716 12 0.112676 0.209524 6 4 8 ((x,((x,x),(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 71 19 9.616667 1.072419 11 0.098592 0.180952 7 2 10 ((x,((x,x),(x,x))),(((x,x),(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 71 19 9.116667 1.072419 11 0.098592 0.180952 6 3 9 ((x,((x,x),(x,x))),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 71 21 8.783333 1.086530 12 0.098592 0.200000 6 5 8 ((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 70 18 9.616667 1.091234 11 0.084507 0.171429 7 2 10 ((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 69 17 9.616667 1.100641 11 0.070423 0.161905 7 3 9 ((x,((x,x),(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 69 17 9.116667 1.100641 11 0.070423 0.161905 6 4 8 ((x,((x,x),(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 68 14 9.916667 1.110048 10 0.056338 0.133333 7 3 10 ((x,((x,x),(x,x))),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 74 26 7.366667 1.039494 12 0.140845 0.247619 4 6 5 ((x,((x,x),(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 73 23 8.200000 1.044198 11 0.126761 0.219048 5 5 7 ((x,((x,x),(x,x))),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))) 16 6 72 22 8.200000 1.053605 11 0.112676 0.209524 5 5 6 ((x,((x,x),(x,x))),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))) 16 6 71 21 8.200000 1.072419 11 0.098592 0.200000 5 5 6 ((x,((x,x),(x,x))),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))) 16 6 70 18 8.950000 1.081827 11 0.084507 0.171429 6 5 8 ((x,((x,x),(x,x))),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x))))) 16 6 70 18 8.450000 1.081827 11 0.084507 0.171429 5 5 7 ((x,((x,x),(x,x))),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x))))) 16 7 73 23 8.116667 1.048901 12 0.126761 0.219048 5 6 7 ((x,((x,x),(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.950000 1.053605 11 0.112676 0.190476 6 2 9 ((x,((x,x),(x,x))),((x,((x,x),(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.950000 1.063012 11 0.098592 0.180952 6 3 8 ((x,((x,x),(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.950000 1.081827 11 0.084507 0.171429 6 4 8 ((x,((x,x),(x,x))),((x,((x,x),(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 69 15 9.750000 1.091234 10 0.070423 0.142857 7 2 10 ((x,((x,x),(x,x))),((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))) 16 5 69 15 9.250000 1.091234 10 0.070423 0.142857 6 3 9 ((x,((x,x),(x,x))),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 72 22 8.116667 1.067716 12 0.112676 0.209524 5 6 6 ((x,((x,x),(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 71 19 8.950000 1.072419 11 0.098592 0.180952 6 3 8 ((x,((x,x),(x,x))),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 70 18 8.950000 1.081827 11 0.084507 0.171429 6 3 7 ((x,((x,x),(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 69 17 8.950000 1.100641 11 0.070423 0.161905 6 4 7 ((x,((x,x),(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 68 14 9.750000 1.110048 10 0.056338 0.133333 7 3 9 ((x,((x,x),(x,x))),(((x,x),(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 68 14 9.250000 1.110048 10 0.056338 0.133333 6 3 8 ((x,((x,x),(x,x))),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 11 93 53 5.762302 0.940425 16 0.408451 0.504762 3 11 3 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,(x,x))))))))))) 16 10 92 50 6.662302 0.940719 15 0.394366 0.476190 4 3 5 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,((x,x),(x,x)))))))))) 16 10 91 49 6.662302 0.941307 15 0.380282 0.466667 4 3 4 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,(x,x)))))))))) 16 10 90 48 6.662302 0.942483 15 0.366197 0.457143 4 4 4 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,(x,x)))))))))) 16 9 89 45 7.551190 0.943071 14 0.352113 0.428571 5 3 6 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,((x,x),((x,x),(x,x))))))))) 16 9 89 45 7.051190 0.943071 14 0.352113 0.428571 4 3 5 (((x,x),(x,(x,x))),(x,(x,(x,(x,(x,((x,(x,x)),(x,(x,x))))))))) 16 10 89 47 6.662302 0.944834 15 0.352113 0.447619 4 5 4 (((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,(x,x)))))))))) 16 9 88 44 7.551190 0.945422 14 0.338028 0.419048 5 3 6 (((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,((x,x),(x,x))))))))) 16 9 87 43 7.551190 0.946598 14 0.323944 0.409524 5 3 5 (((x,x),(x,(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,(x,x))))))))) 16 9 87 43 7.051190 0.946598 14 0.323944 0.409524 4 4 4 (((x,x),(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,(x,x))))))))) 16 8 86 40 7.926190 0.947774 13 0.309859 0.380952 5 3 6 (((x,x),(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),((x,x),(x,x)))))))) 16 10 88 46 6.662302 0.949538 15 0.338028 0.438095 4 6 4 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,(x,x)))))))))) 16 9 87 43 7.551190 0.950126 14 0.323944 0.409524 5 3 6 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,((x,x),(x,x))))))))) 16 9 86 42 7.551190 0.951302 14 0.309859 0.400000 5 3 5 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,(x,x))))))))) 16 9 85 41 7.551190 0.953654 14 0.295775 0.390476 5 4 5 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,(x,x))))))))) 16 8 84 38 8.426190 0.954830 13 0.281690 0.361905 6 3 7 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),((x,x),((x,x),(x,x)))))))) 16 8 84 38 7.926190 0.954830 13 0.281690 0.361905 5 3 6 (((x,x),(x,(x,x))),(x,(x,(x,((x,x),((x,(x,x)),(x,(x,x)))))))) 16 9 85 41 7.051190 0.953654 14 0.295775 0.390476 4 5 4 (((x,x),(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,(x,x))))))))) 16 8 84 38 7.926190 0.954830 13 0.281690 0.361905 5 3 6 (((x,x),(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,((x,x),(x,x)))))))) 16 8 83 37 7.926190 0.957181 13 0.267606 0.352381 5 3 5 (((x,x),(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,(x,x)))))))) 16 8 84 38 7.259524 0.954830 13 0.281690 0.361905 4 4 5 (((x,x),(x,(x,x))),(x,(x,(x,((x,(x,(x,x))),(x,(x,(x,x)))))))) 16 8 83 35 7.926190 0.957181 13 0.267606 0.333333 5 4 6 (((x,x),(x,(x,x))),(x,(x,(x,(((x,x),(x,x)),(x,(x,(x,x)))))))) 16 7 82 32 8.783333 0.959533 12 0.253521 0.304762 6 3 9 (((x,x),(x,(x,x))),(x,(x,(x,(((x,x),(x,x)),((x,x),(x,x))))))) 16 10 87 45 6.662302 0.958945 15 0.323944 0.428571 4 7 4 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 86 42 7.551190 0.959533 14 0.309859 0.400000 5 3 6 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,((x,x),(x,x))))))))) 16 9 85 41 7.551190 0.960709 14 0.295775 0.390476 5 3 5 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,(x,x))))))))) 16 9 84 40 7.551190 0.963061 14 0.281690 0.380952 5 4 5 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,(x,(x,x))))))))) 16 8 83 37 8.426190 0.964237 13 0.267606 0.352381 6 3 7 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,((x,x),((x,x),(x,x)))))))) 16 8 83 37 7.926190 0.964237 13 0.267606 0.352381 5 3 6 (((x,x),(x,(x,x))),(x,(x,((x,x),(x,((x,(x,x)),(x,(x,x)))))))) 16 9 83 39 7.551190 0.967764 14 0.267606 0.371429 5 5 5 (((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,(x,(x,x))))))))) 16 8 82 36 8.426190 0.968940 13 0.253521 0.342857 6 3 7 (((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),(x,((x,x),(x,x)))))))) 16 8 81 35 8.426190 0.971292 13 0.239437 0.333333 6 3 6 (((x,x),(x,(x,x))),(x,(x,((x,x),((x,x),((x,x),(x,(x,x)))))))) 16 8 81 35 7.926190 0.971292 13 0.239437 0.333333 5 4 5 (((x,x),(x,(x,x))),(x,(x,((x,x),((x,(x,x)),(x,(x,(x,x)))))))) 16 7 80 32 8.783333 0.973644 12 0.225352 0.304762 6 3 7 (((x,x),(x,(x,x))),(x,(x,((x,x),((x,(x,x)),((x,x),(x,x))))))) 16 9 83 39 7.051190 0.967764 14 0.267606 0.371429 4 6 4 (((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,(x,(x,x))))))))) 16 8 82 36 7.926190 0.968940 13 0.253521 0.342857 5 3 6 (((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,((x,x),(x,x)))))))) 16 8 81 35 7.926190 0.971292 13 0.239437 0.333333 5 3 5 (((x,x),(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,(x,x)))))))) 16 8 80 34 7.926190 0.975996 13 0.225352 0.323810 5 4 5 (((x,x),(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,(x,x)))))))) 16 7 79 31 8.783333 0.978347 12 0.211268 0.295238 6 3 7 (((x,x),(x,(x,x))),(x,(x,((x,(x,x)),((x,x),((x,x),(x,x))))))) 16 7 79 31 8.283333 0.978347 12 0.211268 0.295238 5 3 6 (((x,x),(x,(x,x))),(x,(x,((x,(x,x)),((x,(x,x)),(x,(x,x))))))) 16 8 81 35 7.259524 0.971292 13 0.239437 0.333333 4 5 4 (((x,x),(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,(x,x)))))))) 16 7 80 32 8.116667 0.973644 12 0.225352 0.304762 5 4 6 (((x,x),(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,((x,x),(x,x))))))) 16 7 79 31 8.116667 0.978347 12 0.211268 0.295238 5 4 5 (((x,x),(x,(x,x))),(x,(x,((x,(x,(x,x))),((x,x),(x,(x,x))))))) 16 8 80 32 7.926190 0.975996 13 0.225352 0.304762 5 5 6 (((x,x),(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,(x,x)))))))) 16 7 79 29 8.783333 0.978347 12 0.211268 0.276190 6 3 8 (((x,x),(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,((x,x),(x,x))))))) 16 7 78 28 8.783333 0.983051 12 0.197183 0.266667 6 3 7 (((x,x),(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,(x,x))))))) 16 10 86 44 6.662302 0.977760 15 0.309859 0.419048 4 8 4 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 85 41 7.551190 0.978347 14 0.295775 0.390476 5 3 6 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 84 40 7.551190 0.979523 14 0.281690 0.380952 5 3 5 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 83 39 7.551190 0.981875 14 0.267606 0.371429 5 4 5 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 82 36 8.426190 0.983051 13 0.253521 0.342857 6 3 7 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 82 36 7.926190 0.983051 13 0.253521 0.342857 5 3 6 (((x,x),(x,(x,x))),(x,((x,x),(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 82 38 7.551190 0.986579 14 0.253521 0.361905 5 5 5 (((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 81 35 8.426190 0.987755 13 0.239437 0.333333 6 3 7 (((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 80 34 8.426190 0.990106 13 0.225352 0.323810 6 3 6 (((x,x),(x,(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 80 34 7.926190 0.990106 13 0.225352 0.323810 5 4 5 (((x,x),(x,(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 79 31 8.783333 0.992458 12 0.211268 0.295238 6 3 7 (((x,x),(x,(x,x))),(x,((x,x),(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 81 37 7.551190 0.995986 14 0.239437 0.352381 5 6 5 (((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 80 34 8.426190 0.997162 13 0.225352 0.323810 6 3 7 (((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 79 33 8.426190 0.999514 13 0.211268 0.314286 6 3 6 (((x,x),(x,(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 78 32 8.426190 1.004217 13 0.197183 0.304762 6 4 6 (((x,x),(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 77 29 9.283333 1.006569 12 0.183099 0.276190 7 3 8 (((x,x),(x,(x,x))),(x,((x,x),((x,x),((x,x),((x,x),(x,x))))))) 16 7 77 29 8.783333 1.006569 12 0.183099 0.276190 6 3 7 (((x,x),(x,(x,x))),(x,((x,x),((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 78 32 7.926190 1.004217 13 0.197183 0.304762 5 5 5 (((x,x),(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 77 29 8.783333 1.006569 12 0.183099 0.276190 6 3 7 (((x,x),(x,(x,x))),(x,((x,x),((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 76 28 8.783333 1.011273 12 0.169014 0.266667 6 3 6 (((x,x),(x,(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 77 29 8.116667 1.006569 12 0.183099 0.276190 5 4 6 (((x,x),(x,(x,x))),(x,((x,x),((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 76 26 8.783333 1.011273 12 0.169014 0.247619 6 4 7 (((x,x),(x,(x,x))),(x,((x,x),(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 75 23 9.616667 1.015976 11 0.154930 0.219048 7 3 10 (((x,x),(x,(x,x))),(x,((x,x),(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 81 37 7.051190 0.995986 14 0.239437 0.352381 4 7 4 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 34 7.926190 0.997162 13 0.225352 0.323810 5 3 6 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 33 7.926190 0.999514 13 0.211268 0.314286 5 3 5 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 32 7.926190 1.004217 13 0.197183 0.304762 5 4 5 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 29 8.783333 1.006569 12 0.183099 0.276190 6 3 7 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,((x,x),((x,x),(x,x))))))) 16 7 77 29 8.283333 1.006569 12 0.183099 0.276190 5 3 6 (((x,x),(x,(x,x))),(x,((x,(x,x)),(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 31 7.926190 1.013624 13 0.183099 0.295238 5 5 5 (((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.015976 12 0.169014 0.266667 6 3 7 (((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,((x,x),(x,x))))))) 16 7 75 27 8.783333 1.020680 12 0.154930 0.257143 6 3 6 (((x,x),(x,(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,(x,x))))))) 16 7 75 27 8.283333 1.020680 12 0.154930 0.257143 5 4 5 (((x,x),(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 24 9.116667 1.025383 11 0.140845 0.228571 6 3 7 (((x,x),(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),((x,x),(x,x)))))) 16 8 78 32 7.259524 1.004217 13 0.197183 0.304762 4 6 4 (((x,x),(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,(x,x)))))))) 16 7 77 29 8.116667 1.006569 12 0.183099 0.276190 5 4 6 (((x,x),(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,((x,x),(x,x))))))) 16 7 76 28 8.116667 1.011273 12 0.169014 0.266667 5 4 5 (((x,x),(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,(x,x))))))) 16 7 75 27 8.116667 1.020680 12 0.154930 0.257143 5 4 5 (((x,x),(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,(x,x))))))) 16 6 74 24 8.950000 1.025383 11 0.140845 0.228571 6 4 7 (((x,x),(x,(x,x))),(x,((x,(x,(x,x))),((x,x),((x,x),(x,x)))))) 16 6 74 24 8.450000 1.025383 11 0.140845 0.228571 5 4 6 (((x,x),(x,(x,x))),(x,((x,(x,(x,x))),((x,(x,x)),(x,(x,x)))))) 16 8 77 29 7.926190 1.013624 13 0.183099 0.276190 5 6 6 (((x,x),(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 76 26 8.783333 1.015976 12 0.169014 0.247619 6 3 8 (((x,x),(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 75 25 8.783333 1.020680 12 0.154930 0.238095 6 3 7 (((x,x),(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 74 24 8.783333 1.030087 12 0.140845 0.228571 6 4 7 (((x,x),(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 73 21 9.616667 1.034791 11 0.126761 0.200000 7 3 9 (((x,x),(x,(x,x))),(x,(((x,x),(x,x)),((x,x),((x,x),(x,x)))))) 16 6 73 21 9.116667 1.034791 11 0.126761 0.200000 6 3 8 (((x,x),(x,(x,x))),(x,(((x,x),(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 77 29 7.366667 1.006569 12 0.183099 0.276190 4 5 5 (((x,x),(x,(x,x))),(x,((x,(x,(x,(x,x)))),(x,(x,(x,(x,x))))))) 16 7 76 26 8.116667 1.011273 12 0.169014 0.247619 5 5 6 (((x,x),(x,(x,x))),(x,((x,((x,x),(x,x))),(x,(x,(x,(x,x))))))) 16 6 75 23 8.950000 1.015976 11 0.154930 0.219048 6 3 9 (((x,x),(x,(x,x))),(x,((x,((x,x),(x,x))),(x,((x,x),(x,x)))))) 16 7 75 25 8.116667 1.020680 12 0.154930 0.238095 5 5 5 (((x,x),(x,(x,x))),(x,(((x,x),(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 74 22 8.950000 1.025383 11 0.140845 0.209524 6 3 7 (((x,x),(x,(x,x))),(x,(((x,x),(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 73 21 8.950000 1.034791 11 0.126761 0.200000 6 3 7 (((x,x),(x,(x,x))),(x,(((x,x),(x,(x,x))),((x,x),(x,(x,x)))))) 16 10 85 43 6.662302 1.015388 15 0.295775 0.409524 4 9 4 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 84 40 7.551190 1.015976 14 0.281690 0.380952 5 3 6 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 83 39 7.551190 1.017152 14 0.267606 0.371429 5 3 5 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 82 38 7.551190 1.019504 14 0.253521 0.361905 5 4 5 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 81 35 8.426190 1.020680 13 0.239437 0.333333 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 81 35 7.926190 1.020680 13 0.239437 0.333333 5 3 6 (((x,x),(x,(x,x))),((x,x),(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 81 37 7.551190 1.024208 14 0.239437 0.352381 5 5 5 (((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 80 34 8.426190 1.025383 13 0.225352 0.323810 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 79 33 8.426190 1.027735 13 0.211268 0.314286 6 3 6 (((x,x),(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 79 33 7.926190 1.027735 13 0.211268 0.314286 5 4 5 (((x,x),(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 78 30 8.783333 1.030087 12 0.197183 0.285714 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 80 36 7.551190 1.033615 14 0.225352 0.342857 5 6 5 (((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 8.426190 1.034791 13 0.211268 0.314286 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 78 32 8.426190 1.037142 13 0.197183 0.304762 6 3 6 (((x,x),(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 77 31 8.426190 1.041846 13 0.183099 0.295238 6 4 6 (((x,x),(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 76 28 9.283333 1.044198 12 0.169014 0.266667 7 3 8 (((x,x),(x,(x,x))),((x,x),(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 76 28 8.783333 1.044198 12 0.169014 0.266667 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 77 31 7.926190 1.041846 13 0.183099 0.295238 5 5 5 (((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 76 28 8.783333 1.044198 12 0.169014 0.266667 6 3 7 (((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 75 27 8.783333 1.048901 12 0.154930 0.257143 6 3 6 (((x,x),(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 76 28 8.116667 1.044198 12 0.169014 0.266667 5 4 6 (((x,x),(x,(x,x))),((x,x),(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 75 25 8.783333 1.048901 12 0.154930 0.238095 6 4 7 (((x,x),(x,(x,x))),((x,x),(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 74 22 9.616667 1.053605 11 0.140845 0.209524 7 3 10 (((x,x),(x,(x,x))),((x,x),(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 79 35 7.551190 1.052429 14 0.211268 0.333333 5 7 5 (((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 78 32 8.426190 1.053605 13 0.197183 0.304762 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 77 31 8.426190 1.055957 13 0.183099 0.295238 6 3 6 (((x,x),(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 76 30 8.426190 1.060660 13 0.169014 0.285714 6 4 6 (((x,x),(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 75 27 9.283333 1.063012 12 0.154930 0.257143 7 3 8 (((x,x),(x,(x,x))),((x,x),((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 75 27 8.783333 1.063012 12 0.154930 0.257143 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 75 29 8.426190 1.070068 13 0.154930 0.276190 6 5 6 (((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 74 26 9.283333 1.072419 12 0.140845 0.247619 7 3 8 (((x,x),(x,(x,x))),((x,x),((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 73 25 9.283333 1.077123 12 0.126761 0.238095 7 3 7 (((x,x),(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 73 25 8.783333 1.077123 12 0.126761 0.238095 6 4 6 (((x,x),(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 72 22 9.616667 1.081827 11 0.112676 0.209524 7 3 8 (((x,x),(x,(x,x))),((x,x),((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 75 29 7.926190 1.070068 13 0.154930 0.276190 5 6 5 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 74 26 8.783333 1.072419 12 0.140845 0.247619 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 73 25 8.783333 1.077123 12 0.126761 0.238095 6 3 6 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.783333 1.086530 12 0.112676 0.228571 6 4 6 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 71 21 9.616667 1.091234 11 0.098592 0.200000 7 3 8 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 71 21 9.116667 1.091234 11 0.098592 0.200000 6 3 7 (((x,x),(x,(x,x))),((x,x),((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 73 25 8.116667 1.077123 12 0.126761 0.238095 5 5 5 (((x,x),(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 72 22 8.950000 1.081827 11 0.112676 0.209524 6 4 7 (((x,x),(x,(x,x))),((x,x),((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 71 21 8.950000 1.091234 11 0.098592 0.200000 6 4 6 (((x,x),(x,(x,x))),((x,x),((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 72 22 8.783333 1.086530 12 0.112676 0.209524 6 5 7 (((x,x),(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 71 19 9.616667 1.091234 11 0.098592 0.180952 7 3 9 (((x,x),(x,(x,x))),((x,x),(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 70 18 9.616667 1.100641 11 0.084507 0.171429 7 3 8 (((x,x),(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 79 35 7.051190 1.052429 14 0.211268 0.333333 4 8 4 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 78 32 7.926190 1.053605 13 0.197183 0.304762 5 3 6 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 77 31 7.926190 1.055957 13 0.183099 0.295238 5 3 5 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 76 30 7.926190 1.060660 13 0.169014 0.285714 5 4 5 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 75 27 8.783333 1.063012 12 0.154930 0.257143 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 75 27 8.283333 1.063012 12 0.154930 0.257143 5 3 6 (((x,x),(x,(x,x))),((x,(x,x)),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 75 29 7.926190 1.070068 13 0.154930 0.276190 5 5 5 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 74 26 8.783333 1.072419 12 0.140845 0.247619 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 73 25 8.783333 1.077123 12 0.126761 0.238095 6 3 6 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 73 25 8.283333 1.077123 12 0.126761 0.238095 5 4 5 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 72 22 9.116667 1.081827 11 0.112676 0.209524 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 74 28 7.926190 1.088882 13 0.140845 