# # the set of pairs [R, MW] of the ADE-type R of singular fibers of # elliptic K3 surfaces and the torsion part of the Mordell-Weil groups # MW=[a] or [a, b], where [a] is a cyclic group of order a # and [a,b] is the product of [a] and [b]. # the_list := {[4*A[1]+A[3]+D[8], [2]], [D[4]+D[5], [1]], [A[4]+A[5]+A[9], [1]], [A[2]+ A[5]+A[8], [3]], [A[3]+A[6]+A[9], [1]], [A[1]+A[2]+D[6], [1]], [A[1]+A[6]+A[11 ], [1]], [E[7]+A[11], [1]], [A[1]+A[2]+2*A[3], [1]], [2*A[1]+2*A[3]+D[9], [2]] , [A[1]+2*A[2]+A[4], [1]], [2*A[1]+A[2]+A[5], [1]], [2*A[1]+A[16], [1]], [2*A[ 1]+A[3]+D[5]+E[6], [1]], [A[2]+A[6]+A[10], [1]], [A[2]+5*A[3], [4]], [A[1]+D[4 ]+A[5]+D[5], [1]], [3*A[1]+A[6], [1]], [2*D[5]+D[7], [1]], [A[1]+A[13], [1]], [2*A[1]+A[2]+D[4]+E[8], [1]], [E[8]+A[10], [1]], [A[1]+A[2]+2*A[3]+E[8], [1]], [A[1]+A[8]+A[9], [1]], [2*A[7], [1]], [A[1]+A[5]+A[12], [1]], [A[2]+A[12], [1] ], [A[3]+A[11], [1]], [D[5]+A[13], [1]], [3*A[1]+A[2]+3*A[3], [1]], [A[2]+A[3] +D[4], [1]], [A[1]+A[3]+D[5]+D[6], [2]], [A[1]+A[7]+A[10], [1]], [A[1]+A[4]+D[ 4], [1]], [A[1]+A[3]+A[14], [1]], [A[1]+A[2]+2*A[3]+E[7], [1]], [4*A[2]+A[4]+A [5], [3]], [A[2]+E[6]+A[10], [1]], [A[1]+A[3]+D[5], [1]], [2*A[1]+2*A[2]+A[4]+ A[5], [1]], [A[1]+A[2]+D[4]+D[8], [1]], [A[9]+D[9], [1]], [A[1]+A[5]+D[5]+D[6] , [2]], [A[4]+D[14], [1]], [A[1]+2*A[2]+A[5], [1]], [5*A[1]+A[2]+A[9], [2]], [ 2*A[1]+A[5]+D[10], [2]], [3*A[2]+A[3], [1]], [4*D[4], [2, 2]], [A[6]+A[8], [1] ], [A[1]+2*A[4]+E[7], [1]], [A[1]+A[4]+A[13], [1]], [2*A[1]+3*A[3]+A[6], [2]], [3*A[3], [1]], [A[1]+A[2]+3*A[3]+A[5], [2]], [A[4]+A[6]+A[8], [1]], [5*A[2]+D[ 5], [1]], [3*A[1]+A[2]+A[3]+D[7], [1]], [A[2]+A[4]+A[12], [1]], [E[6]+A[12], [ 1]], [A[1]+D[4]+D[5]+D[6], [2]], [2*A[2]+A[5], [1]], [A[1]+D[8], [1]], [A[5]+A [6]+A[7], [1]], [A[2]+A[3]+A[13], [1]], [D[14], [1]], [A[1]+A[2]+2*A[3]+A[5], [1]], [4*A[1]+3*A[2]+A[6], [1]], [2*A[1]+A[2]+A[3]+A[7], [2]], [2*A[1]+A[3]+D[ 9], [1]], [2*A[1]+A[2]+D[4]+A[9], [2]], [A[1]+2*A[4], [1]], [A[5]+D[13], [1]], [A[4]+A[10], [1]], [D[6]+A[12], [1]], [A[1]+A[3]+A[5], [1]], [2*A[1]+A[2]+A[3] +2*A[4], [1]], [A[2]+D[7], [1]], [A[2]+E[7], [1]], [3*A[1]+A[7]+D[7], [2]], [2 *A[1]+A[7], [1]], [3*A[1]+4*A[2]+D[4], [1]], [A[1]+A[3]+D[11], [1]], [3*A[1]+3 *A[2], [1]], [3*A[1]+A[2]+A[5]+A[7], [2]], [A[1]+A[2]+D[6]+A[7], [1]], [D[5]+D [13], [1]], [D[7]+D[9], [1]], [5*A[1]+A[4], [1]], [D[5]+A[9], [1]], [D[4]+D[12 ], [1]], [2*A[1]+A[4]+A[11], [1]], [3*A[1]+D[5]+A[9], [2]], [A[1]+A[2]+A[3]+A[ 4]+E[7], [1]], [4*A[1]+A[5], [1]], [2*A[1]+2*A[2]+A[3], [1]], [D[4]+A[6]+E[6], [1]], [A[2]+D[7]+E[7], [1]], [A[1]+E[7]+D[8], [2]], [2*D[9], [1]], [2*A[3]+D[5 ]+D[6], [2]], [A[5]+D[10], [2]], [3*A[1]+2*A[3], [1]], [A[1]+3*A[2]+2*A[5], [3 ]], [A[1]+A[2]+A[5]+A[10], [1]], [3*A[1]+2*A[2]+A[10], [1]], [A[2]+2*A[3]+A[10 ], [1]], [A[1]+2*D[4], [1]], [6*A[3], [4, 4]], [A[1]+A[3]+A[10], [1]], [D[6]+A [8], [1]], [2*A[1]+A[2]+A[3]+A[4]+A[5], [1]], [A[1]+2*A[2]+D[5]+A[6], [1]], [2 *A[2]+D[14], [1]], [2*A[2]+D[6]+D[7], [1]], [2*A[1]+A[2]+A[6]+D[7], [1]], [A[1 ]+2*A[2]+D[4], [1]], [2*A[1]+2*A[2]+A[4]+E[7], [1]], [D[4]+A[10], [1]], [3*A[1 ]+A[4]+2*A[5], [2]], [2*D[8], [2]], [3*A[1]+A[3]+D[9], [1]], [2*A[1]+A[2]+D[5] , [1]], [A[1]+A[4]+D[13], [1]], [A[2]+2*A[4]+A[5], [1]], [2*A[1]+A[3]+D[4], [1 ]], [3*A[1]+E[6], [1]], [A[5]+A[6]+D[7], [1]], [A[1]+A[3]+D[6]+D[7], [2]], [3* A[2]+A[3]+A[5], [1]], [A[2]+D[7]+A[9], [1]], [A[1]+2*A[2]+2*A[6], [1]], [A[4]+ D[10], [1]], [A[1]+D[5]+A[12], [1]], [A[7]+D[7], [1]], [E[7]+D[8], [1]], [A[2] +A[6]+D[10], [1]], [A[2]+A[5]+E[8], [1]], [A[8]+D[10], [1]], [2*A[3]+A[8], [1] ], [A[3]+D[12], [2]], [A[1]+A[2]+A[3]+2*D[4], [1]], [2*A[3]+2*A[6], [1]], [3*A [1]+2*A[2]+D[7], [1]], [3*A[1]+A[2]+A[4]+A[8], [1]], [2*A[1]+2*A[3]+A[5], [1]] , [A[1]+3*A[3]+D[6], [2]], [2*A[1]+A[4]+A[12], [1]], [2*A[2]+E[8], [1]], [3*A[ 1]+A[2]+A[4], [1]], [A[4]+A[6]+E[8], [1]], [5*A[2]+D[4], [1]], [2*A[1]+2*A[2]+ A[3]+E[7], [1]], [3*A[1]+D[6], [1]], [A[1]+D[17], [1]], [2*A[1]+A[15], [2]], [ 2*A[1]+A[15], [4]], [2*A[2]+D[5], [1]], [A[1]+A[4]+A[9], [1]], [A[1]+D[13], [1 ]], [2*A[4]+A[10], [1]], [2*A[1]+D[6]+E[7], [2]], [A[1]+A[2]+E[6], [1]], [A[1] +A[2]+A[15], [1]], [A[2]+2*A[4]+D[6], [1]], [2*A[1]+E[7], [1]], [A[3]+A[5]+A[6 ], [1]], [8*A[1], [2]], [2*A[1]+A[3]+A[4], [1]], [A[1]+A[7]+E[7], [1]], [A[2]+ A[7]+A[9], [1]], [2*A[1]+2*A[3]+2*A[4], [1]], [2*A[1]+2*A[2]+D[10], [1]], [A[1 ]+4*A[2]+A[6], [1]], [A[2]+A[5]+A[7], [1]], [A[3]+A[5]+A[10], [1]], [A[1]+A[5] +A[8], [1]], [2*A[1]+2*A[8], [1]], [4*A[2]+A[8], [3]], [A[10], [1]], [A[3]+A[4 ]+A[7], [1]], [2*A[2]+A[4]+A[10], [1]], [9*A[1], [1]], [D[6]+A[11], [2]], [A[3 ]+E[7]+A[8], [1]], [A[3]+A[6]+A[7], [1]], [A[2]+D[6]+A[10], [1]], [A[1]+A[2]+A [4]+A[5]+D[5], [1]], [7*A[1]+A[2], [1]], [4*A[1]+A[3]+A[4]+A[5], [2]], [6*A[1] +A[3], [1]], [A[2]+A[8]+E[8], [1]], [5*A[1]+2*A[2], [1]], [A[4]+D[6]+A[8], [1] ], [2*A[1]+4*A[2]+A[6], [1]], [4*A[1]+D[5], [1]], [3*A[1]+A[2]+D[4], [1]], [4* A[1]+A[2]+A[3], [1]], [A[1]+4*A[2], [1]], [3*A[1]+A[3]+A[5]+A[6], [2]], [A[3]+ A[7], [1]], [A[3]+E[6]+A[9], [1]], [2*A[1]+A[2]+2*A[3]+A[7], [4]], [2*A[8], [1 ]], [A[6]+A[10], [1]], [2*A[1]+A[2]+2*A[3]+A[7], [2]], [E[7]+D[11], [1]], [A[1 ]+A[3]+A[6]+A[8], [1]], [A[3]+D[7], [1]], [A[1]+A[2]+A[7], [1]], [2*D[8], [1]] , [A[2]+A[13], [1]], [2*A[2]+2*A[7], [1]], [A[3]+A[12], [1]], [3*A[1]+A[3]+A[4 ]+A[7], [2]], [A[4]+D[6], [1]], [4*A[1]+2*A[2]+A[3]+D[4], [2]], [A[1]+A[2]+2*A [3]+D[8], [2]], [2*A[6]+D[6], [1]], [2*A[1]+A[12], [1]], [5*A[1]+3*A[3], [2]], [A[1]+D[14], [2]], [3*A[1]+A[6]+A[7], [1]], [A[2]+A[4]+A[5]+A[7], [1]], [A[4]+ 2*E[6], [1]], [A[1]+2*A[3]+A[5]+D[5], [2]], [A[1]+A[3]+A[6], [1]], [4*A[1]+A[5 ]+D[7], [2]], [A[2]+2*A[4], [1]], [A[1]+E[6]+A[11], [1]], [A[1]+D[4]+D[5]+A[7] , [2]], [A[1]+D[9], [1]], [2*A[4]+D[10], [1]], [A[2]+D[12], [1]], [A[1]+A[2]+A [3]+A[12], [1]], [2*A[1]+A[6]+A[10], [1]], [2*A[1]+A[4]+D[4]+A[7], [2]], [A[4] +D[4]+A[9], [1]], [A[2]+D[5]+A[10], [1]], [A[2]+D[8], [1]], [A[5]+A[6]+E[7], [ 1]], [A[2]+A[3]+A[5], [1]], [2*A[3]+A[4], [1]], [A[4]+D[5]+A[9], [1]], [D[4]+D [6]+E[7], [2]], [A[6]+D[8], [1]], [A[1]+A[4]+A[5], [1]], [A[1]+A[2]+A[6]+A[9], [1]], [2*A[1]+A[6]+D[6], [1]], [E[6]+A[8], [1]], [A[2]+E[8], [1]], [A[2]+A[3]+ 