n=5: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 24 primitive (alpha, beta) in (Z/5)^2, values f(c_j) = alpha*j
n=7: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = +(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 48 primitive (alpha, beta) in (Z/7)^2, values f(c_j) = alpha*j
n=9: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 72 primitive (alpha, beta) in (Z/9)^2, values f(c_j) = alpha*j
n=11: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = +(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 120 primitive (alpha, beta) in (Z/11)^2, values f(c_j) = alpha*j
n=13: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 168 primitive (alpha, beta) in (Z/13)^2, values f(c_j) = alpha*j
n=15: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = +(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 192 primitive (alpha, beta) in (Z/15)^2, values f(c_j) = alpha*j
n=21: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 384 primitive (alpha, beta) in (Z/21)^2, values f(c_j) = alpha*j
n=25: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 600 primitive (alpha, beta) in (Z/25)^2, values f(c_j) = alpha*j
n=27: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = +(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 648 primitive (alpha, beta) in (Z/27)^2, values f(c_j) = alpha*j
n=33: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 960 primitive (alpha, beta) in (Z/33)^2, values f(c_j) = alpha*j
n=35: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = +(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 1152 primitive (alpha, beta) in (Z/35)^2, values f(c_j) = alpha*j
n=45: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 1728 primitive (alpha, beta) in (Z/45)^2, values f(c_j) = alpha*j
n=49: (F1) Gram determinant 1; (F2) intersection pattern OK; (F3) rho(c_i) = 4i, rho(c'_j) = -4j OK; (F4) r = -(tau^1 tau'^1)^m on H_1; (F6) orbit of rho = all 2352 primitive (alpha, beta) in (Z/49)^2, values f(c_j) = alpha*j