0.266667 5 6 5 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 73 25 8.783333 1.091234 12 0.126761 0.238095 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 72 24 8.783333 1.095937 12 0.112676 0.228571 6 3 6 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 71 23 8.783333 1.105345 12 0.098592 0.219048 6 4 6 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 70 20 9.616667 1.110048 11 0.084507 0.190476 7 3 8 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),((x,x),((x,x),(x,x)))))) 16 6 70 20 9.116667 1.110048 11 0.084507 0.190476 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 71 23 8.283333 1.105345 12 0.098592 0.219048 5 5 5 (((x,x),(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 70 20 9.116667 1.110048 11 0.084507 0.190476 6 3 7 (((x,x),(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 69 19 9.116667 1.119455 11 0.070423 0.180952 6 3 6 (((x,x),(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 70 20 8.450000 1.110048 11 0.084507 0.190476 5 4 6 (((x,x),(x,(x,x))),((x,(x,x)),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 69 17 9.116667 1.119455 11 0.070423 0.161905 6 4 7 (((x,x),(x,(x,x))),((x,(x,x)),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 68 14 9.916667 1.128862 10 0.056338 0.133333 7 3 10 (((x,x),(x,(x,x))),((x,(x,x)),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 75 29 7.259524 1.070068 13 0.154930 0.276190 4 7 4 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 74 26 8.116667 1.072419 12 0.140845 0.247619 5 4 6 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,((x,x),(x,x))))))) 16 7 73 25 8.116667 1.077123 12 0.126761 0.238095 5 4 5 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.116667 1.086530 12 0.112676 0.228571 5 4 5 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,(x,x))))))) 16 6 71 21 8.950000 1.091234 11 0.098592 0.200000 6 4 7 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,((x,x),((x,x),(x,x)))))) 16 6 71 21 8.450000 1.091234 11 0.098592 0.200000 5 4 6 (((x,x),(x,(x,x))),((x,(x,(x,x))),(x,((x,(x,x)),(x,(x,x)))))) 16 7 71 23 8.116667 1.105345 12 0.098592 0.219048 5 5 5 (((x,x),(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,(x,x))))))) 16 6 70 20 8.950000 1.110048 11 0.084507 0.190476 6 4 7 (((x,x),(x,(x,x))),((x,(x,(x,x))),((x,x),(x,((x,x),(x,x)))))) 16 6 69 19 8.950000 1.119455 11 0.070423 0.180952 6 4 6 (((x,x),(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,(x,x)))))) 16 6 69 19 8.450000 1.119455 11 0.070423 0.180952 5 4 5 (((x,x),(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,(x,x)))))) 16 5 68 16 9.250000 1.128862 10 0.056338 0.152381 6 4 7 (((x,x),(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),((x,x),(x,x))))) 16 8 74 26 7.926190 1.088882 13 0.140845 0.247619 5 7 6 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 73 23 8.783333 1.091234 12 0.126761 0.219048 6 3 8 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 72 22 8.783333 1.095937 12 0.112676 0.209524 6 3 7 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 71 21 8.783333 1.105345 12 0.098592 0.200000 6 4 7 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 70 18 9.616667 1.110048 11 0.084507 0.171429 7 3 9 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 70 18 9.116667 1.110048 11 0.084507 0.171429 6 3 8 (((x,x),(x,(x,x))),(((x,x),(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 70 20 8.783333 1.124159 12 0.084507 0.190476 6 5 7 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 69 17 9.616667 1.128862 11 0.070423 0.161905 7 3 9 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 68 16 9.616667 1.138270 11 0.056338 0.152381 7 3 8 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 68 16 9.116667 1.138270 11 0.056338 0.152381 6 4 7 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 67 13 9.916667 1.147677 10 0.042254 0.123810 7 3 9 (((x,x),(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 73 25 7.366667 1.077123 12 0.126761 0.238095 4 6 4 (((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,(x,x))))))) 16 6 72 22 8.200000 1.081827 11 0.112676 0.209524 5 5 6 (((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,((x,x),(x,x)))))) 16 6 71 21 8.200000 1.091234 11 0.098592 0.200000 5 5 5 (((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),(x,((x,x),(x,(x,x)))))) 16 6 70 20 8.200000 1.110048 11 0.084507 0.190476 5 5 5 (((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),((x,x),(x,(x,(x,x)))))) 16 6 69 17 8.950000 1.119455 11 0.070423 0.161905 6 5 7 (((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),((x,x),((x,x),(x,x))))) 16 6 69 17 8.450000 1.119455 11 0.070423 0.161905 5 5 6 (((x,x),(x,(x,x))),((x,(x,(x,(x,x)))),((x,(x,x)),(x,(x,x))))) 16 7 72 22 8.116667 1.086530 12 0.112676 0.209524 5 6 6 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 71 19 8.950000 1.091234 11 0.098592 0.180952 6 3 8 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 70 18 8.950000 1.100641 11 0.084507 0.171429 6 3 7 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 69 17 8.950000 1.119455 11 0.070423 0.161905 6 4 7 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 68 14 9.750000 1.128862 10 0.056338 0.133333 7 3 9 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),((x,x),((x,x),(x,x))))) 16 5 68 14 9.250000 1.128862 10 0.056338 0.133333 6 3 8 (((x,x),(x,(x,x))),((x,((x,x),(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 71 21 8.116667 1.105345 12 0.098592 0.200000 5 6 5 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 70 18 8.950000 1.110048 11 0.084507 0.171429 6 3 7 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 69 17 8.950000 1.119455 11 0.070423 0.161905 6 3 6 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 68 16 8.950000 1.138270 11 0.056338 0.152381 6 4 6 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 67 13 9.750000 1.147677 10 0.042254 0.123810 7 3 8 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 67 13 9.250000 1.147677 10 0.042254 0.123810 6 3 7 (((x,x),(x,(x,x))),(((x,x),(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 10 90 50 5.112302 0.893095 17 0.366197 0.476190 2 10 2 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 89 47 6.001190 0.893683 16 0.352113 0.447619 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 88 46 6.001190 0.894859 16 0.338028 0.438095 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 87 45 6.001190 0.897210 16 0.323944 0.428571 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 86 42 6.876190 0.898386 15 0.309859 0.400000 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 86 42 6.376190 0.898386 15 0.309859 0.400000 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 86 44 6.001190 0.901914 16 0.309859 0.419048 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 85 41 6.876190 0.903090 15 0.295775 0.390476 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 84 40 6.876190 0.905442 15 0.281690 0.380952 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 84 40 6.376190 0.905442 15 0.281690 0.380952 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 83 37 7.233333 0.907794 14 0.267606 0.352381 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 85 43 6.001190 0.911321 16 0.295775 0.409524 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 84 40 6.876190 0.912497 15 0.281690 0.380952 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 83 39 6.876190 0.914849 15 0.267606 0.371429 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 82 38 6.876190 0.919553 15 0.253521 0.361905 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 81 35 7.733333 0.921904 14 0.239437 0.333333 5 6 6 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 81 35 7.233333 0.921904 14 0.239437 0.333333 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 82 38 6.376190 0.919553 15 0.253521 0.361905 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 81 35 7.233333 0.921904 14 0.239437 0.333333 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 80 34 7.233333 0.926608 14 0.225352 0.323810 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 81 35 6.566667 0.921904 14 0.239437 0.333333 3 6 4 ((x,(x,(x,(x,(x,x))))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 80 32 7.233333 0.926608 14 0.225352 0.304762 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 79 29 8.066667 0.931312 13 0.211268 0.276190 5 6 8 ((x,(x,(x,(x,(x,x))))),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 84 42 6.001190 0.930136 16 0.281690 0.400000 3 7 3 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 83 39 6.876190 0.931312 15 0.267606 0.371429 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 82 38 6.876190 0.933663 15 0.253521 0.361905 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 81 37 6.876190 0.938367 15 0.239437 0.352381 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 80 34 7.733333 0.940719 14 0.225352 0.323810 5 6 6 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 80 34 7.233333 0.940719 14 0.225352 0.323810 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 80 36 6.876190 0.947774 15 0.225352 0.342857 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 79 33 7.733333 0.950126 14 0.211268 0.314286 5 6 6 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 78 32 7.733333 0.954830 14 0.197183 0.304762 5 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 78 32 7.233333 0.954830 14 0.197183 0.304762 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 77 29 8.066667 0.959533 13 0.183099 0.276190 5 6 6 ((x,(x,(x,(x,(x,x))))),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 80 36 6.376190 0.947774 15 0.225352 0.342857 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 79 33 7.233333 0.950126 14 0.211268 0.314286 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 78 32 7.233333 0.954830 14 0.197183 0.304762 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 77 31 7.233333 0.964237 14 0.183099 0.295238 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 76 28 8.066667 0.968940 13 0.169014 0.266667 5 6 6 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 76 28 7.566667 0.968940 13 0.169014 0.266667 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 78 32 6.566667 0.954830 14 0.197183 0.304762 3 6 3 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 77 29 7.400000 0.959533 13 0.183099 0.276190 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 76 28 7.400000 0.968940 13 0.169014 0.266667 4 6 4 ((x,(x,(x,(x,(x,x))))),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 77 29 7.233333 0.964237 14 0.183099 0.276190 4 6 5 ((x,(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 76 26 8.066667 0.968940 13 0.169014 0.247619 5 6 7 ((x,(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 75 25 8.066667 0.978347 13 0.154930 0.238095 5 6 6 ((x,(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 83 41 6.001190 0.967764 16 0.267606 0.390476 3 8 3 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 38 6.876190 0.968940 15 0.253521 0.361905 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 37 6.876190 0.971292 15 0.239437 0.352381 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 36 6.876190 0.975996 15 0.225352 0.342857 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 33 7.733333 0.978347 14 0.211268 0.314286 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 79 33 7.233333 0.978347 14 0.211268 0.314286 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 35 6.876190 0.985403 15 0.211268 0.333333 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 32 7.733333 0.987755 14 0.197183 0.304762 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 77 31 7.733333 0.992458 14 0.183099 0.295238 5 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 77 31 7.233333 0.992458 14 0.183099 0.295238 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 28 8.066667 0.997162 13 0.169014 0.266667 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 78 34 6.876190 1.004217 15 0.197183 0.323810 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 77 31 7.733333 1.006569 14 0.183099 0.295238 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 76 30 7.733333 1.011273 14 0.169014 0.285714 5 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 75 29 7.733333 1.020680 14 0.154930 0.276190 5 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 74 26 8.566667 1.025383 13 0.140845 0.247619 6 6 7 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),((x,x),(x,x)))))) 16 6 74 26 8.066667 1.025383 13 0.140845 0.247619 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 75 29 7.233333 1.020680 14 0.154930 0.276190 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 26 8.066667 1.025383 13 0.140845 0.247619 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 73 25 8.066667 1.034791 13 0.126761 0.238095 5 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 74 26 7.400000 1.025383 13 0.140845 0.247619 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 73 23 8.066667 1.034791 13 0.126761 0.219048 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 72 20 8.866667 1.044198 12 0.112676 0.190476 6 6 9 ((x,(x,(x,(x,(x,x))))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 78 34 6.376190 1.004217 15 0.197183 0.323810 3 7 3 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 77 31 7.233333 1.006569 14 0.183099 0.295238 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 76 30 7.233333 1.011273 14 0.169014 0.285714 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 75 29 7.233333 1.020680 14 0.154930 0.276190 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 74 26 8.066667 1.025383 13 0.140845 0.247619 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 74 26 7.566667 1.025383 13 0.140845 0.247619 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 74 28 7.233333 1.039494 14 0.140845 0.266667 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 73 25 8.066667 1.044198 13 0.126761 0.238095 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 72 24 8.066667 1.053605 13 0.112676 0.228571 5 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 72 24 7.566667 1.053605 13 0.112676 0.228571 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 6 71 21 8.366667 1.063012 12 0.098592 0.200000 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 75 29 6.566667 1.020680 14 0.154930 0.276190 3 6 3 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 74 26 7.400000 1.025383 13 0.140845 0.247619 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 73 25 7.400000 1.034791 13 0.126761 0.238095 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 72 24 7.400000 1.053605 13 0.112676 0.228571 4 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 6 71 21 8.200000 1.063012 12 0.098592 0.200000 5 6 6 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),((x,x),((x,x),(x,x))))) 16 6 71 21 7.700000 1.063012 12 0.098592 0.200000 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 74 26 7.233333 1.039494 14 0.140845 0.247619 4 6 5 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 73 23 8.066667 1.044198 13 0.126761 0.219048 5 6 7 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 72 22 8.066667 1.053605 13 0.112676 0.209524 5 6 6 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 71 21 8.066667 1.072419 13 0.098592 0.200000 5 6 6 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 16 6 70 18 8.866667 1.081827 12 0.084507 0.171429 6 6 8 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 16 6 70 18 8.366667 1.081827 12 0.084507 0.171429 5 6 7 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 74 26 6.650000 1.025383 13 0.140845 0.247619 3 6 4 ((x,(x,(x,(x,(x,x))))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 16 6 73 23 7.400000 1.034791 13 0.126761 0.219048 4 6 5 ((x,(x,(x,(x,(x,x))))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 16 6 72 20 8.200000 1.044198 12 0.112676 0.190476 5 6 8 ((x,(x,(x,(x,(x,x))))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 16 6 72 22 7.400000 1.053605 13 0.112676 0.209524 4 6 4 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 16 6 71 19 8.200000 1.063012 12 0.098592 0.180952 5 6 6 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 16 6 70 18 8.200000 1.081827 12 0.084507 0.171429 5 6 6 ((x,(x,(x,(x,(x,x))))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 16 10 89 47 5.912302 0.902502 16 0.352113 0.447619 3 10 4 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 88 44 6.801190 0.903090 15 0.338028 0.419048 4 2 6 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 87 43 6.801190 0.904266 15 0.323944 0.409524 4 3 5 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 86 42 6.801190 0.906618 15 0.309859 0.400000 4 4 5 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 85 39 7.676190 0.907794 14 0.295775 0.371429 5 2 7 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 85 39 7.176190 0.907794 14 0.295775 0.371429 4 3 6 ((x,(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 85 41 6.801190 0.911321 15 0.295775 0.390476 4 5 5 ((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 84 38 7.676190 0.912497 14 0.281690 0.361905 5 2 7 ((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 83 37 7.676190 0.914849 14 0.267606 0.352381 5 3 6 ((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 83 37 7.176190 0.914849 14 0.267606 0.352381 4 4 5 ((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 82 34 8.033333 0.917201 13 0.253521 0.323810 5 3 7 ((x,(x,((x,x),(x,x)))),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 84 40 6.801190 0.920728 15 0.281690 0.380952 4 6 5 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 83 37 7.676190 0.921904 14 0.267606 0.352381 5 2 7 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 82 36 7.676190 0.924256 14 0.253521 0.342857 5 3 6 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 81 35 7.676190 0.928960 14 0.239437 0.333333 5 4 6 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 80 32 8.533333 0.931312 13 0.225352 0.304762 6 2 8 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 80 32 8.033333 0.931312 13 0.225352 0.304762 5 3 7 ((x,(x,((x,x),(x,x)))),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 81 35 7.176190 0.928960 14 0.239437 0.333333 4 5 5 ((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 80 32 8.033333 0.931312 13 0.225352 0.304762 5 3 7 ((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 79 31 8.033333 0.936015 13 0.211268 0.295238 5 3 6 ((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 80 32 7.366667 0.931312 13 0.225352 0.304762 4 4 6 ((x,(x,((x,x),(x,x)))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 79 29 8.033333 0.936015 13 0.211268 0.276190 5 4 7 ((x,(x,((x,x),(x,x)))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 78 26 8.866667 0.940719 12 0.197183 0.247619 6 2 10 ((x,(x,((x,x),(x,x)))),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 83 39 6.801190 0.939543 15 0.267606 0.371429 4 7 5 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 36 7.676190 0.940719 14 0.253521 0.342857 5 2 7 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 35 7.676190 0.943071 14 0.239437 0.333333 5 3 6 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 34 7.676190 0.947774 14 0.225352 0.323810 5 4 6 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 31 8.533333 0.950126 13 0.211268 0.295238 6 2 8 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 79 31 8.033333 0.950126 13 0.211268 0.295238 5 3 7 ((x,(x,((x,x),(x,x)))),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 33 7.676190 0.957181 14 0.211268 0.314286 5 5 6 ((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 30 8.533333 0.959533 13 0.197183 0.285714 6 2 8 ((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 77 29 8.533333 0.964237 13 0.183099 0.276190 6 3 7 ((x,(x,((x,x),(x,x)))),(x,((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 77 29 8.033333 0.964237 13 0.183099 0.276190 5 4 6 ((x,(x,((x,x),(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 26 8.866667 0.968940 12 0.169014 0.247619 6 3 8 ((x,(x,((x,x),(x,x)))),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 79 33 7.176190 0.957181 14 0.211268 0.314286 4 6 5 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 8.033333 0.959533 13 0.197183 0.285714 5 3 7 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 77 29 8.033333 0.964237 13 0.183099 0.276190 5 3 6 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 76 28 8.033333 0.973644 13 0.169014 0.266667 5 4 6 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 75 25 8.866667 0.978347 12 0.154930 0.238095 6 3 8 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 75 25 8.366667 0.978347 12 0.154930 0.238095 5 3 7 ((x,(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 77 29 7.366667 0.964237 13 0.183099 0.276190 4 5 5 ((x,(x,((x,x),(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 76 26 8.200000 0.968940 12 0.169014 0.247619 5 4 7 ((x,(x,((x,x),(x,x)))),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 75 25 8.200000 0.978347 12 0.154930 0.238095 5 4 6 ((x,(x,((x,x),(x,x)))),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 76 26 8.033333 0.973644 13 0.169014 0.247619 5 5 7 ((x,(x,((x,x),(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 75 23 8.866667 0.978347 12 0.154930 0.219048 6 2 9 ((x,(x,((x,x),(x,x)))),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 74 22 8.866667 0.987755 12 0.140845 0.209524 6 3 8 ((x,(x,((x,x),(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 82 38 6.801190 0.977172 15 0.253521 0.361905 4 8 5 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 81 35 7.676190 0.978347 14 0.239437 0.333333 5 2 7 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 80 34 7.676190 0.980699 14 0.225352 0.323810 5 3 6 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 79 33 7.676190 