2*D[6], [2]], [4*A[1]+4*A[3], [4, 2]], [A[5]+D[5], [1]], [A[4]+A[7]+E[7], [1]] , [A[1]+A[8]+D[9], [1]], [A[2]+A[8], [1]], [A[1]+3*A[3]+E[7], [2]], [A[3]+D[6] +E[7], [1]], [A[1]+A[2]+A[5]+D[8], [1]], [A[1]+A[9], [1]], [A[1]+A[5]+2*D[5], [1]], [A[1]+E[8]+A[9], [1]], [2*A[2]+A[11], [3]], [A[2]+D[4]+A[5]+D[6], [2]], [2*A[5], [1]], [A[1]+A[2]+A[11], [1]], [A[8]+D[9], [1]], [A[1]+A[3]+D[6]+E[7], [2]], [A[4]+A[6], [1]], [D[10], [1]], [A[1]+A[6]+D[11], [1]], [A[1]+A[5]+A[11] , [1]], [2*A[1]+2*A[5]+D[5], [2]], [A[1]+A[3]+A[4]+D[4]+A[5], [2]], [2*A[1]+A[ 2]+A[5]+D[8], [2]], [2*A[1]+A[3]+A[5], [1]], [2*A[1]+A[3]+A[4]+D[8], [2]], [D[ 4]+E[6], [1]], [A[2]+A[5]+D[11], [1]], [2*A[2]+2*A[3], [1]], [A[1]+A[2]+A[5]+A [7], [2]], [A[1]+A[3]+D[4]+A[9], [2]], [7*A[2], [3]], [4*A[1]+A[2]+2*D[4], [2] ], [A[3]+E[7], [1]], [2*D[5]+A[6], [1]], [2*A[1]+A[2]+A[14], [1]], [A[4]+2*D[6 ], [1]], [2*A[5]+E[8], [1]], [A[1]+A[3]+2*A[4]+A[5], [1]], [3*A[1]+2*A[2]+A[3] +D[5], [1]], [A[2]+A[4]+2*A[6], [1]], [A[3]+D[11], [1]], [A[1]+A[4]+A[5]+A[8], [1]], [3*A[1]+A[2]+A[3]+A[9], [2]], [A[1]+3*A[3], [1]], [E[7]+A[10], [1]], [A[ 1]+A[3]+D[5]+A[6], [1]], [2*A[1]+A[8], [1]], [A[4]+E[6]+A[8], [1]], [A[1]+4*A[ 2]+E[6], [1]], [2*A[1]+2*A[2]+A[3]+A[7], [2]], [2*A[2]+A[6], [1]], [A[1]+A[3]+ A[4]+A[10], [1]], [3*A[1]+2*A[4]+A[5], [1]], [A[2]+A[3]+A[9], [1]], [A[7]+E[7] , [1]], [3*A[1]+3*A[3]+D[4], [2, 2]], [2*A[1]+A[3]+A[5]+D[7], [2]], [A[4]+E[6] , [1]], [D[4]+A[6], [1]], [A[2]+3*A[3]+D[6], [2]], [A[3]+A[13], [1]], [2*A[1]+ A[3]+D[10], [2]], [2*D[5], [1]], [2*A[1]+A[2]+A[3]+D[10], [2]], [2*A[1]+E[8], [1]], [5*A[3], [4]], [A[1]+4*A[2]+A[8], [3]], [A[3]+A[4]+A[5]+A[6], [1]], [A[5 ]+D[9], [1]], [2*A[1]+A[2]+A[6], [1]], [A[1]+A[2]+A[3]+A[4]+A[5], [1]], [A[1]+ A[2]+D[15], [1]], [A[1]+A[3]+D[4]+A[6], [1]], [A[1]+D[5]+E[8], [1]], [A[1]+A[4 ]+D[5]+E[7], [1]], [A[1]+A[2]+A[3]+A[4]+D[7], [1]], [A[1]+A[2]+E[7], [1]], [A[ 4]+A[5]+D[9], [1]], [2*A[3]+D[4], [1]], [A[1]+A[2]+D[7], [1]], [A[1]+2*A[2]+A[ 3]+A[4]+A[5], [1]], [A[1]+A[2]+A[7]+A[8], [1]], [2*A[1]+2*A[4], [1]], [4*A[1]+ D[5]+A[7], [2]], [2*A[1]+A[4]+A[5]+E[6], [1]], [3*A[1]+2*A[2]+A[9], [2]], [E[8 ]+D[10], [1]], [2*A[1]+A[3]+D[5]+A[7], [2]], [2*A[1]+A[3]+D[5]+A[7], [4]], [2* A[3]+A[5]+E[6], [1]], [A[1]+D[7]+A[10], [1]], [2*A[3]+A[4]+E[7], [1]], [A[1]+A [3]+E[6], [1]], [A[1]+A[2]+A[4]+A[11], [1]], [A[1]+A[6]+A[7], [1]], [A[1]+A[2] +A[3]+A[4], [1]], [A[1]+2*A[2]+A[4]+E[8], [1]], [2*A[1]+E[7]+E[8], [1]], [A[1] +A[2]+A[4]+2*D[4], [1]], [A[1]+E[7]+A[10], [1]], [3*A[1]+A[7], [1]], [2*A[2]+E [6], [1]], [A[5]+E[6]+A[7], [1]], [A[7]+A[9], [1]], [8*A[1]+A[2], [2]], [A[1]+ 2*A[4]+D[7], [1]], [3*A[1]+A[3]+A[9], [2]], [A[1]+A[4]+D[5], [1]], [3*A[1]+A[5 ]+A[7], [2]], [2*A[1]+A[2]+D[6]+A[7], [2]], [A[1]+E[6]+A[10], [1]], [A[1]+A[8] +E[8], [1]], [A[1]+A[4]+D[5]+A[8], [1]], [A[2]+A[3]+D[5], [1]], [A[1]+D[4]+D[5 ]+A[6], [1]], [D[4]+D[6], [1]], [A[2]+A[3]+A[5]+E[6], [1]], [2*A[1]+E[6]+A[10] , [1]], [A[2]+D[4]+2*A[5], [1]], [2*A[2]+D[6]+A[7], [1]], [2*D[5]+A[7], [1]], [A[1]+2*A[2]+2*A[5], [3]], [A[1]+3*A[3]+D[7], [4]], [2*A[1]+D[6]+A[7], [2]], [ A[1]+A[4]+A[6]+A[7], [1]], [A[2]+2*A[4]+D[7], [1]], [A[4]+D[4]+D[9], [1]], [E[ 6]+D[12], [1]], [2*A[3]+D[4]+E[6], [1]], [A[5]+D[5]+A[8], [1]], [A[1]+D[4]+A[5 ], [1]], [A[1]+3*A[2]+A[4]+A[6], [1]], [3*A[2]+A[4], [1]], [A[1]+A[2]+D[5]+D[8 ], [1]], [2*A[1]+D[5]+D[9], [1]], [2*A[1]+D[5]+E[8], [1]], [A[3]+D[4]+D[8], [2 ]], [A[1]+A[2]+D[4]+D[10], [2]], [A[1]+3*A[2]+D[8], [1]], [A[1]+2*A[2]+A[13], [1]], [2*A[1]+A[2]+D[4]+A[7], [1]], [2*A[1]+A[2]+2*A[3]+D[6], [2]], [3*A[1]+A[ 2]+A[3]+D[8], [2]], [3*A[3]+D[6], [2]], [A[2]+A[4]+D[4], [1]], [A[2]+E[7]+A[9] , [1]], [2*A[1]+D[8], [1]], [A[1]+2*A[3]+D[8], [2]], [2*A[4]+A[6], [1]], [A[2] +A[5]+D[9], [1]], [A[6]+E[8], [1]], [2*A[1]+2*A[2]+A[4], [1]], [A[2]+2*E[8], [ 1]], [2*A[1]+A[2]+D[6], [1]], [A[1]+A[2]+D[6]+D[8], [2]], [D[4]+E[6]+D[7], [1] ], [2*A[2]+A[7]+E[7], [1]], [2*A[3]+D[4]+D[5], [2]], [A[2]+D[4]+D[9], [1]], [A [2]+A[4]+A[8], [1]], [5*A[2], [1]], [2*A[2]+A[6]+D[8], [1]], [2*A[1]+A[2]+E[6] , [1]], [4*A[1]+A[6], [1]], [2*A[5]+A[7], [1]], [2*A[1]+2*A[7], [1]], [A[2]+2* A[3]+A[4]+A[6], [1]], [A[1]+A[3]+D[5]+D[8], [2]], [2*A[1]+A[2]+2*A[3], [1]], [ A[1]+A[3]+A[6]+D[7], [1]], [5*A[2]+A[5], [3]], [A[1]+2*A[2]+D[5], [1]], [2*A[1 ]+A[2]+A[3]+A[10], [1]], [A[1]+2*A[2]+2*A[3]+E[6], [1]], [2*A[1]+A[4]+D[5]+E[6 ], [1]], [2*A[1]+A[2]+2*A[3]+A[5], [2]], [A[1]+A[4]+D[4]+D[6], [1]], [3*A[1]+A [2]+A[5], [1]], [A[1]+2*A[3]+A[4]+D[6], [2]], [3*A[1]+A[2]+D[10], [2]], [A[1]+ A[2]+A[3]+D[4]+A[7], [2]], [A[1]+2*A[2]+A[6]+A[7], [1]], [4*A[1]+2*A[2]+A[3]+A [5], [2]], [3*A[1]+A[7]+E[7], [2]], [3*A[1]+4*A[2]+A[5], [3]], [2*A[1]+3*A[2]+ 2*A[3], [1]], [A[1]+A[2]+A[6]+D[9], [1]], [3*A[1]+A[2]+A[4]+D[5], [1]], [3*A[1 ]+D[7], [1]], [A[1]+A[3]+D[6], [1]], [A[1]+A[7]+A[9], [1]], [A[4]+2*E[7], [1]] , [E[6]+A[11], [1]], [2*A[2]+D[6], [1]], [A[1]+A[2]+A[7]+D[7], [1]], [2*A[1]+2 *A[2]+A[11], [1]], [D[5]+E[6]+A[7], [1]], [A[1]+A[8]+D[8], [1]], [2*D[4]+A[7], [2]], [3*A[1]+A[5]+A[8], [1]], [2*A[1]+A[2]+A[3]+A[9], [1]], [4*A[1]+E[6], [1] ], [2*A[1]+2*D[4]+D[5], [2]], [A[1]+D[4]+A[9], [1]], [A[1]+A[2]+A[3]+A[4]+A[8] , [1]], [A[6]+2*E[6], [1]], [3*A[1]+2*A[2]+A[3], [1]], [5*A[1]+A[5], [1]], [A[ 1]+A[2]+A[4]+A[5]+A[6], [1]], [A[2]+E[7]+D[9], [1]], [A[1]+2*A[3]+A[10], [1]], [E[7]+D[10], [1]], [A[4]+D[4]+E[7], [1]], [2*A[1]+2*A[2]+A[9], [1]], [2*A[1]+4 *A[2], [1]], [4*A[1]+A[2]+A[4], [1]], [A[1]+2*A[2]+D[4]+A[7], [1]], [A[4]+A[5] +D[8], [1]], [A[2]+A[3]+A[6]+D[7], [1]], [A[1]+A[6]+D[10], [1]], [2*A[1]+A[3]+ D[5], [1]], [A[3]+A[4]+A[5]+E[6], [1]], [4*A[1]+A[2]+A[3]+A[6], [1]], [2*A[1]+ 2*A[3]+A[4]+A[5], [2]], [2*A[3]+D[8], [1]], [3*A[1]+D[4]+D[8], [2]], [4*A[1]+A [4]+A[9], [2]], [3*A[2]+D[4], [1]], [A[1]+A[5]+A[6]+E[6], [1]], [3*A[1]+A[5]+D [9], [2]], [A[1]+D[4]+D[5], [1]], [3*A[1]+A[2]+A[3]+2*A[4], [1]], [A[5]+D[5]+E [8], [1]], [3*A[1]+A[3]+A[4], [1]], [3*A[1]+2*A[3]+D[6], [2]], [2*A[1]+2*A[2]+ A[10], [1]], [A[2]+2*A[4]+E[6], [1]], [A[1]+A[2]+E[6]+A[9], [1]], [4*A[1]+A[2] +A[11], [2]], [2*A[1]+4*A[2]+A[5], [3]], [A[1]+2*D[4]+D[6], [2]], [A[1]+3*A[2] +A[3], [1]], [A[4]+2*A[5], [1]], [3*A[1]+E[7], [1]], [2*A[1]+A[4]+D[4], [1]], [A[2]+2*D[4]+E[6], [1]], [A[1]+D[4]+A[5]+E[7], [2]], [A[1]+2*A[3]+A[4]+A[6], [ 