0.985403 14 0.211268 0.314286 5 4 6 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 78 30 8.533333 0.987755 13 0.197183 0.285714 6 2 8 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 78 30 8.033333 0.987755 13 0.197183 0.285714 5 3 7 ((x,(x,((x,x),(x,x)))),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 78 32 7.676190 0.994810 14 0.197183 0.304762 5 5 6 ((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 77 29 8.533333 0.997162 13 0.183099 0.276190 6 2 8 ((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 76 28 8.533333 1.001865 13 0.169014 0.266667 6 3 7 ((x,(x,((x,x),(x,x)))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 76 28 8.033333 1.001865 13 0.169014 0.266667 5 4 6 ((x,(x,((x,x),(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 75 25 8.866667 1.006569 12 0.154930 0.238095 6 3 8 ((x,(x,((x,x),(x,x)))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 77 31 7.676190 1.013624 14 0.183099 0.295238 5 6 6 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 8.533333 1.015976 13 0.169014 0.266667 6 2 8 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 75 27 8.533333 1.020680 13 0.154930 0.257143 6 3 7 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 74 26 8.533333 1.030087 13 0.140845 0.247619 6 4 7 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 73 23 9.366667 1.034791 12 0.126761 0.219048 7 2 9 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),((x,x),(x,x)))))) 16 6 73 23 8.866667 1.034791 12 0.126761 0.219048 6 3 8 ((x,(x,((x,x),(x,x)))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 74 26 8.033333 1.030087 13 0.140845 0.247619 5 5 6 ((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 73 23 8.866667 1.034791 12 0.126761 0.219048 6 3 8 ((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 72 22 8.866667 1.044198 12 0.112676 0.209524 6 3 7 ((x,(x,((x,x),(x,x)))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 73 23 8.200000 1.034791 12 0.126761 0.219048 5 4 7 ((x,(x,((x,x),(x,x)))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 72 20 8.866667 1.044198 12 0.112676 0.190476 6 4 8 ((x,(x,((x,x),(x,x)))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 71 17 9.666667 1.053605 11 0.098592 0.161905 7 2 11 ((x,(x,((x,x),(x,x)))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 77 31 7.176190 1.013624 14 0.183099 0.295238 4 7 5 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 8.033333 1.015976 13 0.169014 0.266667 5 3 7 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 27 8.033333 1.020680 13 0.154930 0.257143 5 3 6 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 26 8.033333 1.030087 13 0.140845 0.247619 5 4 6 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 23 8.866667 1.034791 12 0.126761 0.219048 6 3 8 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 73 23 8.366667 1.034791 12 0.126761 0.219048 5 3 7 ((x,(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 25 8.033333 1.048901 13 0.126761 0.238095 5 5 6 ((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 22 8.866667 1.053605 12 0.112676 0.209524 6 3 8 ((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 71 21 8.866667 1.063012 12 0.098592 0.200000 6 3 7 ((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 71 21 8.366667 1.063012 12 0.098592 0.200000 5 4 6 ((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 18 9.166667 1.072419 11 0.084507 0.171429 6 3 8 ((x,(x,((x,x),(x,x)))),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 74 26 7.366667 1.030087 13 0.140845 0.247619 4 6 5 ((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 73 23 8.200000 1.034791 12 0.126761 0.219048 5 4 7 ((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 72 22 8.200000 1.044198 12 0.112676 0.209524 5 4 6 ((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 71 21 8.200000 1.063012 12 0.098592 0.200000 5 4 6 ((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 70 18 9.000000 1.072419 11 0.084507 0.171429 6 4 8 ((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 70 18 8.500000 1.072419 11 0.084507 0.171429 5 4 7 ((x,(x,((x,x),(x,x)))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 73 23 8.033333 1.048901 13 0.126761 0.219048 5 6 7 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.866667 1.053605 12 0.112676 0.190476 6 2 9 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 3 8 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.866667 1.081827 12 0.084507 0.171429 6 4 8 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 69 15 9.666667 1.091234 11 0.070423 0.142857 7 2 10 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 16 5 69 15 9.166667 1.091234 11 0.070423 0.142857 6 3 9 ((x,(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 73 23 7.450000 1.034791 12 0.126761 0.219048 4 5 6 ((x,(x,((x,x),(x,x)))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 16 6 72 20 8.200000 1.044198 12 0.112676 0.190476 5 5 7 ((x,(x,((x,x),(x,x)))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 16 5 71 17 9.000000 1.053605 11 0.098592 0.161905 6 2 10 ((x,(x,((x,x),(x,x)))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 16 6 71 19 8.200000 1.063012 12 0.098592 0.180952 5 5 6 ((x,(x,((x,x),(x,x)))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 70 16 9.000000 1.072419 11 0.084507 0.152381 6 3 8 ((x,(x,((x,x),(x,x)))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 16 5 69 15 9.000000 1.091234 11 0.070423 0.142857 6 3 8 ((x,(x,((x,x),(x,x)))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 16 10 88 46 5.912302 0.921316 16 0.338028 0.438095 3 10 3 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 87 43 6.801190 0.921904 15 0.323944 0.409524 4 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 86 42 6.801190 0.923080 15 0.309859 0.400000 4 3 4 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 85 41 6.801190 0.925432 15 0.295775 0.390476 4 4 4 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 84 38 7.676190 0.926608 14 0.281690 0.361905 5 3 6 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 84 38 7.176190 0.926608 14 0.281690 0.361905 4 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 84 40 6.801190 0.930136 15 0.281690 0.380952 4 5 4 ((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 83 37 7.676190 0.931312 14 0.267606 0.352381 5 3 6 ((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 82 36 7.676190 0.933663 14 0.253521 0.342857 5 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 82 36 7.176190 0.933663 14 0.253521 0.342857 4 4 4 ((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 81 33 8.033333 0.936015 13 0.239437 0.314286 5 3 6 ((x,((x,x),(x,(x,x)))),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 83 39 6.801190 0.939543 15 0.267606 0.371429 4 6 4 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 82 36 7.676190 0.940719 14 0.253521 0.342857 5 3 6 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 81 35 7.676190 0.943071 14 0.239437 0.333333 5 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 80 34 7.676190 0.947774 14 0.225352 0.323810 5 4 5 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 79 31 8.533333 0.950126 13 0.211268 0.295238 6 3 7 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 79 31 8.033333 0.950126 13 0.211268 0.295238 5 3 6 ((x,((x,x),(x,(x,x)))),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 80 34 7.176190 0.947774 14 0.225352 0.323810 4 5 4 ((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 79 31 8.033333 0.950126 13 0.211268 0.295238 5 3 6 ((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 78 30 8.033333 0.954830 13 0.197183 0.285714 5 3 5 ((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 79 31 7.366667 0.950126 13 0.211268 0.295238 4 4 5 ((x,((x,x),(x,(x,x)))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 78 28 8.033333 0.954830 13 0.197183 0.266667 5 4 6 ((x,((x,x),(x,(x,x)))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 77 25 8.866667 0.959533 12 0.183099 0.238095 6 3 9 ((x,((x,x),(x,(x,x)))),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 82 38 6.801190 0.958357 15 0.253521 0.361905 4 7 4 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 81 35 7.676190 0.959533 14 0.239437 0.333333 5 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 80 34 7.676190 0.961885 14 0.225352 0.323810 5 3 5 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 79 33 7.676190 0.966589 14 0.211268 0.314286 5 4 5 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 78 30 8.533333 0.968940 13 0.197183 0.285714 6 3 7 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 78 30 8.033333 0.968940 13 0.197183 0.285714 5 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 78 32 7.676190 0.975996 14 0.197183 0.304762 5 5 5 ((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 77 29 8.533333 0.978347 13 0.183099 0.276190 6 3 7 ((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 76 28 8.533333 0.983051 13 0.169014 0.266667 6 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 76 28 8.033333 0.983051 13 0.169014 0.266667 5 4 5 ((x,((x,x),(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 75 25 8.866667 0.987755 12 0.154930 0.238095 6 3 7 ((x,((x,x),(x,(x,x)))),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 78 32 7.176190 0.975996 14 0.197183 0.304762 4 6 4 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 77 29 8.033333 0.978347 13 0.183099 0.276190 5 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 76 28 8.033333 0.983051 13 0.169014 0.266667 5 3 5 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 75 27 8.033333 0.992458 13 0.154930 0.257143 5 4 5 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 74 24 8.866667 0.997162 12 0.140845 0.228571 6 3 7 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 74 24 8.366667 0.997162 12 0.140845 0.228571 5 3 6 ((x,((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 76 28 7.366667 0.983051 13 0.169014 0.266667 4 5 4 ((x,((x,x),(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 75 25 8.200000 0.987755 12 0.154930 0.238095 5 4 6 ((x,((x,x),(x,(x,x)))),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 74 24 8.200000 0.997162 12 0.140845 0.228571 5 4 5 ((x,((x,x),(x,(x,x)))),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 75 25 8.033333 0.992458 13 0.154930 0.238095 5 5 6 ((x,((x,x),(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 22 8.866667 0.997162 12 0.140845 0.209524 6 3 8 ((x,((x,x),(x,(x,x)))),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 73 21 8.866667 1.006569 12 0.126761 0.200000 6 3 7 ((x,((x,x),(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 81 37 6.801190 0.995986 15 0.239437 0.352381 4 8 4 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 34 7.676190 0.997162 14 0.225352 0.323810 5 3 6 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 33 7.676190 0.999514 14 0.211268 0.314286 5 3 5 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 32 7.676190 1.004217 14 0.197183 0.304762 5 4 5 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 29 8.533333 1.006569 13 0.183099 0.276190 6 3 7 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 77 29 8.033333 1.006569 13 0.183099 0.276190 5 3 6 ((x,((x,x),(x,(x,x)))),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 31 7.676190 1.013624 14 0.183099 0.295238 5 5 5 ((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 28 8.533333 1.015976 13 0.169014 0.266667 6 3 7 ((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 75 27 8.533333 1.020680 13 0.154930 0.257143 6 3 6 ((x,((x,x),(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 75 27 8.033333 1.020680 13 0.154930 0.257143 5 4 5 ((x,((x,x),(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 24 8.866667 1.025383 12 0.140845 0.228571 6 3 7 ((x,((x,x),(x,(x,x)))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 76 30 7.676190 1.032439 14 0.169014 0.285714 5 6 5 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.533333 1.034791 13 0.154930 0.257143 6 3 7 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.533333 1.039494 13 0.140845 0.247619 6 3 6 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.533333 1.048901 13 0.126761 0.238095 6 4 6 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 72 22 9.366667 1.053605 12 0.112676 0.209524 7 3 8 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),((x,x),(x,x)))))) 16 6 72 22 8.866667 1.053605 12 0.112676 0.209524 6 3 7 ((x,((x,x),(x,(x,x)))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 73 25 8.033333 1.048901 13 0.126761 0.238095 5 5 5 ((x,((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 22 8.866667 1.053605 12 0.112676 0.209524 6 3 7 ((x,((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 71 21 8.866667 1.063012 12 0.098592 0.200000 6 3 6 ((x,((x,x),(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 72 22 8.200000 1.053605 12 0.112676 0.209524 5 4 6 ((x,((x,x),(x,(x,x)))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 4 7 ((x,((x,x),(x,(x,x)))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 70 16 9.666667 1.072419 11 0.084507 0.152381 7 3 10 ((x,((x,x),(x,(x,x)))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 76 30 7.176190 1.032439 14 0.169014 0.285714 4 7 4 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 27 8.033333 1.034791 13 0.154930 0.257143 5 3 6 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 74 26 8.033333 1.039494 13 0.140845 0.247619 5 3 5 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 73 25 8.033333 1.048901 13 0.126761 0.238095 5 4 5 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 72 22 8.866667 1.053605 12 0.112676 0.209524 6 3 7 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 72 22 8.366667 1.053605 12 0.112676 0.209524 5 3 6 ((x,((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.033333 1.067716 13 0.112676 0.228571 5 5 5 ((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 71 21 8.866667 1.072419 12 0.098592 0.200000 6 3 7 ((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 70 20 8.866667 1.081827 12 0.084507 0.190476 6 3 6 ((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 70 20 8.366667 1.081827 12 0.084507 0.190476 5 4 5 ((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 17 9.166667 1.091234 11 0.070423 0.161905 6 3 7 ((x,((x,x),(x,(x,x)))),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 73 25 7.366667 1.048901 13 0.126761 0.238095 4 6 4 ((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 72 22 8.200000 1.053605 12 0.112676 0.209524 5 4 6 ((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 71 21 8.200000 1.063012 12 0.098592 0.200000 5 4 5 ((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 70 20 8.200000 1.081827 12 0.084507 0.190476 5 4 5 ((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 69 17 9.000000 1.091234 11 0.070423 0.161905 6 4 7 ((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 69 17 8.500000 1.091234 11 0.070423 0.161905 5 4 6 ((x,((x,x),(x,(x,x)))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 72 22 8.033333 1.067716 13 0.112676 0.209524 5 6 6 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 71 19 8.866667 1.072419 12 0.098592 0.180952 6 3 8 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 70 18 8.866667 1.081827 12 0.084507 0.171429 6 3 7 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 69 17 8.866667 1.100641 12 0.070423 0.161905 6 4 7 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 68 14 9.666667 1.110048 11 0.056338 0.133333 7 3 9 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 16 5 68 14 9.166667 1.110048 11 0.056338 0.133333 6 3 8 ((x,((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 72 22 7.450000 1.053605 12 0.112676 0.209524 4 5 5 ((x,((x,x),(x,(x,x)))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 16 6 71 19 8.200000 1.063012 12 0.098592 0.180952 5 5 6 ((x,((x,x),(x,(x,x)))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 16 5 70 16 9.000000 1.072419 11 0.084507 0.152381 6 3 9 ((x,((x,x),(x,(x,x)))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 16 6 70 18 8.200000 1.081827 12 0.084507 0.171429 5 5 5 ((x,((x,x),(x,(x,x)))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 69 15 9.000000 1.091234 11 0.070423 0.142857 6 3 7 ((x,((x,x),(x,(x,x)))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 16 5 68 14 9.000000 1.110048 11 0.056338 0.133333 6 3 7 ((x,((x,x),(x,(x,x)))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 16 10 87 45 5.912302 0.958945 16 0.323944 0.428571 3 10 3 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 86 42 6.801190 0.959533 15 0.309859 0.400000 4 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 85 41 6.801190 0.960709 15 0.295775 0.390476 4 4 4 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 84 40 6.801190 0.963061 15 0.281690 0.380952 4 4 4 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 83 37 7.676190 0.964237 14 0.267606 0.352381 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 83 37 7.176190 0.964237 14 0.267606 0.352381 4 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 83 39 6.801190 0.967764 15 0.267606 0.371429 4 5 4 (((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 82 36 7.676190 0.968940 14 0.253521 0.342857 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 81 35 7.676190 0.971292 14 0.239437 0.333333 5 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 81 35 7.176190 0.971292 14 0.239437 0.333333 4 4 4 (((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 80 32 8.033333 0.973644 13 0.225352 0.304762 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 82 38 6.801190 0.977172 15 0.253521 0.361905 4 6 4 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 81 35 7.676190 0.978347 14 0.239437 0.333333 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 80 34 7.676190 0.980699 14 0.225352 0.323810 5 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 79 33 7.676190 0.985403 14 0.211268 0.314286 5 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 78 30 8.533333 0.987755 13 0.197183 0.285714 6 4 7 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 78 30 8.033333 0.987755 13 0.197183 0.285714 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 79 33 7.176190 0.985403 14 0.211268 0.314286 4 5 4 (((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 78 30 8.033333 0.987755 13 0.197183 0.285714 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 77 29 8.033333 0.992458 13 0.183099 0.276190 5 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 78 30 7.366667 0.987755 13 0.197183 0.285714 4 4 5 (((x,x),(x,(x,(x,x)))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 77 27 8.033333 0.992458 13 0.183099 0.257143 5 4 6 (((x,x),(x,(x,(x,x)))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 76 24 8.866667 0.997162 12 0.169014 0.228571 6 4 9 (((x,x),(x,(x,(x,x)))),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 81 37 6.801190 0.995986 15 0.239437 0.352381 4 7 4 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 34 7.676190 0.997162 14 0.225352 0.323810 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 33 7.676190 0.999514 14 0.211268 0.314286 5 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 32 7.676190 1.004217 14 0.197183 0.304762 5 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 29 8.533333 1.006569 13 0.183099 0.276190 6 4 7 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 77 29 8.033333 1.006569 13 0.183099 0.276190 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 31 7.676190 1.013624 14 0.183099 0.295238 5 5 5 (((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 28 8.533333 1.015976 13 0.169014 0.266667 6 4 7 (((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 75 27 8.533333 1.020680 13 0.154930 0.257143 6 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 75 27 8.033333 1.020680 13 0.154930 0.257143 5 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 24 8.866667 1.025383 12 0.140845 0.228571 6 4 7 (((x,x),(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 77 31 7.176190 1.013624 14 0.183099 0.295238 4 6 4 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 8.033333 1.015976 13 0.169014 0.266667 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 75 27 8.033333 1.020680 13 0.154930 0.257143 5 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 74 26 8.033333 1.030087 13 0.140845 0.247619 5 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 73 23 8.866667 1.034791 12 0.126761 0.219048 6 4 7 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 73 23 8.366667 1.034791 12 0.126761 0.219048 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 75 27 7.366667 1.020680 13 0.154930 0.257143 4 5 4 (((x,x),(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 74 24 8.200000 1.025383 12 0.140845 0.228571 5 4 6 (((x,x),(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 73 23 8.200000 1.034791 12 0.126761 0.219048 5 4 5 (((x,x),(x,(x,(x,x)))),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 74 24 8.033333 1.030087 13 0.140845 0.228571 5 5 6 (((x,x),(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 73 21 8.866667 1.034791 12 0.126761 0.200000 6 4 8 (((x,x),(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 72 20 8.866667 1.044198 12 0.112676 0.190476 6 4 7 (((x,x),(x,(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 80 36 6.801190 1.033615 15 0.225352 0.342857 4 8 4 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 33 7.676190 1.034791 14 0.211268 0.314286 5 4 6 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 32 7.676190 1.037142 14 0.197183 0.304762 5 4 5 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 31 7.676190 1.041846 14 0.183099 0.295238 5 4 5 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 28 8.533333 1.044198 13 0.169014 0.266667 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 76 28 8.033333 1.044198 13 0.169014 0.266667 5 4 6 (((x,x),(x,(x,(x,x)))),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 30 7.676190 1.051253 14 0.169014 0.285714 5 5 5 (((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 27 8.533333 1.053605 13 0.154930 0.257143 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 74 26 8.533333 1.058309 13 0.140845 0.247619 6 4 6 (((x,x),(x,(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 74 26 8.033333 1.058309 13 0.140845 0.247619 5 4 5 (((x,x),(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 23 8.866667 1.063012 12 0.126761 0.219048 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 75 29 7.676190 1.070068 14 0.154930 0.276190 5 6 5 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 74 26 8.533333 1.072419 13 0.140845 0.247619 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 73 25 8.533333 1.077123 13 0.126761 0.238095 6 4 6 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.533333 1.086530 13 0.112676 0.228571 6 4 6 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 71 21 9.366667 1.091234 12 0.098592 0.200000 7 4 8 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),((x,x),((x,x),(x,x)))))) 16 6 71 21 8.866667 1.091234 12 0.098592 0.200000 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 72 24 8.033333 1.086530 13 0.112676 0.228571 5 5 5 (((x,x),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 71 21 8.866667 1.091234 12 0.098592 0.200000 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 70 20 8.866667 1.100641 12 0.084507 0.190476 6 4 6 (((x,x),(x,(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 71 21 8.200000 1.091234 12 0.098592 0.200000 5 4 6 (((x,x),(x,(x,(x,x)))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 70 18 8.866667 1.100641 12 0.084507 0.171429 6 4 7 (((x,x),(x,(x,(x,x)))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 69 15 9.666667 1.110048 11 0.070423 0.142857 7 4 10 (((x,x),(x,(x,(x,x)))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 75 29 7.176190 1.070068 14 0.154930 0.276190 4 7 4 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 74 26 8.033333 1.072419 13 0.140845 0.247619 5 4 6 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 73 25 8.033333 1.077123 13 0.126761 0.238095 5 4 5 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 72 24 8.033333 1.086530 13 0.112676 0.228571 5 4 5 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 71 21 8.866667 1.091234 12 0.098592 0.200000 6 4 7 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 71 21 8.366667 1.091234 12 0.098592 0.200000 5 4 6 (((x,x),(x,(x,(x,x)))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 71 23 8.033333 1.105345 13 0.098592 0.219048 5 5 5 (((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 70 20 8.866667 1.110048 12 0.084507 0.190476 6 4 7 (((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 69 19 8.866667 1.119455 12 0.070423 0.180952 6 4 6 (((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 69 19 8.366667 1.119455 12 0.070423 0.180952 5 4 5 (((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 68 16 9.166667 1.128862 11 0.056338 0.152381 6 4 7 (((x,x),(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 72 24 7.366667 1.086530 13 0.112676 0.228571 4 6 4 (((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 71 21 8.200000 1.091234 12 0.098592 0.200000 5 4 6 (((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 70 20 8.200000 1.100641 12 0.084507 0.190476 5 4 5 (((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 69 19 8.200000 1.119455 12 0.070423 0.180952 5 4 5 (((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 68 16 9.000000 1.128862 11 0.056338 0.152381 6 4 7 (((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 68 16 8.500000 1.128862 11 0.056338 0.152381 5 4 6 (((x,x),(x,(x,(x,x)))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 71 21 8.033333 1.105345 13 0.098592 0.200000 5 6 6 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 70 18 8.866667 1.110048 12 0.084507 0.171429 6 4 8 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 69 17 8.866667 1.119455 12 0.070423 0.161905 6 4 7 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 68 16 8.866667 1.138270 12 0.056338 0.152381 6 4 7 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 67 13 9.666667 1.147677 11 0.042254 0.123810 7 4 9 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 16 5 67 13 9.166667 1.147677 11 0.042254 0.123810 6 4 8 (((x,x),(x,(x,(x,x)))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 71 21 7.450000 1.091234 12 0.098592 0.200000 4 5 5 (((x,x),(x,(x,(x,x)))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 16 6 70 18 8.200000 1.100641 12 0.084507 0.171429 5 5 6 (((x,x),(x,(x,(x,x)))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 16 5 69 15 9.000000 1.110048 11 0.070423 0.142857 6 4 9 (((x,x),(x,(x,(x,x)))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 16 6 69 17 8.200000 1.119455 12 0.070423 0.161905 5 5 5 (((x,x),(x,(x,(x,x)))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 68 14 9.000000 1.128862 11 0.056338 0.133333 6 4 7 (((x,x),(x,(x,(x,x)))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 16 5 67 13 9.000000 1.147677 11 0.042254 0.123810 6 4 7 (((x,x),(x,(x,(x,x)))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 16 10 86 42 6.662302 0.977760 15 0.309859 0.400000 4 10 5 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 85 39 7.551190 0.978347 14 0.295775 0.371429 5 2 7 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 84 38 7.551190 0.979523 14 0.281690 0.361905 5 3 6 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 83 37 7.551190 0.981875 14 0.267606 0.352381 5 4 6 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 82 34 8.426190 0.983051 13 0.253521 0.323810 6 2 8 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 82 34 7.926190 0.983051 13 0.253521 0.323810 5 3 7 (((x,x),((x,x),(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 82 36 7.551190 0.986579 14 0.253521 0.342857 5 5 6 (((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 81 33 8.426190 0.987755 13 0.239437 0.314286 6 2 8 (((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 80 32 8.426190 0.990106 13 0.225352 0.304762 6 3 7 (((x,x),((x,x),(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 80 32 7.926190 0.990106 13 0.225352 0.304762 5 4 6 (((x,x),((x,x),(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 79 29 8.783333 0.992458 12 0.211268 0.276190 6 3 8 (((x,x),((x,x),(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 81 35 7.551190 0.995986 14 0.239437 0.333333 5 6 6 (((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 80 32 8.426190 0.997162 13 0.225352 0.304762 6 2 8 (((x,x),((x,x),(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 79 31 8.426190 0.999514 13 0.211268 0.295238 6 3 7 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(((x,x),((x,x),(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 75 21 9.616667 1.015976 11 0.154930 0.200000 7 2 11 (((x,x),((x,x),(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 80 34 7.551190 1.014800 14 0.225352 0.323810 5 7 6 (((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 31 8.426190 1.015976 13 0.211268 0.295238 6 2 8 (((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 30 8.426190 1.018328 13 0.197183 0.285714 6 3 7 (((x,x),((x,x),(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 29 8.426190 1.023032 13 0.183099 0.276190 6 4 7 (((x,x),((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 26 9.283333 1.025383 12 0.169014 0.247619 7 2 9 (((x,x),((x,x),(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 76 26 8.783333 1.025383 12 0.169014 0.247619 6 3 8 (((x,x),((x,x),(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 28 8.426190 1.032439 13 0.169014 0.266667 6 5 7 (((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 25 9.283333 1.034791 12 0.154930 0.238095 7 2 9 (((x,x),((x,x),(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 74 24 9.283333 1.039494 12 0.140845 0.228571 7 3 8 (((x,x),((x,x),(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 74 24 8.783333 1.039494 12 0.140845 0.228571 6 4 7 (((x,x),((x,x),(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 21 9.616667 1.044198 11 0.126761 0.200000 7 3 9 (((x,x),((x,x),(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 76 28 7.926190 1.032439 13 0.169014 0.266667 5 6 6 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 75 25 8.783333 1.034791 12 0.154930 0.238095 6 3 8 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 74 24 8.783333 1.039494 12 0.140845 0.228571 6 3 7 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 73 23 8.783333 1.048901 12 0.126761 0.219048 6 4 7 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 72 20 9.616667 1.053605 11 0.112676 0.190476 7 3 9 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 72 20 9.116667 1.053605 11 0.112676 0.190476 6 3 8 (((x,x),((x,x),(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 74 24 8.116667 1.039494 12 0.140845 0.228571 5 5 6 (((x,x),((x,x),(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 73 21 8.950000 1.044198 11 0.126761 0.200000 6 4 8 (((x,x),((x,x),(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 72 20 8.950000 1.053605 11 0.112676 0.190476 6 4 7 (((x,x),((x,x),(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 73 21 8.783333 1.048901 12 0.126761 0.200000 6 5 8 (((x,x),((x,x),(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 18 9.616667 1.053605 11 0.112676 0.171429 7 2 10 (((x,x),((x,x),(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 71 17 9.616667 1.063012 11 0.098592 0.161905 7 3 9 (((x,x),((x,x),(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 79 33 7.551190 1.052429 14 0.211268 0.314286 5 8 6 (((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 78 30 8.426190 1.053605 13 0.197183 0.285714 6 2 8 (((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 77 29 8.426190 1.055957 13 0.183099 0.276190 6 3 7 (((x,x),((x,x),(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 76 28 8.426190 1.060660 13 0.169014 0.266667 6 4 7 (((x,x),((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 75 25 9.283333 1.063012 12 0.154930 0.238095 7 2 9 (((x,x),((x,x),(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 75 25 8.783333 1.063012 12 0.154930 0.238095 6 3 8 (((x,x),((x,x),(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 75 27 8.426190 1.070068 13 0.154930 0.257143 6 5 7 (((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 74 24 9.283333 1.072419 12 0.140845 0.228571 7 2 9 (((x,x),((x,x),(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 73 23 9.283333 1.077123 12 0.126761 0.219048 7 3 8 (((x,x),((x,x),(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 73 23 8.783333 1.077123 12 0.126761 0.219048 6 4 7 (((x,x),((x,x),(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 72 20 9.616667 1.081827 11 0.112676 0.190476 7 3 9 (((x,x),((x,x),(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 74 26 8.426190 1.088882 13 0.140845 0.247619 6 6 7 (((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 73 23 9.283333 1.091234 12 0.126761 0.219048 7 2 9 (((x,x),((x,x),(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 72 22 9.283333 1.095937 12 0.112676 0.209524 7 3 8 (((x,x),((x,x),(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 71 21 9.283333 1.105345 12 0.098592 0.200000 7 4 8 (((x,x),((x,x),(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 70 18 10.116667 1.110048 11 0.084507 0.171429 8 2 10 (((x,x),((x,x),(x,x))),((x,x),((x,x),((x,x),((x,x),(x,x)))))) 16 6 70 18 9.616667 1.110048 11 0.084507 0.171429 7 3 9 (((x,x),((x,x),(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 71 21 8.783333 1.105345 12 0.098592 0.200000 6 5 7 (((x,x),((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 70 18 9.616667 1.110048 11 0.084507 0.171429 7 3 9 (((x,x),((x,x),(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 69 17 9.616667 1.119455 11 0.070423 0.161905 7 3 8 (((x,x),((x,x),(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 70 18 8.950000 1.110048 11 0.084507 0.171429 6 4 8 (((x,x),((x,x),(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 69 15 9.616667 1.119455 11 0.070423 0.142857 7 4 9 (((x,x),((x,x),(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 68 12 10.416667 1.128862 10 0.056338 0.114286 8 2 12 (((x,x),((x,x),(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 74 26 7.926190 1.088882 13 0.140845 0.247619 5 7 6 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 73 23 8.783333 1.091234 12 0.126761 0.219048 6 3 8 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 72 22 8.783333 1.095937 12 0.112676 0.209524 6 3 7 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 71 21 8.783333 1.105345 12 0.098592 0.200000 6 4 7 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 70 18 9.616667 1.110048 11 0.084507 0.171429 7 3 9 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 70 18 9.116667 1.110048 11 0.084507 0.171429 6 3 8 (((x,x),((x,x),(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 70 20 8.783333 1.124159 12 0.084507 0.190476 6 5 7 (((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 69 17 9.616667 1.128862 11 0.070423 0.161905 7 3 9 (((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 68 16 9.616667 1.138270 11 0.056338 0.152381 7 3 8 (((x,x),((x,x),(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 68 16 9.116667 1.138270 11 0.056338 0.152381 6 4 7 (((x,x),((x,x),(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 67 13 9.916667 1.147677 10 0.042254 0.123810 7 3 9 (((x,x),((x,x),(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 71 21 8.116667 1.105345 12 0.098592 0.200000 5 6 6 (((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 70 18 8.950000 1.110048 11 0.084507 0.171429 6 4 8 (((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 69 17 8.950000 1.119455 11 0.070423 0.161905 6 4 7 (((x,x),((x,x),(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 68 16 8.950000 1.138270 11 0.056338 0.152381 6 4 7 (((x,x),((x,x),(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 67 13 9.750000 1.147677 10 0.042254 0.123810 7 4 9 (((x,x),((x,x),(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 67 13 9.250000 1.147677 10 0.042254 0.123810 6 4 8 (((x,x),((x,x),(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 70 18 8.783333 1.124159 12 0.084507 0.171429 6 6 8 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 69 15 9.616667 1.128862 11 0.070423 0.142857 7 2 10 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 68 14 9.616667 1.138270 11 0.056338 0.133333 7 3 9 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 67 13 9.616667 1.157084 11 0.042254 0.123810 7 4 9 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 66 10 10.416667 1.166491 10 0.028169 0.095238 8 2 11 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 16 5 66 10 9.916667 1.166491 10 0.028169 0.095238 7 3 10 (((x,x),((x,x),(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 70 18 8.200000 1.110048 11 0.084507 0.171429 5 5 7 (((x,x),((x,x),(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 16 6 69 15 8.950000 1.119455 11 0.070423 0.142857 6 5 8 (((x,x),((x,x),(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 16 5 68 12 9.750000 1.128862 10 0.056338 0.114286 7 2 11 (((x,x),((x,x),(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 16 6 68 14 8.950000 1.138270 11 0.056338 0.133333 6 5 7 (((x,x),((x,x),(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 67 11 9.750000 1.147677 10 0.042254 0.104762 7 3 9 (((x,x),((x,x),(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 16 5 66 10 9.750000 1.166491 10 0.028169 0.095238 7 3 9 (((x,x),((x,x),(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 16 10 86 42 6.162302 0.977760 15 0.309859 0.400000 3 10 4 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,(x,x)))))))))) 16 9 85 39 7.051190 0.978347 14 0.295775 0.371429 4 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,(x,((x,x),(x,x))))))))) 16 9 84 38 7.051190 0.979523 14 0.281690 0.361905 4 3 5 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,(x,((x,x),(x,(x,x))))))))) 16 9 83 37 7.051190 0.981875 14 0.267606 0.352381 4 4 5 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,((x,x),(x,(x,(x,x))))))))) 16 8 82 34 7.926190 0.983051 13 0.253521 0.323810 5 3 7 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,((x,x),((x,x),(x,x)))))))) 16 8 82 34 7.426190 0.983051 13 0.253521 0.323810 4 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,(x,(x,((x,(x,x)),(x,(x,x)))))))) 16 9 82 36 7.051190 0.986579 14 0.253521 0.342857 4 5 5 (((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,(x,(x,(x,x))))))))) 16 8 81 33 7.926190 0.987755 13 0.239437 0.314286 5 3 7 (((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),(x,((x,x),(x,x)))))))) 16 8 80 32 7.926190 0.990106 13 0.225352 0.304762 5 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,x),((x,x),(x,(x,x)))))))) 16 8 80 32 7.426190 0.990106 13 0.225352 0.304762 4 4 5 (((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,(x,x)))))))) 16 7 79 29 8.283333 0.992458 12 0.211268 0.276190 5 3 7 (((x,(x,x)),(x,(x,x))),(x,(x,(x,((x,(x,x)),((x,x),(x,x))))))) 16 9 81 35 7.051190 0.995986 14 0.239437 0.333333 4 6 5 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,(x,(x,(x,x))))))))) 16 8 80 32 7.926190 0.997162 13 0.225352 0.304762 5 3 7 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,(x,((x,x),(x,x)))))))) 16 8 79 31 7.926190 0.999514 13 0.211268 0.295238 5 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),(x,((x,x),(x,(x,x)))))))) 16 8 78 30 7.926190 1.004217 13 0.197183 0.285714 5 4 6 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),((x,x),(x,(x,(x,x)))))))) 16 7 77 27 8.783333 1.006569 12 0.183099 0.257143 6 3 8 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),((x,x),((x,x),(x,x))))))) 16 7 77 27 8.283333 1.006569 12 0.183099 0.257143 5 3 7 (((x,(x,x)),(x,(x,x))),(x,(x,((x,x),((x,(x,x)),(x,(x,x))))))) 16 8 78 30 7.426190 1.004217 13 0.197183 0.285714 4 5 5 (((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,(x,x)))))))) 16 7 77 27 8.283333 1.006569 12 0.183099 0.257143 5 3 7 (((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),(x,((x,x),(x,x))))))) 16 7 76 26 8.283333 1.011273 12 0.169014 0.247619 5 3 6 (((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,x)),((x,x),(x,(x,x))))))) 16 7 77 27 7.616667 1.006569 12 0.183099 0.257143 4 4 6 (((x,(x,x)),(x,(x,x))),(x,(x,((x,(x,(x,x))),(x,(x,(x,x))))))) 16 7 76 24 8.283333 1.011273 12 0.169014 0.228571 5 4 7 (((x,(x,x)),(x,(x,x))),(x,(x,(((x,x),(x,x)),(x,(x,(x,x))))))) 16 6 75 21 9.116667 1.015976 11 0.154930 0.200000 6 3 10 (((x,(x,x)),(x,(x,x))),(x,(x,(((x,x),(x,x)),((x,x),(x,x)))))) 16 9 80 34 7.051190 1.014800 14 0.225352 0.323810 4 7 5 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 31 7.926190 1.015976 13 0.211268 0.295238 5 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 30 7.926190 1.018328 13 0.197183 0.285714 5 3 6 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 29 7.926190 1.023032 13 0.183099 0.276190 5 4 6 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 26 8.783333 1.025383 12 0.169014 0.247619 6 3 8 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,((x,x),((x,x),(x,x))))))) 16 7 76 26 8.283333 1.025383 12 0.169014 0.247619 5 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,x),(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 28 7.926190 1.032439 13 0.169014 0.266667 5 5 6 (((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 25 8.783333 1.034791 12 0.154930 0.238095 6 3 8 (((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),(x,((x,x),(x,x))))))) 16 7 74 24 8.783333 1.039494 12 0.140845 0.228571 6 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,x),((x,x),((x,x),(x,(x,x))))))) 16 7 74 24 8.283333 1.039494 12 0.140845 0.228571 5 4 6 (((x,(x,x)),(x,(x,x))),(x,((x,x),((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 21 9.116667 1.044198 11 0.126761 0.200000 6 3 8 (((x,(x,x)),(x,(x,x))),(x,((x,x),((x,(x,x)),((x,x),(x,x)))))) 16 8 76 28 7.426190 1.032439 13 0.169014 0.266667 4 6 5 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,(x,x)))))))) 16 7 75 25 8.283333 1.034791 12 0.154930 0.238095 5 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,(x,((x,x),(x,x))))))) 16 7 74 24 8.283333 1.039494 12 0.140845 0.228571 5 3 6 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),(x,((x,x),(x,(x,x))))))) 16 7 73 23 8.283333 1.048901 12 0.126761 0.219048 5 4 6 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),((x,x),(x,(x,(x,x))))))) 16 6 72 20 9.116667 1.053605 11 0.112676 0.190476 6 3 8 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),((x,x),((x,x),(x,x)))))) 16 6 72 20 8.616667 1.053605 11 0.112676 0.190476 5 3 7 (((x,(x,x)),(x,(x,x))),(x,((x,(x,x)),((x,(x,x)),(x,(x,x)))))) 16 7 74 24 7.616667 1.039494 12 0.140845 0.228571 4 5 5 (((x,(x,x)),(x,(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,(x,x))))))) 16 6 73 21 8.450000 1.044198 11 0.126761 0.200000 5 4 7 (((x,(x,x)),(x,(x,x))),(x,((x,(x,(x,x))),(x,((x,x),(x,x)))))) 16 6 72 20 8.450000 1.053605 11 0.112676 0.190476 5 4 6 (((x,(x,x)),(x,(x,x))),(x,((x,(x,(x,x))),((x,x),(x,(x,x)))))) 16 7 73 21 8.283333 1.048901 12 0.126761 0.200000 5 5 7 (((x,(x,x)),(x,(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 18 9.116667 1.053605 11 0.112676 0.171429 6 3 9 (((x,(x,x)),(x,(x,x))),(x,(((x,x),(x,x)),(x,((x,x),(x,x)))))) 16 6 71 17 9.116667 1.063012 11 0.098592 0.161905 6 3 8 (((x,(x,x)),(x,(x,x))),(x,(((x,x),(x,x)),((x,x),(x,(x,x)))))) 16 9 79 33 7.051190 1.052429 14 0.211268 0.314286 4 8 5 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 78 30 7.926190 1.053605 13 0.197183 0.285714 5 3 7 