1]], [A[1]+A[4]+A[6]+D[6], [1]], [2*A[1]+A[3]+A[5]+D[5], [2]], [A[1]+A[4]+A[5] +E[8], [1]], [A[1]+A[2]+A[7]+E[8], [1]], [A[2]+2*D[4], [1]], [A[1]+A[2]+A[3]+D [4], [1]], [3*A[1]+A[2]+A[3]+A[7], [2]], [D[4]+D[5]+D[8], [2]], [2*A[2]+D[10], [1]], [A[3]+D[5]+A[6], [1]], [A[5]+E[6]+E[7], [1]], [A[2]+D[6]+A[9], [1]], [2* A[1]+A[3]+A[5]+E[7], [2]], [5*A[1]+A[2]+A[3], [1]], [A[1]+3*A[5], [3]], [3*A[1 ]+A[2]+D[12], [2]], [3*A[2]+A[5]+E[6], [3]], [2*A[2]+2*A[4]+A[5], [1]], [2*A[2 ]+A[6]+E[8], [1]], [4*A[1]+3*A[2], [1]], [A[2]+2*A[7], [1]], [D[5]+A[11], [1]] , [3*A[1]+A[2]+A[4]+A[7], [1]], [A[2]+A[3]+A[6]+E[7], [1]], [A[2]+A[3]+D[4]+E[ 7], [1]], [A[2]+A[3]+A[4]+A[6], [1]], [6*A[1]+A[4], [1]], [2*A[1]+A[3]+D[4]+A[ 7], [2]], [3*A[1]+A[2]+D[5], [1]], [A[1]+A[2]+A[3]+A[5]+D[6], [2]], [3*A[1]+A[ 3]+D[4], [1]], [3*A[1]+E[6]+E[7], [1]], [4*A[1]+D[6], [1]], [2*A[1]+A[2]+A[3]+ 2*A[5], [2]], [2*A[1]+D[5]+D[10], [2]], [A[2]+A[6]+D[6], [1]], [A[4]+E[6]+E[8] , [1]], [A[2]+A[3]+A[5]+A[6], [1]], [A[1]+A[4]+D[4]+A[8], [1]], [A[3]+E[7]+E[8 ], [1]], [2*A[2]+A[5]+E[8], [1]], [A[1]+A[3]+A[6]+E[8], [1]], [6*A[1]+A[2]+D[7 ], [2]], [6*A[1]+A[4]+D[5], [2]], [2*D[5]+A[8], [1]], [2*A[1]+2*A[2]+D[4], [1] ], [A[1]+2*A[2]+A[3]+A[9], [1]], [2*A[2]+A[3]+A[4]+E[6], [1]], [2*A[1]+2*D[4], [1]], [5*A[1]+2*D[5], [2]], [3*A[2]+D[4]+D[7], [1]], [4*A[1]+2*A[3], [1]], [D[ 5]+2*D[6], [2]], [4*A[1]+D[5]+D[6], [2]], [A[1]+2*A[2]+A[9], [1]], [A[1]+2*A[4 ]+D[8], [1]], [2*A[1]+2*A[3]+A[4]+D[5], [2]], [3*A[1]+2*E[7], [2]], [2*A[2]+A[ 3]+A[4]+A[7], [1]], [D[7]+E[7], [1]], [A[3]+2*A[4], [1]], [2*A[1]+A[5]+D[9], [ 1]], [2*A[3]+A[5]+D[5], [1]], [A[5]+A[6], [1]], [A[3]+A[8], [1]], [A[2]+A[9], [1]], [D[11], [1]], [A[2]+A[3]+A[5]+E[8], [1]], [A[1]+A[10], [1]], [A[4]+A[7], [1]], [3*A[1]+2*A[3]+D[8], [2, 2]], [A[1]+A[3]+A[4]+A[6], [1]], [A[11], [1]], [A[1]+A[3]+2*A[4]+A[6], [1]], [2*A[2]+A[3]+A[9], [1]], [2*A[1]+2*A[4]+A[8], [1 ]], [A[1]+2*A[2]+2*E[6], [3]], [10*A[1], [1]], [8*A[1]+A[2], [1]], [2*A[1]+A[2 ]+A[6]+A[8], [1]], [A[1]+A[4]+D[4]+E[8], [1]], [2*A[1]+D[7]+D[8], [2]], [6*A[1 ]+2*A[2], [1]], [A[1]+A[2]+A[4]+D[9], [1]], [4*A[4], [5]], [A[4]+D[5]+E[7], [1 ]], [A[4]+D[4]+E[8], [1]], [2*A[1]+A[3]+D[11], [1]], [7*A[1]+A[3], [1]], [2*A[ 1]+D[7]+E[8], [1]], [A[2]+A[4]+A[6]+D[6], [1]], [A[1]+D[4]+A[6]+E[6], [1]], [6 *A[1]+D[4], [1]], [5*A[1]+D[5], [1]], [A[1]+A[2]+A[8], [1]], [2*A[2]+A[7], [1] ], [2*A[1]+A[2]+A[4]+A[10], [1]], [A[1]+D[5]+2*A[6], [1]], [A[1]+3*A[2]+A[10], [1]], [A[2]+A[4]+A[5], [1]], [D[5]+A[6], [1]], [A[1]+D[5]+D[10], [2]], [2*A[1] 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[1]], [A[1]+A[5]+D[5], [1]] , [A[1]+A[3]+2*A[5], [1]], [3*A[2]+A[4]+E[7], [1]], [2*A[3]+A[5], [1]], [A[1]+ A[3]+2*D[6], [2]], [D[4]+E[7], [1]], [A[1]+D[4]+D[5]+E[7], [2]], [2*A[2]+D[7], [1]], [A[6]+D[6]+E[6], [1]], [A[1]+2*A[5], [1]], [2*A[1]+2*A[2]+D[4]+A[7], [2] ], [2*A[1]+D[6]+D[8], [2]], [A[1]+A[3]+A[7], [1]], [A[1]+2*A[3]+A[4]+D[5], [1] ], [A[2]+A[3]+A[6], [1]], [A[2]+A[3]+D[9], [1]], [A[2]+D[9], [1]], [2*A[1]+A[4 ]+2*A[5], [2]], [3*A[1]+A[4]+A[9], [2]], [A[1]+A[2]+A[3]+D[4]+E[7], [2]], [E[6 ]+E[8], [1]], [3*A[1]+A[5]+D[8], [2]], [A[1]+A[2]+E[8], [1]], [3*A[1]+D[4]+A[9 ], [2]], [2*A[1]+3*A[2]+A[8], [3]], [2*A[1]+2*E[7], [2]], [3*A[1]+2*A[2]+D[10] , [2]], [A[1]+A[5]+2*D[5], [2]], [4*A[1]+A[5]+D[8], [2, 2]], [A[1]+A[2]+D[5]+A [8], [1]], [A[1]+A[2]+A[3]+A[5], [1]], [3*A[1]+A[11], [1]], [3*A[2]+A[5], [1]] , [A[3]+E[6]+D[7], [1]], [3*A[1]+A[8], [1]], [A[1]+A[4]+E[6], [1]], [A[1]+A[5] +D[5]+E[6], [1]], [2*A[1]+A[3]+A[5]+D[5], [1]], [4*A[1]+A[5]+A[7], [2]], [2*A[ 1]+A[2]+D[5]+A[7], [2]], 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[2]], [7*A[1]+D[4], [1]], [A[1]+D[4]+2*D[5], [1]], [ A[1]+2*A[3]+A[4]+D[4], [1]], [2*A[2]+2*A[4]+D[6], [1]], [A[1]+2*A[2]+D[4]+A[6] , [1]], [A[3]+A[4]+2*D[4], [1]], [A[1]+A[3]+D[5]+D[6], [1]], [4*A[2]+D[7], [1] ], [A[1]+A[3]+D[5]+E[6], [1]], [A[1]+2*A[2]+A[4]+E[6], [1]], [4*A[1]+A[4]+A[7] , [1]], [A[1]+3*A[2]+2*A[4], [1]], [A[1]+A[4]+E[6]+E[7], [1]], [2*A[1]+A[4]+A[ 8], [1]], [2*A[1]+A[2]+A[4]+A[7], [1]], [3*A[1]+D[4]+2*A[5], [2, 2]], [3*A[1]+ A[3]+A[9], [1]], [4*A[1]+2*D[4], [2]], [A[1]+2*A[2]+A[4]+A[6], [1]], [2*A[4]+2 *A[5], [1]], [3*A[1]+2*A[2]+2*A[5], [6]], [D[4]+E[6]+E[8], [1]], [A[1]+A[2]+A[ 4]+D[8], [1]], [A[1]+A[2]+2*A[3]+A[8], [1]], [A[3]+2*A[4]+D[6], [1]], [A[2]+E[ 6]+D[7], [1]], [2*A[1]+A[5]+E[8], [1]], [4*A[1]+A[11], [1]], [A[1]+A[3]+A[4]+E [7], [1]], [3*A[1]+D[12], [1]], [A[3]+D[6]+E[6], [1]], [A[2]+2*A[3]+E[7], [1]] , [A[4]+D[5]+D[6], [1]], [2*A[2]+A[3]+A[8], [1]], [2*A[1]+A[6]+A[7], [1]], [5* A[1]+3*A[2], [1]], [A[1]+D[6]+A[9], [1]], [A[1]+2*A[3]+A[9], [1]], [A[1]+D[4]+ 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[2]], [3*A[1]+A[2]+A[3]+A [4]+A[5], [2]], [A[2]+A[3]+A[5]+D[6], [1]], [A[2]+D[4]+D[10], [1]], [A[1]+A[3] +A[6]+E[6], [1]], [A[2]+A[3]+A[4]+E[8], [1]], [A[5]+D[5]+E[6], [1]], [8*A[1]+A [3], [1]], [5*A[1]+D[9], [1]], [A[2]+2*A[3]+E[8], [1]], [A[2]+A[3]+D[11], [1]] , [4*A[1]+A[12], [1]], [2*A[5]+E[6], [1]], [2*A[3]+D[10], [1]], [A[1]+3*A[2]+A [3]+D[6], [1]], [D[4]+D[5]+D[7], [1]], [2*A[1]+A[3]+A[4]+E[7], [1]], [2*A[1]+A [2]+A[3]+D[9], [1]], [A[1]+2*A[2]+A[3]+D[8], [1]], [A[3]+D[6]+A[7], [1]], [3*A [1]+A[6]+E[8], [1]], [A[1]+2*A[2]+A[4]+D[7], [1]], [2*A[1]+A[4]+D[4]+A[6], [1] ], [3*A[2]+A[3]+E[7], [1]], [2*A[1]+A[3]+A[5]+D[6], [2]], [4*A[1]+A[4]+D[8], [ 2]], [3*A[1]+A[2]+D[11], [1]], [9*A[1]+A[2], [1]], [4*A[1]+D[4]+D[8], [2, 2]], [3*A[1]+A[13], [1]], [A[1]+A[2]+D[6]+D[7], [1]], [2*A[1]+A[2]+A[6]+D[6], [1]], [A[2]+A[3]+D[5]+E[6], [1]], [3*A[1]+2*A[2]+A[9], [1]], [4*A[2]+D[8], [1]], [7* A[1]+2*A[2], [1]], [2*A[1]+A[2]+A[5]+D[7], [1]], [2*A[2]+4*A[3], [1]], [2*A[2] +D[4]+E[8], [1]], 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[1]], [2*A[2 ]+A[3]+A[10], [1]], [A[6]+D[6], [1]], [A[4]+D[8], [1]], [D[5]+2*E[6], [1]], [A [1]+A[3]+A[5]+E[8], [1]], [A[1]+2*A[2]+2*A[3]+A[6], [1]], [2*A[1]+A[2]+A[5]+E[ 8], [1]], [2*A[2]+D[5]+E[8], [1]], [A[1]+A[4]+A[7], [1]], [3*A[2]+A[3]+D[8], [ 1]], [A[1]+A[2]+2*A[3]+2*A[4], [1]], [A[1]+A[2]+A[3]+A[5]+E[6], [1]], [D[4]+D[ 