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 77 29 7.926190 1.055957 13 0.183099 0.276190 5 3 6 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 76 28 7.926190 1.060660 13 0.169014 0.266667 5 4 6 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 75 25 8.783333 1.063012 12 0.154930 0.238095 6 3 8 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,((x,x),((x,x),(x,x))))))) 16 7 75 25 8.283333 1.063012 12 0.154930 0.238095 5 3 7 (((x,(x,x)),(x,(x,x))),((x,x),(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 75 27 7.926190 1.070068 13 0.154930 0.257143 5 5 6 (((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 74 24 8.783333 1.072419 12 0.140845 0.228571 6 3 8 (((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),(x,((x,x),(x,x))))))) 16 7 73 23 8.783333 1.077123 12 0.126761 0.219048 6 3 7 (((x,(x,x)),(x,(x,x))),((x,x),(x,((x,x),((x,x),(x,(x,x))))))) 16 7 73 23 8.283333 1.077123 12 0.126761 0.219048 5 4 6 (((x,(x,x)),(x,(x,x))),((x,x),(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 72 20 9.116667 1.081827 11 0.112676 0.190476 6 3 8 (((x,(x,x)),(x,(x,x))),((x,x),(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 74 26 7.926190 1.088882 13 0.140845 0.247619 5 6 6 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 73 23 8.783333 1.091234 12 0.126761 0.219048 6 3 8 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,(x,((x,x),(x,x))))))) 16 7 72 22 8.783333 1.095937 12 0.112676 0.209524 6 3 7 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),(x,((x,x),(x,(x,x))))))) 16 7 71 21 8.783333 1.105345 12 0.098592 0.200000 6 4 7 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),((x,x),(x,(x,(x,x))))))) 16 6 70 18 9.616667 1.110048 11 0.084507 0.171429 7 3 9 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),((x,x),((x,x),(x,x)))))) 16 6 70 18 9.116667 1.110048 11 0.084507 0.171429 6 3 8 (((x,(x,x)),(x,(x,x))),((x,x),((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 71 21 8.283333 1.105345 12 0.098592 0.200000 5 5 6 (((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 70 18 9.116667 1.110048 11 0.084507 0.171429 6 3 8 (((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 69 17 9.116667 1.119455 11 0.070423 0.161905 6 3 7 (((x,(x,x)),(x,(x,x))),((x,x),((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 70 18 8.450000 1.110048 11 0.084507 0.171429 5 4 7 (((x,(x,x)),(x,(x,x))),((x,x),((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 69 15 9.116667 1.119455 11 0.070423 0.142857 6 4 8 (((x,(x,x)),(x,(x,x))),((x,x),(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 68 12 9.916667 1.128862 10 0.056338 0.114286 7 3 11 (((x,(x,x)),(x,(x,x))),((x,x),(((x,x),(x,x)),((x,x),(x,x))))) 16 8 74 26 7.426190 1.088882 13 0.140845 0.247619 4 7 5 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 73 23 8.283333 1.091234 12 0.126761 0.219048 5 3 7 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,(x,((x,x),(x,x))))))) 16 7 72 22 8.283333 1.095937 12 0.112676 0.209524 5 3 6 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,(x,((x,x),(x,(x,x))))))) 16 7 71 21 8.283333 1.105345 12 0.098592 0.200000 5 4 6 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,((x,x),(x,(x,(x,x))))))) 16 6 70 18 9.116667 1.110048 11 0.084507 0.171429 6 3 8 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,((x,x),((x,x),(x,x)))))) 16 6 70 18 8.616667 1.110048 11 0.084507 0.171429 5 3 7 (((x,(x,x)),(x,(x,x))),((x,(x,x)),(x,((x,(x,x)),(x,(x,x)))))) 16 7 70 20 8.283333 1.124159 12 0.084507 0.190476 5 5 6 (((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,(x,(x,(x,x))))))) 16 6 69 17 9.116667 1.128862 11 0.070423 0.161905 6 3 8 (((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),(x,((x,x),(x,x)))))) 16 6 68 16 9.116667 1.138270 11 0.056338 0.152381 6 3 7 (((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,x),((x,x),(x,(x,x)))))) 16 6 68 16 8.616667 1.138270 11 0.056338 0.152381 5 4 6 (((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,(x,x)),(x,(x,(x,x)))))) 16 5 67 13 9.416667 1.147677 10 0.042254 0.123810 6 3 8 (((x,(x,x)),(x,(x,x))),((x,(x,x)),((x,(x,x)),((x,x),(x,x))))) 16 7 71 21 7.616667 1.105345 12 0.098592 0.200000 4 6 5 (((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,(x,(x,(x,(x,x))))))) 16 6 70 18 8.450000 1.110048 11 0.084507 0.171429 5 4 7 (((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,(x,((x,x),(x,x)))))) 16 6 69 17 8.450000 1.119455 11 0.070423 0.161905 5 4 6 (((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),(x,((x,x),(x,(x,x)))))) 16 6 68 16 8.450000 1.138270 11 0.056338 0.152381 5 4 6 (((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),((x,x),(x,(x,(x,x)))))) 16 5 67 13 9.250000 1.147677 10 0.042254 0.123810 6 4 8 (((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),((x,x),((x,x),(x,x))))) 16 5 67 13 8.750000 1.147677 10 0.042254 0.123810 5 4 7 (((x,(x,x)),(x,(x,x))),((x,(x,(x,x))),((x,(x,x)),(x,(x,x))))) 16 7 70 18 8.283333 1.124159 12 0.084507 0.171429 5 6 7 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 69 15 9.116667 1.128862 11 0.070423 0.142857 6 3 9 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 68 14 9.116667 1.138270 11 0.056338 0.133333 6 3 8 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 67 13 9.116667 1.157084 11 0.042254 0.123810 6 4 8 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 66 10 9.916667 1.166491 10 0.028169 0.095238 7 3 10 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),((x,x),((x,x),(x,x))))) 16 5 66 10 9.416667 1.166491 10 0.028169 0.095238 6 3 9 (((x,(x,x)),(x,(x,x))),(((x,x),(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 70 18 7.700000 1.110048 11 0.084507 0.171429 4 5 6 (((x,(x,x)),(x,(x,x))),((x,(x,(x,(x,x)))),(x,(x,(x,(x,x)))))) 16 6 69 15 8.450000 1.119455 11 0.070423 0.142857 5 5 7 (((x,(x,x)),(x,(x,x))),((x,((x,x),(x,x))),(x,(x,(x,(x,x)))))) 16 5 68 12 9.250000 1.128862 10 0.056338 0.114286 6 3 10 (((x,(x,x)),(x,(x,x))),((x,((x,x),(x,x))),(x,((x,x),(x,x))))) 16 6 68 14 8.450000 1.138270 11 0.056338 0.133333 5 5 6 (((x,(x,x)),(x,(x,x))),(((x,x),(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 67 11 9.250000 1.147677 10 0.042254 0.104762 6 3 8 (((x,(x,x)),(x,(x,x))),(((x,x),(x,(x,x))),(x,((x,x),(x,x))))) 16 5 66 10 9.250000 1.166491 10 0.028169 0.095238 6 3 8 (((x,(x,x)),(x,(x,x))),(((x,x),(x,(x,x))),((x,x),(x,(x,x))))) 16 9 87 45 5.167857 0.897210 17 0.323944 0.428571 2 9 2 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 86 42 6.042857 0.898386 16 0.309859 0.400000 3 7 4 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 85 41 6.042857 0.900738 16 0.295775 0.390476 3 7 3 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 84 40 6.042857 0.905442 16 0.281690 0.380952 3 7 3 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 83 37 6.900000 0.907794 15 0.267606 0.352381 4 7 5 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 83 37 6.400000 0.907794 15 0.267606 0.352381 3 7 4 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 83 39 6.042857 0.914849 16 0.267606 0.371429 3 7 3 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 82 36 6.900000 0.917201 15 0.253521 0.342857 4 7 5 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 81 35 6.900000 0.921904 15 0.239437 0.333333 4 7 4 ((x,(x,(x,(x,(x,(x,x)))))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 81 35 6.400000 0.921904 15 0.239437 0.333333 3 7 3 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((x,(x,(x,(x,(x,(x,x)))))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 77 31 6.400000 1.006569 15 0.183099 0.295238 3 7 3 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 7 76 28 7.233333 1.011273 14 0.169014 0.266667 4 7 5 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 7 75 27 7.233333 1.020680 14 0.154930 0.257143 4 7 4 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 7 74 26 7.233333 1.039494 14 0.140845 0.247619 4 7 4 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 7 73 23 8.033333 1.048901 13 0.126761 0.219048 5 7 6 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 7 73 23 7.533333 1.048901 13 0.126761 0.219048 4 7 5 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 7 75 27 6.566667 1.020680 14 0.154930 0.257143 3 7 3 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 7 74 24 7.366667 1.030087 13 0.140845 0.228571 4 7 5 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 7 73 23 7.366667 1.048901 13 0.126761 0.219048 4 7 4 ((x,(x,(x,(x,(x,(x,x)))))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 7 74 24 7.233333 1.039494 14 0.140845 0.228571 4 7 5 ((x,(x,(x,(x,(x,(x,x)))))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 7 73 21 8.033333 1.048901 13 0.126761 0.200000 5 7 7 ((x,(x,(x,(x,(x,(x,x)))))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 7 72 20 8.033333 1.067716 13 0.112676 0.190476 5 7 6 ((x,(x,(x,(x,(x,(x,x)))))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 86 42 6.001190 0.901914 16 0.309859 0.400000 3 9 4 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 85 39 6.876190 0.903090 15 0.295775 0.371429 4 2 6 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 84 38 6.876190 0.905442 15 0.281690 0.361905 4 3 5 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 83 37 6.876190 0.910145 15 0.267606 0.352381 4 4 5 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 82 34 7.733333 0.912497 14 0.253521 0.323810 5 2 7 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 82 34 7.233333 0.912497 14 0.253521 0.323810 4 3 6 ((x,(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 82 36 6.876190 0.919553 15 0.253521 0.342857 4 5 5 ((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 81 33 7.733333 0.921904 14 0.239437 0.314286 5 2 7 ((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 80 32 7.733333 0.926608 14 0.225352 0.304762 5 3 6 ((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 80 32 7.233333 0.926608 14 0.225352 0.304762 4 4 5 ((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 79 29 8.066667 0.931312 13 0.211268 0.276190 5 3 7 ((x,(x,(x,((x,x),(x,x))))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 81 35 6.876190 0.938367 15 0.239437 0.333333 4 6 5 ((x,(x,(x,((x,x),(x,x))))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 80 32 7.733333 0.940719 14 0.225352 0.304762 5 2 7 ((x,(x,(x,((x,x),(x,x))))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 79 31 7.733333 0.945422 14 0.211268 0.295238 5 3 6 ((x,(x,(x,((x,x),(x,x))))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 78 30 7.733333 0.954830 14 0.197183 0.285714 5 4 6 ((x,(x,(x,((x,x),(x,x))))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 77 27 8.566667 0.959533 13 0.183099 0.257143 6 2 8 ((x,(x,(x,((x,x),(x,x))))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 77 27 8.066667 0.959533 13 0.183099 0.257143 5 3 7 ((x,(x,(x,((x,x),(x,x))))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 78 30 7.233333 0.954830 14 0.197183 0.285714 4 5 5 ((x,(x,(x,((x,x),(x,x))))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 77 27 8.066667 0.959533 13 0.183099 0.257143 5 3 7 ((x,(x,(x,((x,x),(x,x))))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 76 26 8.066667 0.968940 13 0.169014 0.247619 5 3 6 ((x,(x,(x,((x,x),(x,x))))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 77 27 7.400000 0.959533 13 0.183099 0.257143 4 4 6 ((x,(x,(x,((x,x),(x,x))))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 76 24 8.066667 0.968940 13 0.169014 0.228571 5 4 7 ((x,(x,(x,((x,x),(x,x))))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 75 21 8.866667 0.978347 12 0.154930 0.200000 6 2 10 ((x,(x,(x,((x,x),(x,x))))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 80 34 6.876190 0.975996 15 0.225352 0.323810 4 7 5 ((x,(x,(x,((x,x),(x,x))))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 79 31 7.733333 0.978347 14 0.211268 0.295238 5 2 7 ((x,(x,(x,((x,x),(x,x))))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 78 30 7.733333 0.983051 14 0.197183 0.285714 5 3 6 ((x,(x,(x,((x,x),(x,x))))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 77 29 7.733333 0.992458 14 0.183099 0.276190 5 4 6 ((x,(x,(x,((x,x),(x,x))))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 76 26 8.566667 0.997162 13 0.169014 0.247619 6 2 8 ((x,(x,(x,((x,x),(x,x))))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 76 26 8.066667 0.997162 13 0.169014 0.247619 5 3 7 ((x,(x,(x,((x,x),(x,x))))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 76 28 7.733333 1.011273 14 0.169014 0.266667 5 5 6 ((x,(x,(x,((x,x),(x,x))))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 75 25 8.566667 1.015976 13 0.154930 0.238095 6 2 8 ((x,(x,(x,((x,x),(x,x))))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 74 24 8.566667 1.025383 13 0.140845 0.228571 6 3 7 ((x,(x,(x,((x,x),(x,x))))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 74 24 8.066667 1.025383 13 0.140845 0.228571 5 4 6 ((x,(x,(x,((x,x),(x,x))))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 6 73 21 8.866667 1.034791 12 0.126761 0.200000 6 3 8 ((x,(x,(x,((x,x),(x,x))))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 76 28 7.233333 1.011273 14 0.169014 0.266667 4 6 5 ((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 75 25 8.066667 1.015976 13 0.154930 0.238095 5 3 7 ((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 74 24 8.066667 1.025383 13 0.140845 0.228571 5 3 6 ((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 73 23 8.066667 1.044198 13 0.126761 0.219048 5 4 6 ((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 6 72 20 8.866667 1.053605 12 0.112676 0.190476 6 3 8 ((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 6 72 20 8.366667 1.053605 12 0.112676 0.190476 5 3 7 ((x,(x,(x,((x,x),(x,x))))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 74 24 7.400000 1.025383 13 0.140845 0.228571 4 5 5 ((x,(x,(x,((x,x),(x,x))))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 6 73 21 8.200000 1.034791 12 0.126761 0.200000 5 4 7 ((x,(x,(x,((x,x),(x,x))))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 6 72 20 8.200000 1.053605 12 0.112676 0.190476 5 4 6 ((x,(x,(x,((x,x),(x,x))))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 73 21 8.066667 1.044198 13 0.126761 0.200000 5 5 7 ((x,(x,(x,((x,x),(x,x))))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 6 72 18 8.866667 1.053605 12 0.112676 0.171429 6 2 9 ((x,(x,(x,((x,x),(x,x))))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 6 71 17 8.866667 1.072419 12 0.098592 0.161905 6 3 8 ((x,(x,(x,((x,x),(x,x))))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 85 41 6.001190 0.911321 16 0.295775 0.390476 3 9 3 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 84 38 6.876190 0.912497 15 0.281690 0.361905 4 3 5 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 83 37 6.876190 0.914849 15 0.267606 0.352381 4 3 4 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 82 36 6.876190 0.919553 15 0.253521 0.342857 4 4 4 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 81 33 7.733333 0.921904 14 0.239437 0.314286 5 3 6 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 81 33 7.233333 0.921904 14 0.239437 0.314286 4 3 5 ((x,(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 81 35 6.876190 0.928960 15 0.239437 0.333333 4 5 4 ((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 80 32 7.733333 0.931312 14 0.225352 0.304762 5 3 6 ((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 79 31 7.733333 0.936015 14 0.211268 0.295238 5 3 5 ((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 79 31 7.233333 0.936015 14 0.211268 0.295238 4 4 4 ((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 78 28 8.066667 0.940719 13 0.197183 0.266667 5 3 6 ((x,(x,((x,x),(x,(x,x))))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 80 34 6.876190 0.947774 15 0.225352 0.323810 4 6 4 ((x,(x,((x,x),(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 79 31 7.733333 0.950126 14 0.211268 0.295238 5 3 6 ((x,(x,((x,x),(x,(x,x))))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 78 30 7.733333 0.954830 14 0.197183 0.285714 5 3 5 ((x,(x,((x,x),(x,(x,x))))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 77 29 7.733333 0.964237 14 0.183099 0.276190 5 4 5 ((x,(x,((x,x),(x,(x,x))))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 76 26 8.566667 0.968940 13 0.169014 0.247619 6 3 7 ((x,(x,((x,x),(x,(x,x))))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 76 26 8.066667 0.968940 13 0.169014 0.247619 5 3 6 ((x,(x,((x,x),(x,(x,x))))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 77 29 7.233333 0.964237 14 0.183099 0.276190 4 5 4 ((x,(x,((x,x),(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 76 26 8.066667 0.968940 13 0.169014 0.247619 5 3 6 ((x,(x,((x,x),(x,(x,x))))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 75 25 8.066667 0.978347 13 0.154930 0.238095 5 3 5 ((x,(x,((x,x),(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 76 26 7.400000 0.968940 13 0.169014 0.247619 4 4 5 ((x,(x,((x,x),(x,(x,x))))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 75 23 8.066667 0.978347 13 0.154930 0.219048 5 4 6 ((x,(x,((x,x),(x,(x,x))))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 74 20 8.866667 0.987755 12 0.140845 0.190476 6 3 9 ((x,(x,((x,x),(x,(x,x))))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 79 33 6.876190 0.985403 15 0.211268 0.314286 4 7 4 ((x,(x,((x,x),(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 7.733333 0.987755 14 0.197183 0.285714 5 3 6 ((x,(x,((x,x),(x,(x,x))))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 77 29 7.733333 0.992458 14 0.183099 0.276190 5 3 5 ((x,(x,((x,x),(x,(x,x))))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 76 28 7.733333 1.001865 14 0.169014 0.266667 5 4 5 ((x,(x,((x,x),(x,(x,x))))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 75 25 8.566667 1.006569 13 0.154930 0.238095 6 3 7 ((x,(x,((x,x),(x,(x,x))))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 75 25 8.066667 1.006569 13 0.154930 0.238095 5 3 6 ((x,(x,((x,x),(x,(x,x))))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 75 27 7.733333 1.020680 14 0.154930 0.257143 5 5 5 ((x,(x,((x,x),(x,(x,x))))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 74 24 8.566667 1.025383 13 0.140845 0.228571 6 3 7 ((x,(x,((x,x),(x,(x,x))))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 73 23 8.566667 1.034791 13 0.126761 0.219048 6 3 6 ((x,(x,((x,x),(x,(x,x))))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 73 23 8.066667 1.034791 13 0.126761 0.219048 5 4 5 ((x,(x,((x,x),(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 6 72 20 8.866667 1.044198 12 0.112676 0.190476 6 3 7 ((x,(x,((x,x),(x,(x,x))))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 75 27 7.233333 1.020680 14 0.154930 0.257143 4 6 4 ((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 74 24 8.066667 1.025383 13 0.140845 0.228571 5 3 6 ((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 73 23 8.066667 1.034791 13 0.126761 0.219048 5 3 5 ((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 72 22 8.066667 1.053605 13 0.112676 0.209524 5 4 5 ((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 3 7 ((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 6 71 19 8.366667 1.063012 12 0.098592 0.180952 5 3 6 ((x,(x,((x,x),(x,(x,x))))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 73 23 7.400000 1.034791 13 0.126761 0.219048 4 5 4 ((x,(x,((x,x),(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 6 72 20 8.200000 1.044198 12 0.112676 0.190476 5 4 6 ((x,(x,((x,x),(x,(x,x))))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 6 71 19 8.200000 1.063012 12 0.098592 0.180952 5 4 5 ((x,(x,((x,x),(x,(x,x))))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 72 20 8.066667 1.053605 13 0.112676 0.190476 5 5 6 ((x,(x,((x,x),(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 6 71 17 8.866667 1.063012 12 0.098592 0.161905 6 3 8 ((x,(x,((x,x),(x,(x,x))))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 6 70 16 8.866667 1.081827 12 0.084507 0.152381 6 3 7 ((x,(x,((x,x),(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 84 40 6.001190 0.930136 16 0.281690 0.380952 3 9 3 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 83 37 6.876190 0.931312 15 0.267606 0.352381 4 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 82 36 6.876190 0.933663 15 0.253521 0.342857 4 4 4 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 81 35 6.876190 0.938367 15 0.239437 0.333333 4 4 4 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 80 32 7.733333 0.940719 14 0.225352 0.304762 5 4 6 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 80 32 7.233333 0.940719 14 0.225352 0.304762 4 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 80 34 6.876190 0.947774 15 0.225352 0.323810 4 5 4 ((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 79 31 7.733333 0.950126 14 0.211268 0.295238 5 4 6 ((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 78 30 7.733333 0.954830 14 0.197183 0.285714 5 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 78 30 7.233333 0.954830 14 0.197183 0.285714 4 4 4 ((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 77 27 8.066667 0.959533 13 0.183099 0.257143 5 4 6 ((x,((x,x),(x,(x,(x,x))))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 79 33 6.876190 0.966589 15 0.211268 0.314286 4 6 4 ((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 78 30 7.733333 0.968940 14 0.197183 0.285714 5 4 6 ((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 77 29 7.733333 0.973644 14 0.183099 0.276190 5 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 76 28 7.733333 0.983051 14 0.169014 0.266667 5 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 75 25 8.566667 0.987755 13 0.154930 0.238095 6 4 7 ((x,((x,x),(x,(x,(x,x))))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 75 25 8.066667 0.987755 13 0.154930 0.238095 5 4 6 ((x,((x,x),(x,(x,(x,x))))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 76 28 7.233333 0.983051 14 0.169014 0.266667 4 5 4 ((x,((x,x),(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 75 25 8.066667 0.987755 13 0.154930 0.238095 5 4 6 ((x,((x,x),(x,(x,(x,x))))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 74 24 8.066667 0.997162 13 0.140845 0.228571 5 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 75 25 7.400000 0.987755 13 0.154930 0.238095 4 4 5 ((x,((x,x),(x,(x,(x,x))))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 74 22 8.066667 0.997162 13 0.140845 0.209524 5 4 6 ((x,((x,x),(x,(x,(x,x))))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 73 19 8.866667 1.006569 12 0.126761 0.180952 6 4 9 ((x,((x,x),(x,(x,(x,x))))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 78 32 6.876190 1.004217 15 0.197183 0.304762 4 7 4 ((x,((x,x),(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 77 29 7.733333 1.006569 14 0.183099 0.276190 5 4 6 ((x,((x,x),(x,(x,(x,x))))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 76 28 7.733333 1.011273 14 0.169014 0.266667 5 4 5 ((x,((x,x),(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 75 27 7.733333 1.020680 14 0.154930 0.257143 5 4 5 ((x,((x,x),(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 74 24 8.566667 1.025383 13 0.140845 0.228571 6 4 7 ((x,((x,x),(x,(x,(x,x))))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 74 24 8.066667 1.025383 13 0.140845 0.228571 5 4 6 ((x,((x,x),(x,(x,(x,x))))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 74 26 7.733333 1.039494 14 0.140845 0.247619 5 5 5 ((x,((x,x),(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 73 23 8.566667 1.044198 13 0.126761 0.219048 6 4 7 ((x,((x,x),(x,(x,(x,x))))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 72 22 8.566667 1.053605 13 0.112676 0.209524 6 4 6 ((x,((x,x),(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 72 22 8.066667 1.053605 13 0.112676 0.209524 5 4 5 ((x,((x,x),(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 4 7 ((x,((x,x),(x,(x,(x,x))))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 74 26 7.233333 1.039494 14 0.140845 0.247619 4 6 4 ((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 73 23 8.066667 1.044198 13 0.126761 0.219048 5 4 6 ((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 72 22 8.066667 1.053605 13 0.112676 0.209524 5 4 5 ((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 71 21 8.066667 1.072419 13 0.098592 0.200000 5 4 5 ((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 6 70 18 8.866667 1.081827 12 0.084507 0.171429 6 4 7 ((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 6 70 18 8.366667 1.081827 12 0.084507 0.171429 5 4 6 ((x,((x,x),(x,(x,(x,x))))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 72 22 7.400000 1.053605 13 0.112676 0.209524 4 5 4 ((x,((x,x),(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 6 71 19 8.200000 1.063012 12 0.098592 0.180952 5 4 6 ((x,((x,x),(x,(x,(x,x))))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 6 70 18 8.200000 1.081827 12 0.084507 0.171429 5 4 5 ((x,((x,x),(x,(x,(x,x))))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 71 19 8.066667 1.072419 13 0.098592 0.180952 5 5 6 ((x,((x,x),(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 6 70 16 8.866667 1.081827 12 0.084507 0.152381 6 4 8 ((x,((x,x),(x,(x,(x,x))))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 6 69 15 8.866667 1.100641 12 0.070423 0.142857 6 4 7 ((x,((x,x),(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 83 37 6.801190 0.939543 15 0.267606 0.352381 4 9 5 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 34 7.676190 0.940719 14 0.253521 0.323810 5 2 7 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 33 7.676190 0.943071 14 0.239437 0.314286 5 3 6 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 32 7.676190 0.947774 14 0.225352 0.304762 5 4 6 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 29 8.533333 0.950126 13 0.211268 0.276190 6 2 8 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 79 29 8.033333 0.950126 13 0.211268 0.276190 5 3 7 ((x,((x,x),((x,x),(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 31 7.676190 0.957181 14 0.211268 0.295238 5 5 6 ((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 28 8.533333 0.959533 13 0.197183 0.266667 6 2 8 ((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 77 27 8.533333 0.964237 13 0.183099 0.257143 6 3 7 ((x,((x,x),((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 77 27 8.033333 0.964237 13 0.183099 0.257143 5 4 6 ((x,((x,x),((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 24 8.866667 0.968940 12 0.169014 0.228571 6 3 8 ((x,((x,x),((x,x),(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 78 30 7.676190 0.975996 14 0.197183 0.285714 5 6 6 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 77 27 8.533333 0.978347 13 0.183099 0.257143 6 2 8 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 76 26 8.533333 0.983051 13 0.169014 0.247619 6 3 7 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 75 25 8.533333 0.992458 13 0.154930 0.238095 6 4 7 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 74 22 9.366667 0.997162 12 0.140845 0.209524 7 2 9 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 74 22 8.866667 0.997162 12 0.140845 0.209524 6 3 8 ((x,((x,x),((x,x),(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 75 25 8.033333 0.992458 13 0.154930 0.238095 5 5 6 ((x,((x,x),((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 22 8.866667 0.997162 12 0.140845 0.209524 6 3 8 ((x,((x,x),((x,x),(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 73 21 8.866667 1.006569 12 0.126761 0.200000 6 3 7 ((x,((x,x),((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 74 22 8.200000 0.997162 12 0.140845 0.209524 5 4 7 ((x,((x,x),((x,x),(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 73 19 8.866667 1.006569 12 0.126761 0.180952 6 4 8 ((x,((x,x),((x,x),(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 72 16 9.666667 1.015976 11 0.112676 0.152381 7 2 11 ((x,((x,x),((x,x),(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 77 29 7.676190 1.013624 14 0.183099 0.276190 5 7 6 ((x,((x,x),((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 26 8.533333 1.015976 13 0.169014 0.247619 6 2 8 ((x,((x,x),((x,x),(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 25 8.533333 1.020680 13 0.154930 0.238095 6 3 7 ((x,((x,x),((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 24 8.533333 1.030087 13 0.140845 0.228571 6 4 7 ((x,((x,x),((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 21 9.366667 1.034791 12 0.126761 0.200000 7 2 9 ((x,((x,x),((x,x),(x,x)))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 73 21 8.866667 1.034791 12 0.126761 0.200000 6 3 8 ((x,((x,x),((x,x),(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 23 8.533333 1.048901 13 0.126761 0.219048 6 5 7 ((x,((x,x),((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 20 9.366667 1.053605 12 0.112676 0.190476 7 2 9 ((x,((x,x),((x,x),(x,x)))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 71 19 9.366667 1.063012 12 0.098592 0.180952 7 3 8 ((x,((x,x),((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 4 7 ((x,((x,x),((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 16 9.666667 1.072419 11 0.084507 0.152381 7 3 9 ((x,((x,x),((x,x),(x,x)))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 73 23 8.033333 1.048901 13 0.126761 0.219048 5 6 6 ((x,((x,x),((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.866667 1.053605 12 0.112676 0.190476 6 3 8 ((x,((x,x),((x,x),(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 3 7 ((x,((x,x),((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.866667 1.081827 12 0.084507 0.171429 6 4 7 ((x,((x,x),((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 69 15 9.666667 1.091234 11 0.070423 0.142857 7 3 9 ((x,((x,x),((x,x),(x,x)))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 5 69 15 9.166667 1.091234 11 0.070423 0.142857 6 3 8 ((x,((x,x),((x,x),(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 71 19 8.200000 1.063012 12 0.098592 0.180952 5 5 6 ((x,((x,x),((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 70 16 9.000000 1.072419 11 0.084507 0.152381 6 4 8 ((x,((x,x),((x,x),(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 5 69 15 9.000000 1.091234 11 0.070423 0.142857 6 4 7 ((x,((x,x),((x,x),(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 70 16 8.866667 1.081827 12 0.084507 0.152381 6 5 8 ((x,((x,x),((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 5 69 13 9.666667 1.091234 11 0.070423 0.123810 7 2 10 ((x,((x,x),((x,x),(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 5 68 12 9.666667 1.110048 11 0.056338 0.114286 7 3 9 ((x,((x,x),((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 83 37 6.301190 0.939543 15 0.267606 0.352381 3 9 4 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 34 7.176190 0.940719 14 0.253521 0.323810 4 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 33 7.176190 0.943071 14 0.239437 0.314286 4 3 5 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 32 7.176190 0.947774 14 0.225352 0.304762 4 4 5 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 29 8.033333 0.950126 13 0.211268 0.276190 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 79 29 7.533333 0.950126 13 0.211268 0.276190 4 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 31 7.176190 0.957181 14 0.211268 0.295238 4 5 5 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 28 8.033333 0.959533 13 0.197183 0.266667 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 77 27 8.033333 0.964237 13 0.183099 0.257143 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 77 27 7.533333 0.964237 13 0.183099 0.257143 4 4 5 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 24 8.366667 0.968940 12 0.169014 0.228571 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 78 30 7.176190 0.975996 14 0.197183 0.285714 4 6 5 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 77 27 8.033333 0.978347 13 0.183099 0.257143 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 76 26 8.033333 0.983051 13 0.169014 0.247619 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 75 25 8.033333 0.992458 13 0.154930 0.238095 5 4 6 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 74 22 8.866667 0.997162 12 0.140845 0.209524 6 3 8 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 74 22 8.366667 0.997162 12 0.140845 0.209524 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 75 25 7.533333 0.992458 13 0.154930 0.238095 4 5 5 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 22 8.366667 0.997162 12 0.140845 0.209524 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 73 21 8.366667 1.006569 12 0.126761 0.200000 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 74 22 7.700000 0.997162 12 0.140845 0.209524 4 4 6 ((x,((x,(x,x)),(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 73 19 8.366667 1.006569 12 0.126761 0.180952 5 4 7 ((x,((x,(x,x)),(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 72 16 9.166667 1.015976 11 0.112676 0.152381 6 3 10 ((x,((x,(x,x)),(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 77 29 7.176190 1.013624 14 0.183099 0.276190 4 7 5 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 26 8.033333 1.015976 13 0.169014 0.247619 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 25 8.033333 1.020680 13 0.154930 0.238095 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 24 8.033333 1.030087 13 0.140845 0.228571 5 4 6 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 21 8.866667 1.034791 12 0.126761 0.200000 6 3 8 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 73 21 8.366667 1.034791 12 0.126761 0.200000 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 23 8.033333 1.048901 13 0.126761 0.219048 5 5 6 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 20 8.866667 1.053605 12 0.112676 0.190476 6 3 8 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 71 19 8.366667 1.063012 12 0.098592 0.180952 5 4 6 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 16 9.166667 1.072419 11 0.084507 0.152381 6 3 8 ((x,((x,(x,x)),(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 73 23 7.533333 1.048901 13 0.126761 0.219048 4 6 5 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.366667 1.053605 12 0.112676 0.190476 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.366667 1.063012 12 0.098592 0.180952 5 3 6 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.366667 1.081827 12 0.084507 0.171429 5 4 6 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 69 15 9.166667 1.091234 11 0.070423 0.142857 6 3 8 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 5 69 15 8.666667 1.091234 11 0.070423 0.142857 5 3 7 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 71 19 7.700000 1.063012 12 0.098592 0.180952 4 5 5 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 70 16 8.500000 1.072419 11 0.084507 0.152381 5 4 7 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 5 69 15 8.500000 1.091234 11 0.070423 0.142857 5 4 6 ((x,((x,(x,x)),(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 70 16 8.366667 1.081827 12 0.084507 0.152381 5 5 7 ((x,((x,(x,x)),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 5 69 13 9.166667 1.091234 11 0.070423 0.123810 6 3 9 ((x,((x,(x,x)),(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 5 68 12 9.166667 1.110048 11 0.056338 0.114286 6 3 8 ((x,((x,(x,x)),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 83 39 6.001190 0.967764 16 0.267606 0.371429 3 9 3 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 82 36 6.876190 0.968940 15 0.253521 0.342857 4 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 81 35 6.876190 0.971292 15 0.239437 0.333333 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 80 34 6.876190 0.975996 15 0.225352 0.323810 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 79 31 7.733333 0.978347 14 0.211268 0.295238 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 79 31 7.233333 0.978347 14 0.211268 0.295238 4 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 79 33 6.876190 0.985403 15 0.211268 0.314286 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 78 30 7.733333 0.987755 14 0.197183 0.285714 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 77 29 7.733333 0.992458 14 0.183099 0.276190 5 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 77 29 7.233333 0.992458 14 0.183099 0.276190 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 76 26 8.066667 0.997162 13 0.169014 0.247619 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 78 32 6.876190 1.004217 15 0.197183 0.304762 4 6 4 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 77 29 7.733333 1.006569 14 0.183099 0.276190 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 76 28 7.733333 1.011273 14 0.169014 0.266667 5 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 75 27 7.733333 1.020680 14 0.154930 0.257143 5 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 74 24 8.566667 1.025383 13 0.140845 0.228571 6 5 7 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 74 24 8.066667 1.025383 13 0.140845 0.228571 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 75 27 7.233333 1.020680 14 0.154930 0.257143 4 5 4 (((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 74 24 8.066667 1.025383 13 0.140845 0.228571 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 73 23 8.066667 1.034791 13 0.126761 0.219048 5 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 74 24 7.400000 1.025383 13 0.140845 0.228571 4 5 5 (((x,x),(x,(x,(x,(x,x))))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 73 21 8.066667 1.034791 13 0.126761 0.200000 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 6 72 18 8.866667 1.044198 12 0.112676 0.171429 6 5 9 (((x,x),(x,(x,(x,(x,x))))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 77 31 6.876190 1.041846 15 0.183099 0.295238 4 7 4 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 28 7.733333 1.044198 14 0.169014 0.266667 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 75 27 7.733333 1.048901 14 0.154930 0.257143 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 74 26 7.733333 1.058309 14 0.140845 0.247619 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 73 23 8.566667 1.063012 13 0.126761 0.219048 6 5 7 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 73 23 8.066667 1.063012 13 0.126761 0.219048 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 25 7.733333 1.077123 14 0.126761 0.238095 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 72 22 8.566667 1.081827 13 0.112676 0.209524 6 5 7 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 71 21 8.566667 1.091234 13 0.098592 0.200000 6 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 71 21 8.066667 1.091234 13 0.098592 0.200000 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 6 70 18 8.866667 1.100641 12 0.084507 0.171429 6 5 7 (((x,x),(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 73 25 7.233333 1.077123 14 0.126761 0.238095 4 6 4 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 72 22 8.066667 1.081827 13 0.112676 0.209524 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 71 21 8.066667 1.091234 13 0.098592 0.200000 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 70 20 8.066667 1.110048 13 0.084507 0.190476 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 6 69 17 8.866667 1.119455 12 0.070423 0.161905 6 5 7 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 6 69 17 8.366667 1.119455 12 0.070423 0.161905 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 71 21 7.400000 1.091234 13 0.098592 0.200000 4 5 4 (((x,x),(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 6 70 18 8.200000 1.100641 12 0.084507 0.171429 5 5 6 (((x,x),(x,(x,(x,(x,x))))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 6 69 17 8.200000 1.119455 12 0.070423 0.161905 5 5 5 (((x,x),(x,(x,(x,(x,x))))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 70 18 8.066667 1.110048 13 0.084507 0.171429 5 5 6 (((x,x),(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 6 69 15 8.866667 1.119455 12 0.070423 0.142857 6 5 8 (((x,x),(x,(x,(x,(x,x))))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 6 68 14 8.866667 1.138270 12 0.056338 0.133333 6 5 7 (((x,x),(x,(x,(x,(x,x))))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 82 36 6.801190 0.977172 15 0.253521 0.342857 4 9 5 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 81 33 7.676190 0.978347 14 0.239437 0.314286 5 2 7 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 80 32 7.676190 0.980699 14 0.225352 0.304762 5 3 6 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 79 31 7.676190 0.985403 14 0.211268 0.295238 5 4 6 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 78 28 8.533333 0.987755 13 0.197183 0.266667 6 2 8 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 78 28 8.033333 0.987755 13 0.197183 0.266667 5 3 7 (((x,x),(x,((x,x),(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 78 30 7.676190 0.994810 14 0.197183 0.285714 5 5 6 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 77 27 8.533333 0.997162 13 0.183099 0.257143 6 2 8 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 76 26 8.533333 1.001865 13 0.169014 0.247619 6 3 7 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 76 26 8.033333 1.001865 13 0.169014 0.247619 5 4 6 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 75 23 8.866667 1.006569 12 0.154930 0.219048 6 3 8 (((x,x),(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 77 29 7.676190 1.013624 14 0.183099 0.276190 5 6 6 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 76 26 8.533333 1.015976 13 0.169014 0.247619 6 2 8 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 75 25 8.533333 1.020680 13 0.154930 0.238095 6 3 7 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 74 24 8.533333 1.030087 13 0.140845 0.228571 6 4 7 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 73 21 9.366667 1.034791 12 0.126761 0.200000 7 2 9 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 73 21 8.866667 1.034791 12 0.126761 0.200000 6 3 8 (((x,x),(x,((x,x),(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 74 24 8.033333 1.030087 13 0.140845 0.228571 5 5 6 (((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 73 21 8.866667 1.034791 12 0.126761 0.200000 6 3 8 (((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 72 20 8.866667 1.044198 12 0.112676 0.190476 6 3 7 (((x,x),(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 73 21 8.200000 1.034791 12 0.126761 0.200000 5 4 7 (((x,x),(x,((x,x),(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 72 18 8.866667 1.044198 12 0.112676 0.171429 6 4 8 (((x,x),(x,((x,x),(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 71 15 9.666667 1.053605 11 0.098592 0.142857 7 2 11 (((x,x),(x,((x,x),(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 76 28 7.676190 1.051253 14 0.169014 0.266667 5 7 6 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 25 8.533333 1.053605 13 0.154930 0.238095 6 2 8 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 74 24 8.533333 1.058309 13 0.140845 0.228571 6 3 7 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 73 23 8.533333 1.067716 13 0.126761 0.219048 6 4 7 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 72 20 9.366667 1.072419 12 0.112676 0.190476 7 2 9 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 72 20 8.866667 1.072419 12 0.112676 0.190476 6 3 8 (((x,x),(x,((x,x),(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 22 8.533333 1.086530 13 0.112676 0.209524 6 5 7 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 71 19 9.366667 1.091234 12 0.098592 0.180952 7 2 9 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 70 18 9.366667 1.100641 12 0.084507 0.171429 7 3 8 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 70 18 8.866667 1.100641 12 0.084507 0.171429 6 4 7 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 15 9.666667 1.110048 11 0.070423 0.142857 7 3 9 (((x,x),(x,((x,x),(x,x)))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 72 22 8.033333 1.086530 13 0.112676 0.209524 5 6 6 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 71 19 8.866667 1.091234 12 0.098592 0.180952 6 3 8 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 70 18 8.866667 1.100641 12 0.084507 0.171429 6 3 7 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 69 17 8.866667 1.119455 12 0.070423 0.161905 6 4 7 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 68 14 9.666667 1.128862 11 0.056338 0.133333 7 3 9 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 5 68 14 9.166667 1.128862 11 0.056338 0.133333 6 3 8 (((x,x),(x,((x,x),(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 70 18 8.200000 1.100641 12 0.084507 0.171429 5 5 6 (((x,x),(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 69 15 9.000000 1.110048 11 0.070423 0.142857 6 4 8 (((x,x),(x,((x,x),(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 5 68 14 9.000000 1.128862 11 0.056338 0.133333 6 4 7 (((x,x),(x,((x,x),(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 69 15 8.866667 1.119455 12 0.070423 0.142857 6 5 8 (((x,x),(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 5 68 12 9.666667 1.128862 11 0.056338 0.114286 7 2 10 (((x,x),(x,((x,x),(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 5 67 11 9.666667 1.147677 11 0.042254 0.104762 7 3 9 (((x,x),(x,((x,x),(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 81 35 6.801190 0.995986 15 0.239437 0.333333 4 9 4 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 32 7.676190 0.997162 14 0.225352 0.304762 5 3 6 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 31 7.676190 0.999514 14 0.211268 0.295238 5 3 5 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 30 7.676190 1.004217 14 0.197183 0.285714 5 4 5 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 27 8.533333 1.006569 13 0.183099 0.257143 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 77 27 8.033333 1.006569 13 0.183099 0.257143 5 3 6 (((x,x),((x,x),(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 29 7.676190 1.013624 14 0.183099 0.276190 5 5 5 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 26 8.533333 1.015976 13 0.169014 0.247619 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 75 25 8.533333 1.020680 13 0.154930 0.238095 6 3 6 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 75 25 8.033333 1.020680 13 0.154930 0.238095 5 4 5 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 22 8.866667 1.025383 12 0.140845 0.209524 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 76 28 7.676190 1.032439 14 0.169014 0.266667 5 6 5 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 75 25 8.533333 1.034791 13 0.154930 0.238095 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 74 24 8.533333 1.039494 13 0.140845 0.228571 6 3 6 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 73 23 8.533333 1.048901 13 0.126761 0.219048 6 4 6 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 72 20 9.366667 1.053605 12 0.112676 0.190476 7 3 8 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 72 20 8.866667 1.053605 12 0.112676 0.190476 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 73 23 8.033333 1.048901 13 0.126761 0.219048 5 5 5 (((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 20 8.866667 1.053605 12 0.112676 0.190476 6 3 7 (((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 71 19 8.866667 1.063012 12 0.098592 0.180952 6 3 6 (((x,x),((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 72 20 8.200000 1.053605 12 0.112676 0.190476 5 4 6 (((x,x),((x,x),(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 71 17 8.866667 1.063012 12 0.098592 0.161905 6 4 7 (((x,x),((x,x),(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 70 14 9.666667 1.072419 11 0.084507 0.133333 7 3 10 (((x,x),((x,x),(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 75 27 7.676190 1.070068 14 0.154930 0.257143 5 7 5 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 74 24 8.533333 1.072419 13 0.140845 0.228571 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 73 23 8.533333 1.077123 13 0.126761 0.219048 6 3 6 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 72 22 8.533333 1.086530 13 0.112676 0.209524 6 4 6 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 71 19 9.366667 1.091234 12 0.098592 0.180952 7 3 8 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 71 19 8.866667 1.091234 12 0.098592 0.180952 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 71 21 8.533333 1.105345 13 0.098592 0.200000 6 5 6 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 70 18 9.366667 1.110048 12 0.084507 0.171429 7 3 8 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 69 17 9.366667 1.119455 12 0.070423 0.161905 7 3 7 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 69 17 8.866667 1.119455 12 0.070423 0.161905 6 4 6 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 5 68 14 9.666667 1.128862 11 0.056338 0.133333 7 3 8 (((x,x),((x,x),(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 71 21 8.033333 1.105345 13 0.098592 0.200000 5 6 5 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 70 18 8.866667 1.110048 12 0.084507 0.171429 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 69 17 8.866667 1.119455 12 0.070423 0.161905 6 3 6 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 68 16 8.866667 1.138270 12 0.056338 0.152381 6 4 6 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 67 13 9.666667 1.147677 11 0.042254 0.123810 7 3 8 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 5 67 13 9.166667 1.147677 11 0.042254 0.123810 6 3 7 (((x,x),((x,x),(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 69 17 8.200000 1.119455 12 0.070423 0.161905 5 5 5 (((x,x),((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 68 14 9.000000 1.128862 11 0.056338 0.133333 6 4 7 (((x,x),((x,x),(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 5 67 13 9.000000 1.147677 11 0.042254 0.123810 6 4 6 (((x,x),((x,x),(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 68 14 8.866667 1.138270 12 0.056338 0.133333 6 5 7 (((x,x),((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 5 67 11 9.666667 1.147677 11 0.042254 0.104762 7 3 9 (((x,x),((x,x),(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 5 66 10 9.666667 1.166491 11 0.028169 0.095238 7 3 8 (((x,x),((x,x),(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 81 35 6.301190 0.995986 15 0.239437 0.333333 3 9 3 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 80 32 7.176190 0.997162 14 0.225352 0.304762 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 79 31 7.176190 0.999514 14 0.211268 0.295238 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 78 30 7.176190 1.004217 14 0.197183 0.285714 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 77 27 8.033333 1.006569 13 0.183099 0.257143 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 77 27 7.533333 1.006569 13 0.183099 0.257143 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 77 29 7.176190 1.013624 14 0.183099 0.276190 4 5 4 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 76 26 8.033333 1.015976 13 0.169014 0.247619 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 75 25 8.033333 1.020680 13 0.154930 0.238095 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 75 25 7.533333 1.020680 13 0.154930 0.238095 4 4 4 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 74 22 8.366667 1.025383 12 0.140845 0.209524 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 76 28 7.176190 1.032439 14 0.169014 0.266667 4 6 4 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 75 25 8.033333 1.034791 13 0.154930 0.238095 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 74 24 8.033333 1.039494 13 0.140845 0.228571 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 73 23 8.033333 1.048901 13 0.126761 0.219048 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 72 20 8.866667 1.053605 12 0.112676 0.190476 6 4 7 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 72 20 8.366667 1.053605 12 0.112676 0.190476 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 73 23 7.533333 1.048901 13 0.126761 0.219048 4 5 4 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 72 20 8.366667 1.053605 12 0.112676 0.190476 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 71 19 8.366667 1.063012 12 0.098592 0.180952 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 72 20 7.700000 1.053605 12 0.112676 0.190476 4 4 5 (((x,(x,x)),(x,(x,(x,x)))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 71 17 8.366667 1.063012 12 0.098592 0.161905 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 70 14 9.166667 1.072419 11 0.084507 0.133333 6 4 9 (((x,(x,x)),(x,(x,(x,x)))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 75 27 7.176190 1.070068 14 0.154930 0.257143 4 7 4 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 74 24 8.033333 1.072419 13 0.140845 0.228571 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 73 23 8.033333 1.077123 13 0.126761 0.219048 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 72 22 8.033333 1.086530 13 0.112676 0.209524 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 71 19 8.866667 1.091234 12 0.098592 0.180952 6 4 7 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 71 19 8.366667 1.091234 12 0.098592 0.180952 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 71 21 8.033333 1.105345 13 0.098592 0.200000 5 5 5 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 70 18 8.866667 1.110048 12 0.084507 0.171429 6 4 7 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 69 17 8.866667 1.119455 12 0.070423 0.161905 6 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 69 17 8.366667 1.119455 12 0.070423 0.161905 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 5 68 14 9.166667 1.128862 11 0.056338 0.133333 6 4 7 (((x,(x,x)),(x,(x,(x,x)))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 71 21 7.533333 1.105345 13 0.098592 0.200000 4 6 4 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 70 18 8.366667 1.110048 12 0.084507 0.171429 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 69 17 8.366667 1.119455 12 0.070423 0.161905 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 68 16 8.366667 1.138270 12 0.056338 0.152381 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,(x,x)))))) 16 5 67 13 9.166667 1.147677 11 0.042254 0.123810 6 4 7 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),((x,x),((x,x),(x,x))))) 16 5 67 13 8.666667 1.147677 11 0.042254 0.123810 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,x)),((x,(x,x)),(x,(x,x))))) 16 6 69 17 7.700000 1.119455 12 0.070423 0.161905 4 5 4 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,(x,x)))))) 16 5 68 14 8.500000 1.128862 11 0.056338 0.133333 5 4 6 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,(x,x))),(x,((x,x),(x,x))))) 16 5 67 13 8.500000 1.147677 11 0.042254 0.123810 5 4 5 (((x,(x,x)),(x,(x,(x,x)))),((x,(x,(x,x))),((x,x),(x,(x,x))))) 16 6 68 14 8.366667 1.138270 12 0.056338 0.133333 5 5 6 (((x,(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,(x,x)))))) 16 5 67 11 9.166667 1.147677 11 0.042254 0.104762 6 4 8 (((x,(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),(x,((x,x),(x,x))))) 16 5 66 10 9.166667 1.166491 11 0.028169 0.095238 6 4 7 (((x,(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),((x,x),(x,(x,x))))) 16 9 80 32 7.051190 1.014800 14 0.225352 0.304762 4 9 5 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,(x,x))))))))) 16 8 79 29 7.926190 1.015976 13 0.211268 0.276190 5 3 7 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,(x,((x,x),(x,x)))))))) 16 8 78 28 7.926190 1.018328 13 0.197183 0.266667 5 3 6 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,(x,x)))))))) 16 8 77 27 7.926190 1.023032 13 0.183099 0.257143 5 4 6 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,(x,x)))))))) 16 7 76 24 8.783333 1.025383 12 0.169014 0.228571 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,((x,x),((x,x),(x,x))))))) 16 7 76 24 8.283333 1.025383 12 0.169014 0.228571 5 3 7 (((x,(x,x)),((x,x),(x,x))),(x,(x,(x,((x,(x,x)),(x,(x,x))))))) 16 8 76 26 7.926190 1.032439 13 0.169014 0.247619 5 5 6 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,(x,x)))))))) 16 7 75 23 8.783333 1.034791 12 0.154930 0.219048 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,x),(x,((x,x),(x,x))))))) 16 7 74 22 8.783333 1.039494 12 0.140845 0.209524 6 3 7 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,(x,x))))))) 16 7 74 22 8.283333 1.039494 12 0.140845 0.209524 5 4 6 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,(x,x))))))) 16 6 73 19 9.116667 1.044198 11 0.126761 0.180952 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,(x,((x,(x,x)),((x,x),(x,x)))))) 16 8 75 25 7.926190 1.051253 13 0.154930 0.238095 5 6 6 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,(x,x)))))))) 16 7 74 22 8.783333 1.053605 12 0.140845 0.209524 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),(x,(x,((x,x),(x,x))))))) 16 7 73 21 8.783333 1.058309 12 0.126761 0.200000 6 3 7 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,(x,x))))))) 16 7 72 20 8.783333 1.067716 12 0.112676 0.190476 6 4 7 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,(x,x))))))) 16 6 71 17 9.616667 1.072419 11 0.098592 0.161905 7 3 9 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),((x,x),((x,x),(x,x)))))) 16 6 71 17 9.116667 1.072419 11 0.098592 0.161905 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,((x,x),((x,(x,x)),(x,(x,x)))))) 16 7 72 20 8.283333 1.067716 12 0.112676 0.190476 5 5 6 (((x,(x,x)),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,(x,x))))))) 16 6 71 17 9.116667 1.072419 11 0.098592 0.161905 6 3 8 (((x,(x,x)),((x,x),(x,x))),(x,((x,(x,x)),(x,((x,x),(x,x)))))) 16 6 70 16 9.116667 1.081827 11 0.084507 0.152381 6 3 7 (((x,(x,x)),((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,(x,x)))))) 16 6 71 17 8.450000 1.072419 11 0.098592 0.161905 5 4 7 (((x,(x,x)),((x,x),(x,x))),(x,((x,(x,(x,x))),(x,(x,(x,x)))))) 16 6 70 14 9.116667 1.081827 11 0.084507 0.133333 6 4 8 (((x,(x,x)),((x,x),(x,x))),(x,(((x,x),(x,x)),(x,(x,(x,x)))))) 16 5 69 11 9.916667 1.091234 10 0.070423 0.104762 7 3 11 (((x,(x,x)),((x,x),(x,x))),(x,(((x,x),(x,x)),((x,x),(x,x))))) 16 8 74 24 7.926190 1.088882 13 0.140845 0.228571 5 7 6 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,(x,x)))))))) 16 7 73 21 8.783333 1.091234 12 0.126761 0.200000 6 3 8 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,(x,(x,((x,x),(x,x))))))) 16 7 72 20 8.783333 1.095937 12 0.112676 0.190476 6 3 7 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,(x,x))))))) 16 7 71 19 8.783333 1.105345 12 0.098592 0.180952 6 4 7 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,(x,x))))))) 16 6 70 16 9.616667 1.110048 11 0.084507 0.152381 7 3 9 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,((x,x),((x,x),(x,x)))))) 16 6 70 16 9.116667 1.110048 11 0.084507 0.152381 6 3 8 (((x,(x,x)),((x,x),(x,x))),((x,x),(x,((x,(x,x)),(x,(x,x)))))) 16 7 70 18 8.783333 1.124159 12 0.084507 0.171429 6 5 7 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,(x,x))))))) 16 6 69 15 9.616667 1.128862 11 0.070423 0.142857 7 3 9 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,x),(x,((x,x),(x,x)))))) 16 6 68 14 9.616667 1.138270 11 0.056338 0.133333 7 3 8 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,x),((x,x),(x,(x,x)))))) 16 6 68 14 9.116667 1.138270 11 0.056338 0.133333 6 4 7 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,(x,x)))))) 16 5 67 11 9.916667 1.147677 10 0.042254 0.104762 7 3 9 (((x,(x,x)),((x,x),(x,x))),((x,x),((x,(x,x)),((x,x),(x,x))))) 16 7 70 18 8.283333 1.124159 12 0.084507 0.171429 5 6 6 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,(x,x))))))) 16 6 69 15 9.116667 1.128862 11 0.070423 0.142857 6 3 8 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),(x,(x,((x,x),(x,x)))))) 16 6 68 14 9.116667 1.138270 11 0.056338 0.133333 6 3 7 (((x,(x,x)),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,(x,x)))))) 16 6 67 13 9.116667 1.157084 11 0.042254 0.123810 6 4 7 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((x,(x,((x,x),(x,(x,(x,x)))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 81 33 6.900000 0.921904 15 0.239437 0.314286 4 4 4 ((x,(x,((x,x),(x,(x,(x,x)))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 80 32 6.900000 0.931312 15 0.225352 0.304762 4 4 5 ((x,(x,((x,x),(x,(x,(x,x)))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 8 82 34 6.876190 0.919553 15 0.253521 0.323810 4 8 5 ((x,(x,((x,x),((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 81 31 7.733333 0.921904 14 0.239437 0.295238 5 2 7 ((x,(x,((x,x),((x,x),(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 80 30 7.733333 0.926608 14 0.225352 0.285714 5 3 6 ((x,(x,((x,x),((x,x),(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 79 29 7.733333 0.936015 14 0.211268 0.276190 5 4 6 ((x,(x,((x,x),((x,x),(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 78 26 8.566667 0.940719 13 0.197183 0.247619 6 2 9 ((x,(x,((x,x),((x,x),(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))) 16 8 82 34 6.376190 0.919553 15 0.253521 0.323810 3 8 4 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((x,((x,x),(x,(x,(x,(x,x)))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 79 31 6.900000 0.950126 15 0.211268 0.295238 4 5 4 ((x,((x,x),(x,(x,(x,(x,x)))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 7 78 28 7.733333 0.954830 14 0.197183 0.266667 5 5 6 ((x,((x,x),(x,(x,(x,(x,x)))))),(x,(x,((x,x),((x,x),(x,x)))))) 16 7 78 28 7.233333 0.954830 14 0.197183 0.266667 4 5 5 ((x,((x,x),(x,(x,(x,(x,x)))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 78 30 6.900000 0.968940 15 0.197183 0.285714 4 5 5 ((x,((x,x),(x,(x,(x,(x,x)))))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 8 81 33 6.876190 0.938367 15 0.239437 0.314286 4 8 5 ((x,((x,x),(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 80 30 7.733333 0.940719 14 0.225352 0.285714 5 2 7 ((x,((x,x),(x,((x,x),(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 79 29 7.733333 0.945422 14 0.211268 0.276190 5 3 6 ((x,((x,x),(x,((x,x),(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 78 28 7.733333 0.954830 14 0.197183 0.266667 5 4 6 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((x,((x,(x,x)),((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 78 26 8.033333 0.959533 13 0.197183 0.247619 5 3 7 ((x,((x,(x,x)),((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 77 25 8.033333 0.964237 13 0.183099 0.238095 5 3 6 ((x,((x,(x,x)),((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 76 24 8.033333 0.973644 13 0.169014 0.228571 5 4 6 ((x,((x,(x,x)),((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 75 21 8.866667 0.978347 12 0.154930 0.200000 6 3 8 ((x,((x,(x,x)),((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 75 21 8.366667 0.978347 12 0.154930 0.200000 5 3 7 ((x,((x,(x,x)),((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 75 23 8.033333 0.992458 13 0.154930 0.219048 5 5 6 ((x,((x,(x,x)),((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 74 20 8.866667 0.997162 12 0.140845 0.190476 6 3 8 ((x,((x,(x,x)),((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 73 19 8.866667 1.006569 12 0.126761 0.180952 6 3 7 ((x,((x,(x,x)),((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 73 19 8.366667 1.006569 12 0.126761 0.180952 5 4 6 ((x,((x,(x,x)),((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 5 72 16 9.166667 1.015976 11 0.112676 0.152381 6 3 9 ((x,((x,(x,x)),((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 16 8 81 35 6.042857 0.971292 16 0.239437 0.333333 3 8 3 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 80 32 6.900000 0.973644 15 0.225352 0.304762 4 6 5 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 79 31 6.900000 0.978347 15 0.211268 0.295238 4 6 4 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 78 30 6.900000 0.987755 15 0.197183 0.285714 4 6 4 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 7 77 27 7.733333 0.992458 14 0.183099 0.257143 5 6 6 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,(x,((x,x),((x,x),(x,x)))))) 16 7 77 27 7.233333 0.992458 14 0.183099 0.257143 4 6 5 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 77 29 6.900000 1.006569 15 0.183099 0.276190 4 6 4 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 7 76 26 7.733333 1.011273 14 0.169014 0.247619 5 6 6 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,((x,x),(x,((x,x),(x,x)))))) 16 7 75 25 7.733333 1.020680 14 0.154930 0.238095 5 6 5 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,((x,x),((x,x),(x,(x,x)))))) 16 7 75 25 7.233333 1.020680 14 0.154930 0.238095 4 6 4 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 7 74 22 8.033333 1.030087 13 0.140845 0.209524 5 6 6 (((x,x),(x,(x,(x,(x,(x,x)))))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 76 28 6.900000 1.044198 15 0.169014 0.266667 4 6 5 (((x,x),(x,(x,(x,(x,(x,x)))))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 8 80 32 6.876190 0.975996 15 0.225352 0.304762 4 8 5 (((x,x),(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 79 29 7.733333 0.978347 14 0.211268 0.276190 5 2 7 (((x,x),(x,(x,((x,x),(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 78 28 7.733333 0.983051 14 0.197183 0.266667 5 3 6 (((x,x),(x,(x,((x,x),(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 77 27 7.733333 0.992458 14 0.183099 0.257143 5 4 6 (((x,x),(x,(x,((x,x),(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 76 24 8.566667 0.997162 13 0.169014 0.228571 6 2 8 (((x,x),(x,(x,((x,x),(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 76 24 8.066667 0.997162 13 0.169014 0.228571 5 3 7 (((x,x),(x,(x,((x,x),(x,x))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 76 26 7.733333 1.011273 14 0.169014 0.247619 5 5 6 (((x,x),(x,(x,((x,x),(x,x))))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 75 23 8.566667 1.015976 13 0.154930 0.219048 6 2 8 (((x,x),(x,(x,((x,x),(x,x))))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 74 22 8.566667 1.025383 13 0.140845 0.209524 6 3 7 (((x,x),(x,(x,((x,x),(x,x))))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 74 22 8.066667 1.025383 13 0.140845 0.209524 5 4 6 (((x,x),(x,(x,((x,x),(x,x))))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 6 73 19 8.866667 1.034791 12 0.126761 0.180952 6 3 8 (((x,x),(x,(x,((x,x),(x,x))))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 75 25 7.733333 1.048901 14 0.154930 0.238095 5 6 6 (((x,x),(x,(x,((x,x),(x,x))))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 74 22 8.566667 1.053605 13 0.140845 0.209524 6 2 9 (((x,x),(x,(x,((x,x),(x,x))))),((x,x),(x,(x,((x,x),(x,x)))))) 16 8 79 31 6.876190 0.985403 15 0.211268 0.295238 4 8 4 (((x,x),(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 78 28 7.733333 0.987755 14 0.197183 0.266667 5 3 6 (((x,x),(x,((x,x),(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 77 27 7.733333 0.992458 14 0.183099 0.257143 5 3 5 (((x,x),(x,((x,x),(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 76 26 7.733333 1.001865 14 0.169014 0.247619 5 4 5 (((x,x),(x,((x,x),(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 75 23 8.566667 1.006569 13 0.154930 0.219048 6 3 7 (((x,x),(x,((x,x),(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 75 23 8.066667 1.006569 13 0.154930 0.219048 5 3 6 (((x,x),(x,((x,x),(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 75 25 7.733333 1.020680 14 0.154930 0.238095 5 5 5 (((x,x),(x,((x,x),(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 74 22 8.566667 1.025383 13 0.140845 0.209524 6 3 7 (((x,x),(x,((x,x),(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 73 21 8.566667 1.034791 13 0.126761 0.200000 6 3 6 (((x,x),(x,((x,x),(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 73 21 8.066667 1.034791 13 0.126761 0.200000 5 4 5 (((x,x),(x,((x,x),(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 6 72 18 8.866667 1.044198 12 0.112676 0.171429 6 3 7 (((x,x),(x,((x,x),(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 74 24 7.733333 1.058309 14 0.140845 0.228571 5 6 5 (((x,x),(x,((x,x),(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 73 21 8.566667 1.063012 13 0.126761 0.200000 6 3 7 (((x,x),(x,((x,x),(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 72 20 8.566667 1.072419 13 0.112676 0.190476 6 3 7 (((x,x),(x,((x,x),(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x)))))) 16 8 78 30 6.876190 1.004217 15 0.197183 0.285714 4 8 4 (((x,x),((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 77 27 7.733333 1.006569 14 0.183099 0.257143 5 4 6 (((x,x),((x,x),(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 76 26 7.733333 1.011273 14 0.169014 0.247619 5 4 5 (((x,x),((x,x),(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 75 25 7.733333 1.020680 14 0.154930 0.238095 5 4 5 (((x,x),((x,x),(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 74 22 8.566667 1.025383 13 0.140845 0.209524 6 4 7 (((x,x),((x,x),(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 74 22 8.066667 1.025383 13 0.140845 0.209524 5 4 6 (((x,x),((x,x),(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 74 24 7.733333 1.039494 14 0.140845 0.228571 5 5 5 (((x,x),((x,x),(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 73 21 8.566667 1.044198 13 0.126761 0.200000 6 4 7 (((x,x),((x,x),(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 72 20 8.566667 1.053605 13 0.112676 0.190476 6 4 6 (((x,x),((x,x),(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 72 20 8.066667 1.053605 13 0.112676 0.190476 5 4 5 (((x,x),((x,x),(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 6 71 17 8.866667 1.063012 12 0.098592 0.161905 6 4 7 (((x,x),((x,x),(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 73 23 7.733333 1.077123 14 0.126761 0.219048 5 6 5 (((x,x),((x,x),(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.566667 1.081827 13 0.112676 0.190476 6 4 7 (((x,x),((x,x),(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.566667 1.091234 13 0.098592 0.180952 6 4 6 (((x,x),((x,x),(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.566667 1.110048 13 0.084507 0.171429 6 4 7 (((x,x),((x,x),(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x)))))) 16 8 77 27 7.676190 1.013624 14 0.183099 0.257143 5 8 6 (((x,x),((x,x),((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 24 8.533333 1.015976 13 0.169014 0.228571 6 2 8 (((x,x),((x,x),((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 75 23 8.533333 1.020680 13 0.154930 0.219048 6 3 7 (((x,x),((x,x),((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 74 22 8.533333 1.030087 13 0.140845 0.209524 6 4 7 (((x,x),((x,x),((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 73 19 9.366667 1.034791 12 0.126761 0.180952 7 2 9 (((x,x),((x,x),((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 73 19 8.866667 1.034791 12 0.126761 0.180952 6 3 8 (((x,x),((x,x),((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 21 8.533333 1.048901 13 0.126761 0.200000 6 5 7 (((x,x),((x,x),((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 72 18 9.366667 1.053605 12 0.112676 0.171429 7 2 9 (((x,x),((x,x),((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 71 17 9.366667 1.063012 12 0.098592 0.161905 7 3 8 (((x,x),((x,x),((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 71 17 8.866667 1.063012 12 0.098592 0.161905 6 4 7 (((x,x),((x,x),((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 14 9.666667 1.072419 11 0.084507 0.133333 7 3 9 (((x,x),((x,x),((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 72 20 8.533333 1.086530 13 0.112676 0.190476 6 6 7 (((x,x),((x,x),((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 71 17 9.366667 1.091234 12 0.098592 0.161905 7 2 9 (((x,x),((x,x),((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 70 16 9.366667 1.100641 12 0.084507 0.152381 7 3 8 (((x,x),((x,x),((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 69 15 9.366667 1.119455 12 0.070423 0.142857 7 4 8 (((x,x),((x,x),((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 16 5 68 12 10.166667 1.128862 11 0.056338 0.114286 8 2 11 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(((x,x),((x,(x,x)),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 16 5 68 12 9.166667 1.128862 11 0.056338 0.114286 6 3 9 (((x,x),((x,(x,x)),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 16 8 78 30 6.376190 1.004217 15 0.197183 0.285714 3 8 3 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 77 27 7.233333 1.006569 14 0.183099 0.257143 4 5 5 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 76 26 7.233333 1.011273 14 0.169014 0.247619 4 5 4 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 75 25 7.233333 1.020680 14 0.154930 0.238095 4 5 4 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 74 22 8.066667 1.025383 13 0.140845 0.209524 5 5 6 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 74 22 7.566667 1.025383 13 0.140845 0.209524 4 5 5 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 74 24 7.233333 1.039494 14 0.140845 0.228571 4 5 4 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 73 21 8.066667 1.044198 13 0.126761 0.200000 5 5 6 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 72 20 8.066667 1.053605 13 0.112676 0.190476 5 5 5 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 72 20 7.566667 1.053605 13 0.112676 0.190476 4 5 4 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 6 71 17 8.366667 1.063012 12 0.098592 0.161905 5 5 6 (((x,(x,x)),(x,(x,(x,(x,x))))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 73 23 7.233333 1.077123 14 0.126761 0.219048 4 6 4 (((x,(x,x)),(x,(x,(x,(x,x))))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 72 20 8.066667 1.081827 13 0.112676 0.190476 5 5 6 (((x,(x,x)),(x,(x,(x,(x,x))))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 71 19 8.066667 1.091234 13 0.098592 0.180952 5 5 5 (((x,(x,x)),(x,(x,(x,(x,x))))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 70 18 8.066667 1.110048 13 0.084507 0.171429 5 5 5 (((x,(x,x)),(x,(x,(x,(x,x))))),((x,x),((x,x),(x,(x,(x,x)))))) 16 6 69 15 8.866667 1.119455 12 0.070423 0.142857 6 5 7 (((x,(x,x)),(x,(x,(x,(x,x))))),((x,x),((x,x),((x,x),(x,x))))) 16 6 69 15 8.366667 1.119455 12 0.070423 0.142857 5 5 6 (((x,(x,x)),(x,(x,(x,(x,x))))),((x,x),((x,(x,x)),(x,(x,x))))) 16 6 70 18 7.566667 1.110048 13 0.084507 0.171429 4 5 5 (((x,(x,x)),(x,(x,(x,(x,x))))),((x,(x,x)),(x,(x,(x,(x,x)))))) 16 8 77 27 7.176190 1.013624 14 0.183099 0.257143 4 8 5 (((x,(x,x)),(x,((x,x),(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 24 8.033333 1.015976 13 0.169014 0.228571 5 3 7 (((x,(x,x)),(x,((x,x),(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 75 23 8.033333 1.020680 13 0.154930 0.219048 5 3 6 (((x,(x,x)),(x,((x,x),(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 74 22 8.033333 1.030087 13 0.140845 0.209524 5 4 6 (((x,(x,x)),(x,((x,x),(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 73 19 8.866667 1.034791 12 0.126761 0.180952 6 3 8 (((x,(x,x)),(x,((x,x),(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 73 19 8.366667 1.034791 12 0.126761 0.180952 5 3 7 (((x,(x,x)),(x,((x,x),(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 21 8.033333 1.048901 13 0.126761 0.200000 5 5 6 (((x,(x,x)),(x,((x,x),(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 72 18 8.866667 1.053605 12 0.112676 0.171429 6 3 8 (((x,(x,x)),(x,((x,x),(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 71 17 8.866667 1.063012 12 0.098592 0.161905 6 3 7 (((x,(x,x)),(x,((x,x),(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 71 17 8.366667 1.063012 12 0.098592 0.161905 5 4 6 (((x,(x,x)),(x,((x,x),(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 14 9.166667 1.072419 11 0.084507 0.133333 6 3 8 (((x,(x,x)),(x,((x,x),(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 72 20 8.033333 1.086530 13 0.112676 0.190476 5 6 6 (((x,(x,x)),(x,((x,x),(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 71 17 8.866667 1.091234 12 0.098592 0.161905 6 3 8 (((x,(x,x)),(x,((x,x),(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 70 16 8.866667 1.100641 12 0.084507 0.152381 6 3 7 (((x,(x,x)),(x,((x,x),(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 69 15 8.866667 1.119455 12 0.070423 0.142857 6 4 7 (((x,(x,x)),(x,((x,x),(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 16 5 68 12 9.666667 1.128862 11 0.056338 0.114286 7 3 9 (((x,(x,x)),(x,((x,x),(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 16 5 68 12 9.166667 1.128862 11 0.056338 0.114286 6 3 8 (((x,(x,x)),(x,((x,x),(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 16 6 69 15 8.366667 1.119455 12 0.070423 0.142857 5 5 6 (((x,(x,x)),(x,((x,x),(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 16 5 68 12 9.166667 1.128862 11 0.056338 0.114286 6 3 9 (((x,(x,x)),(x,((x,x),(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 16 8 76 26 7.176190 1.032439 14 0.169014 0.247619 4 8 4 (((x,(x,x)),((x,x),(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 23 8.033333 1.034791 13 0.154930 0.219048 5 3 6 (((x,(x,x)),((x,x),(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 74 22 8.033333 1.039494 13 0.140845 0.209524 5 3 5 (((x,(x,x)),((x,x),(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 73 21 8.033333 1.048901 13 0.126761 0.200000 5 4 5 (((x,(x,x)),((x,x),(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 72 18 8.866667 1.053605 12 0.112676 0.171429 6 3 7 (((x,(x,x)),((x,x),(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 72 18 8.366667 1.053605 12 0.112676 0.171429 5 3 6 (((x,(x,x)),((x,x),(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 20 8.033333 1.067716 13 0.112676 0.190476 5 5 5 (((x,(x,x)),((x,x),(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 71 17 8.866667 1.072419 12 0.098592 0.161905 6 3 7 (((x,(x,x)),((x,x),(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 70 16 8.866667 1.081827 12 0.084507 0.152381 6 3 6 (((x,(x,x)),((x,x),(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 70 16 8.366667 1.081827 12 0.084507 0.152381 5 4 5 (((x,(x,x)),((x,x),(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 13 9.166667 1.091234 11 0.070423 0.123810 6 3 7 (((x,(x,x)),((x,x),(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 71 19 8.033333 1.105345 13 0.098592 0.180952 5 6 5 (((x,(x,x)),((x,x),(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 70 16 8.866667 1.110048 12 0.084507 0.152381 6 3 7 (((x,(x,x)),((x,x),(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 69 15 8.866667 1.119455 12 0.070423 0.142857 6 3 6 (((x,(x,x)),((x,x),(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 68 14 8.866667 1.138270 12 0.056338 0.133333 6 4 6 (((x,(x,x)),((x,x),(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 16 5 67 11 9.666667 1.147677 11 0.042254 0.104762 7 3 8 (((x,(x,x)),((x,x),(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 16 5 67 11 9.166667 1.147677 11 0.042254 0.104762 6 3 7 (((x,(x,x)),((x,x),(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 16 6 68 14 8.366667 1.138270 12 0.056338 0.133333 5 5 5 (((x,(x,x)),((x,x),(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 16 5 67 11 9.166667 1.147677 11 0.042254 0.104762 6 3 7 (((x,(x,x)),((x,x),(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 16 5 66 10 9.166667 1.166491 11 0.028169 0.095238 6 3 7 (((x,(x,x)),((x,x),(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 16 8 77 27 6.509524 1.013624 14 0.183099 0.257143 3 8 4 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 76 24 7.366667 1.015976 13 0.169014 0.228571 4 4 6 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 75 23 7.366667 1.020680 13 0.154930 0.219048 4 4 5 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 74 22 7.366667 1.030087 13 0.140845 0.209524 4 4 5 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 73 19 8.200000 1.034791 12 0.126761 0.180952 5 4 7 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 73 19 7.700000 1.034791 12 0.126761 0.180952 4 4 6 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 73 21 7.366667 1.048901 13 0.126761 0.200000 4 5 5 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 72 18 8.200000 1.053605 12 0.112676 0.171429 5 4 7 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 71 17 8.200000 1.063012 12 0.098592 0.161905 5 4 6 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 71 17 7.700000 1.063012 12 0.098592 0.161905 4 4 5 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 5 70 14 8.500000 1.072419 11 0.084507 0.133333 5 4 7 (((x,(x,(x,x))),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 72 20 7.366667 1.086530 13 0.112676 0.190476 4 6 5 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 71 17 8.200000 1.091234 12 0.098592 0.161905 5 4 7 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 70 16 8.200000 1.100641 12 0.084507 0.152381 5 4 6 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 69 15 8.200000 1.119455 12 0.070423 0.142857 5 4 6 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 16 5 68 12 9.000000 1.128862 11 0.056338 0.114286 6 4 8 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 16 5 68 12 8.500000 1.128862 11 0.056338 0.114286 5 4 7 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 16 6 69 15 7.700000 1.119455 12 0.070423 0.142857 4 5 5 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 16 5 68 12 8.500000 1.128862 11 0.056338 0.114286 5 4 7 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 16 5 67 11 8.500000 1.147677 11 0.042254 0.104762 5 4 6 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 16 5 68 12 7.833333 1.128862 11 0.056338 0.114286 4 4 7 (((x,(x,(x,x))),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 16 8 76 24 7.176190 1.032439 14 0.169014 0.228571 4 8 5 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 75 21 8.033333 1.034791 13 0.154930 0.200000 5 4 7 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 74 20 8.033333 1.039494 13 0.140845 0.190476 5 4 6 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 73 19 8.033333 1.048901 13 0.126761 0.180952 5 4 6 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 72 16 8.866667 1.053605 12 0.112676 0.152381 6 4 8 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 72 16 8.366667 1.053605 12 0.112676 0.152381 5 4 7 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 72 18 8.033333 1.067716 13 0.112676 0.171429 5 5 6 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 71 15 8.866667 1.072419 12 0.098592 0.142857 6 4 8 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 70 14 8.866667 1.081827 12 0.084507 0.133333 6 4 7 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 70 14 8.366667 1.081827 12 0.084507 0.133333 5 4 6 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 5 69 11 9.166667 1.091234 11 0.070423 0.104762 6 4 8 ((((x,x),(x,x)),(x,(x,(x,x)))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 71 17 8.033333 1.105345 13 0.098592 0.161905 5 6 6 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 70 14 8.866667 1.110048 12 0.084507 0.133333 6 4 8 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 69 13 8.866667 1.119455 12 0.070423 0.123810 6 4 7 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 68 12 8.866667 1.138270 12 0.056338 0.114286 6 4 7 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,x),((x,x),(x,(x,(x,x)))))) 16 5 67 9 9.666667 1.147677 11 0.042254 0.085714 7 4 9 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,x),((x,x),((x,x),(x,x))))) 16 5 67 9 9.166667 1.147677 11 0.042254 0.085714 6 4 8 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,x),((x,(x,x)),(x,(x,x))))) 16 6 68 12 8.366667 1.138270 12 0.056338 0.114286 5 5 6 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,(x,(x,(x,x)))))) 16 5 67 9 9.166667 1.147677 11 0.042254 0.085714 6 4 8 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,(x,x)),(x,((x,x),(x,x))))) 16 5 66 8 9.166667 1.166491 11 0.028169 0.076190 6 4 7 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,(x,x)),((x,x),(x,(x,x))))) 16 5 67 9 8.500000 1.147677 11 0.042254 0.085714 5 4 7 ((((x,x),(x,x)),(x,(x,(x,x)))),((x,(x,(x,x))),(x,(x,(x,x))))) 16 5 66 6 9.166667 1.166491 11 0.028169 0.057143 6 4 9 ((((x,x),(x,x)),(x,(x,(x,x)))),(((x,x),(x,x)),(x,(x,(x,x))))) 16 8 75 21 7.926190 1.051253 13 0.154930 0.200000 5 8 8 ((((x,x),(x,x)),((x,x),(x,x))),(x,(x,(x,(x,(x,(x,(x,x)))))))) 16 7 74 18 8.783333 1.053605 12 0.140845 0.171429 6 2 10 ((((x,x),(x,x)),((x,x),(x,x))),(x,(x,(x,(x,((x,x),(x,x))))))) 16 7 73 17 8.783333 1.058309 12 0.126761 0.161905 6 3 9 ((((x,x),(x,x)),((x,x),(x,x))),(x,(x,(x,((x,x),(x,(x,x))))))) 16 7 72 16 8.783333 1.067716 12 0.112676 0.152381 6 4 9 ((((x,x),(x,x)),((x,x),(x,x))),(x,(x,((x,x),(x,(x,(x,x))))))) 16 6 71 13 9.616667 1.072419 11 0.098592 0.123810 7 2 11 ((((x,x),(x,x)),((x,x),(x,x))),(x,(x,((x,x),((x,x),(x,x)))))) 16 6 71 13 9.116667 1.072419 11 0.098592 0.123810 6 3 10 ((((x,x),(x,x)),((x,x),(x,x))),(x,(x,((x,(x,x)),(x,(x,x)))))) 16 7 71 15 8.783333 1.086530 12 0.098592 0.142857 6 5 9 ((((x,x),(x,x)),((x,x),(x,x))),(x,((x,x),(x,(x,(x,(x,x))))))) 16 6 70 12 9.616667 1.091234 11 0.084507 0.114286 7 2 11 ((((x,x),(x,x)),((x,x),(x,x))),(x,((x,x),(x,((x,x),(x,x)))))) 16 6 69 11 9.616667 1.100641 11 0.070423 0.104762 7 3 10 ((((x,x),(x,x)),((x,x),(x,x))),(x,((x,x),((x,x),(x,(x,x)))))) 16 6 69 11 9.116667 1.100641 11 0.070423 0.104762 6 4 9 ((((x,x),(x,x)),((x,x),(x,x))),(x,((x,(x,x)),(x,(x,(x,x)))))) 16 5 68 8 9.916667 1.110048 10 0.056338 0.076190 7 3 11 ((((x,x),(x,x)),((x,x),(x,x))),(x,((x,(x,x)),((x,x),(x,x))))) 16 7 70 14 8.783333 1.124159 12 0.084507 0.133333 6 6 9 ((((x,x),(x,x)),((x,x),(x,x))),((x,x),(x,(x,(x,(x,(x,x))))))) 16 6 69 11 9.616667 1.128862 11 0.070423 0.104762 7 2 11 ((((x,x),(x,x)),((x,x),(x,x))),((x,x),(x,(x,((x,x),(x,x)))))) 16 6 68 10 9.616667 1.138270 11 0.056338 0.095238 7 3 10 ((((x,x),(x,x)),((x,x),(x,x))),((x,x),(x,((x,x),(x,(x,x)))))) 16 6 67 9 9.616667 1.157084 11 0.042254 0.085714 7 4 10 ((((x,x),(x,x)),((x,x),(x,x))),((x,x),((x,x),(x,(x,(x,x)))))) 16 5 66 6 10.416667 1.166491 10 0.028169 0.057143 8 2 12 ((((x,x),(x,x)),((x,x),(x,x))),((x,x),((x,x),((x,x),(x,x))))) 16 5 66 6 9.916667 1.166491 10 0.028169 0.057143 7 3 11 ((((x,x),(x,x)),((x,x),(x,x))),((x,x),((x,(x,x)),(x,(x,x))))) 16 6 67 9 9.116667 1.157084 11 0.042254 0.085714 6 5 9 ((((x,x),(x,x)),((x,x),(x,x))),((x,(x,x)),(x,(x,(x,(x,x)))))) 16 5 66 6 9.916667 1.166491 10 0.028169 0.057143 7 3 11 ((((x,x),(x,x)),((x,x),(x,x))),((x,(x,x)),(x,((x,x),(x,x))))) 16 5 65 5 9.916667 1.185306 10 0.014085 0.047619 7 3 10 ((((x,x),(x,x)),((x,x),(x,x))),((x,(x,x)),((x,x),(x,(x,x))))) 16 5 66 6 9.250000 1.166491 10 0.028169 0.057143 6 4 10 ((((x,x),(x,x)),((x,x),(x,x))),((x,(x,(x,x))),(x,(x,(x,x))))) 16 5 65 3 9.916667 1.185306 10 0.014085 0.028571 7 4 11 ((((x,x),(x,x)),((x,x),(x,x))),(((x,x),(x,x)),(x,(x,(x,x))))) 16 4 64 0 10.666667 1.204120 9 0.000000 0.000000 8 2 15 ((((x,x),(x,x)),((x,x),(x,x))),(((x,x),(x,x)),((x,x),(x,x)))) #1.N 2.D 3.Sack 4.Coll 5.InvM 6.Entro 7.dia 8.SSack 9.CColl 10.cher 11.cat 12.sym 13.tree