5]+E[8], [1]], [3*A[1]+D[5]+D[6], [1]], [A[2]+A[3]+D[5]+E[7], [1]], [3*A[2]+A[ 3]+2*A[4], [1]], [A[1]+2*A[3]+A[4]+E[6], [1]], [3*A[2]+A[3]+E[8], [1]], [2*A[1 ]+2*A[4]+D[7], [1]], [2*D[5]+E[7], [1]], [2*A[1]+A[2]+D[5]+A[7], [1]], [A[1]+3 *A[2]+A[4]+D[6], [1]], [6*A[1]+A[2]+A[5], [2]], [2*A[1]+A[6]+D[7], [1]], [4*A[ 1]+2*A[2]+D[8], [2]], [6*A[1]+A[3]+A[4], [2]], [A[1]+A[3]+A[12], [1]], [A[1]+A [3]+A[4]+A[7], [1]], [3*A[1]+D[4]+D[7], [1]], [A[1]+A[3]+A[8], [1]], [A[1]+A[4 ]+D[4]+E[7], [1]], [A[1]+A[3]+2*A[4]+D[4], [1]], [3*A[1]+A[2]+A[3]+E[6], [1]], [4*A[1]+A[3]+2*A[5], [2, 2]], [A[6]+E[6], [1]], [A[5]+E[7], [1]], [A[1]+A[2]+A [4]+D[10], [1]], [2*A[2]+D[5]+A[8], [1]], [A[1]+2*A[4]+E[8], [1]], [3*A[1]+A[4 ]+E[8], [1]], [A[2]+A[4]+D[4]+E[7], [1]], [A[1]+A[4]+D[6]+E[6], [1]], [4*A[1]+ A[2]+D[8], [1]], [A[1]+3*A[2]+A[4]+D[5], [1]], [2*A[3]+A[6], [1]], [3*A[1]+D[7 ]+E[7], [2]], [A[1]+A[2]+A[3]+D[5]+A[6], [1]], [2*A[2]+A[8], [1]], [A[3]+D[9], [1]], [3*A[1]+A[2]+D[5]+A[7], [2]], [A[5]+D[5]+D[6], [2]], [3*A[1]+2*A[3]+D[4] , [1]], [A[2]+2*A[5], [1]], [A[2]+A[4]+A[6], [1]], [A[3]+E[6], [1]], [2*A[1]+A [3]+D[5]+E[7], [2]], [2*A[1]+A[4]+A[11], [2]], [A[1]+D[4]+2*D[6], [2, 2]], [2* A[1]+A[2]+2*A[3]+A[5], [1]], [3*A[1]+3*A[2]+A[8], [3]], [4*A[1]+D[5]+E[7], [2] ], [2*A[1]+A[10], [1]], [3*A[1]+A[2]+A[11], [2]], [A[1]+A[3]+D[5]+A[8], [1]], [3*A[1], [1]], [2*A[1]+2*A[3]+D[4]+A[5], [2, 2]], [4*A[1]+2*A[3]+A[4], [1]], [ 4*A[1]+A[4]+A[8], [1]], [2*A[1]+3*A[2]+E[6], [1]], [A[5]+D[7], [1]], [2*A[2]+3 *A[4], [1]], [3*A[1]+D[6]+E[7], [2]], [A[1]+A[2]+D[6]+A[8], [1]], [A[1]+A[6]+E [6], [1]], [3*A[1]+2*A[2]+A[4]+A[6], [1]], [2*A[1]+A[13], [2]], [A[1]+A[5]+A[6 ], [1]], [A[3]+A[4]+A[8], [1]], [A[1]+A[2]+A[7]+E[7], [1]], [3*A[1]+A[3]+A[4]+ E[7], [2]], [4*A[1]+A[3]+A[4]+D[5], [2]], [3*A[1]+A[2]+D[4]+A[6], [1]], [D[5]+ A[7], [1]], [A[1]+A[2]+D[4]+A[9], [2]], [2*A[1]+A[2]+D[5]+A[8], [1]], [3*A[1]+ 2*A[2]+A[3]+A[7], [2]], [2*A[2]+A[4]+A[8], [1]], [A[1]+A[7]+E[8], [1]], [A[3]+ 2*A[7], [4]], [4*A[1]+2*A[2]+A[6], [1]], [A[2]+3*D[4], [1]], [2*A[2]+D[4]+A[8] , [1]], [A[3]+2*A[4]+D[5], [1]], [4*A[1]+2*A[5], [1]], [2*A[1]+A[3]+A[8], [1]] , [2*A[2]+A[3]+A[11], [3]], [2*A[2]+A[3]+A[11], [6]], [A[1]+A[2]+A[9], [1]], [ A[5]+D[5]+D[7], [1]], [A[2]+4*A[3], [1]], [D[4]+A[8], [1]], [A[1]+D[15], [1]], [2*A[1]+A[2]+D[4]+E[6], [1]], [4*A[1]+D[5]+E[6], [1]], [A[1]+A[3]+E[6]+D[7], [ 1]], [A[4]+E[6]+E[7], [1]], [A[1]+A[2]+D[14], [1]], [A[1]+2*A[2]+D[5]+D[7], [1 ]], [A[1]+A[3]+A[13], [1]], [A[1]+A[3]+E[8], [1]], [A[4], [1]], [2*A[1]+D[5]+A [9], [2]], [2*A[2]+3*A[3]+A[4], [1]], [7*A[1]+A[2]+D[5], [2]], [6*A[1]+A[2]+E[ 7], [2]], [3*A[1]+A[2]+D[4]+A[5], [1]], [2*D[6], [1]], 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[A[1]+D[4]+D[10] , [2]], [A[3]+2*D[6], [2]], [A[2]+D[4]+D[6], [1]], [A[1]+D[8]+A[9], [2]], [D[4 ]+A[5]+D[6], [2]], [2*A[1]+3*A[2]+D[8], [1]], [5*A[1]+A[3]+E[6], [1]], [2*A[1] +A[4]+D[6], [1]], [2*A[1]+2*A[8], [3]], [A[2]+2*A[3]+D[4], [1]], [2*A[1]+A[3]+ 2*A[5], [2]], [A[1]+D[4]+2*A[5], [2]], [3*A[1]+A[4]+A[5], [1]], [A[2]+A[3], [1 ]], [A[2]+D[4]+E[6], [1]], [6*A[1]+A[2]+A[6], [1]], [2*A[5]+D[6], [1]], [A[1]+ A[2]+A[3]+E[6], [1]], [2*A[1]+2*A[5], [1]], [2*A[2]+A[4]+D[4], [1]], [4*A[1]+D [4]+E[6], [1]], [2*A[1]+2*A[3]+A[7], [2]], [2*A[1]+2*A[3]+A[7], [4]], [A[1]+A[ 3]+2*A[7], [8]], [4*A[1]+A[2]+A[4]+D[4], [1]], [A[2]+2*A[3]+A[4], [1]], [A[1]+ A[3]+A[5]+D[6], [2]], [4*A[1]+A[11], [2]], [4*A[1]+2*D[5], [1]], [2*A[4]+D[4], [1]], [A[1]+A[2]+A[6]+E[6], [1]], [3*A[1]+D[12], [2]], [3*A[2]+A[6], [1]], [3* A[1]+A[2]+D[4]+D[5], [1]], [A[1]+3*A[3]+A[5], [2]], [2*A[1]+A[5]+D[8], [2]], [ A[1]+3*A[2]+A[8], [3]], [A[5], [1]], [2*A[1]+D[16], [2]], [2*A[1]+A[3]+A[7], [ 1]], [2*A[1]+6*A[2], [1]], 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[3*A[1]+A[2]+2*A[6], [1]], [A[15], [2]], [2*A[1]+3*A[2]+A[9], [1]], [ 2*A[1]+2*A[2]+A[4]+A[7], [1]], [A[1]+A[2]+2*A[4]+D[6], [1]], [6*A[1]+2*A[2]+D[ 4], [2]], [7*A[1]+A[3]+D[4], [2, 2]], [5*A[1]+D[10], [2]], [2*A[5]+A[6], [1]], [A[1]+3*D[4], [1]], [A[1]+A[2]+E[6]+D[7], [1]], [A[1]+A[3]+A[6]+A[7], [1]], [2 *A[2]+2*A[3]+D[7], [1]], [A[2]+A[3]+2*E[6], [1]], [4*A[1]+A[4]+A[5], [1]], [3* A[1]+D[4]+E[8], [1]], [2*A[1]+D[14], [1]], [3*A[2]+D[5]+A[6], [1]], [A[1]+A[6] +E[7], [1]], [A[1]+2*A[2]+A[3]+D[9], [1]], [A[1]+A[2]+E[6]+E[8], [1]], [3*A[1] +A[2]+A[4]+D[4], [1]], [3*A[1]+A[2]+D[4]+E[7], [2]], [A[2]+2*A[3]+A[7], [2]], [2*A[3]+A[7], [2]], [2*A[1]+2*A[3]+D[6], [2]], [6*A[1]+2*D[4], [2, 2]], [3*A[1 ]+D[5]+A[7], [2]], [4*A[1]+A[3]+A[4]+D[4], [2]], [5*A[1]+2*A[3]+A[5], [2, 2]], [2*A[3]+D[5]+E[6], [1]], [A[1]+D[4]+2*A[5], [1]], [3*A[1]+2*D[5], [1]], [A[1]+ A[17], [1]], [A[1]+A[3]+2*A[4]+D[5], [1]], [A[2]+A[3]+A[4], [1]], [2*A[1]+A[2] +2*A[4]+A[5], [1]], [5*A[1]+A[2]+D[8], [2]], 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[1]], [4*A[1]+A[2]+A[3]+A[4], [1]], [2*A[2]+D[6]+E[7], [1] ], [2*A[2]+2*A[4]+D[5], [1]], [2*A[1]+A[2]+E[6]+A[7], [1]], [2*A[1]+A[3]+A[12] , [1]], [2*A[2]+2*A[3]+E[7], [1]], [A[1]+A[3]+D[4]+D[8], [2]], [2*A[2]+A[5]+A[ 6], [1]], [6*A[1]+D[4]+A[5], [2, 2]], [A[1]+A[2]+A[6]+D[7], [1]], [2*A[2]+A[3] +A[4]+D[6], [1]], [6*A[1]+3*A[2], [1]], [3*A[2]+3*A[3], [1]], [7*A[1]+A[2]+A[3 ], [2]], [A[6]+A[12], [1]], [3*A[4]+D[5], [1]], [A[2]+A[5]+A[9], [2]], [2*A[1] +2*A[3]+D[4], [2]], [D[4]+A[5], [1]], [8*A[1]+A[2]+A[4], [2]], [2*A[1]+2*A[3]+ D[7], [1]], [3*A[1]+3*A[3], [2]], [2*A[1]+A[2]+A[5]+A[7], [2]], [A[1]+4*A[2]+A [5], [3]], [2*A[1]+A[2]+2*E[6], [1]], [A[2]+A[14], [3]], [6*A[1]+A[3]+A[4], [1 ]], [D[5]+A[6]+E[6], [1]], [8*A[1]+D[6], [2, 2]], [6*A[1]+E[7], [1]], [5*A[1]+ A[2]+E[6], [1]], [A[1]+A[3]+2*A[5], [2]], [5*A[1]+A[2]+A[5], [2]], [A[2]+A[3]+ D[4]+A[7], [2]], [3*A[1]+A[2]+2*A[3]+D[4], [2]], [3*A[1]+4*A[3], [2]], [3*A[2] +2*A[5], [3]], [3*A[1]+A[5]+D[7], [2]], [4*A[1]+D[4]+D[5], [1]], 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[1]], [4*A[1]+A[3]+D[9], [2]], [5*A[1]+E[7] , [2]], [4*A[1]+2*A[2]+D[5], [1]], [2*A[2]+A[3]+A[4]+E[7], [1]], [2*A[1]+A[2]+ A[6]+E[7], [1]], [5*A[1]+A[3]+D[8], [2, 2]], [3*A[2]+A[3]+D[6], [1]], [A[1]+2* A[2]+D[4]+E[8], [1]], [A[1]+2*A[2]+D[4]+A[5], [1]], [A[3]+2*E[7], [2]], [6*A[1 ]+A[9], [2]], [A[3]+A[4]+2*D[5], [1]], [3*A[5], [3]], [3*A[1]+A[5]+D[6], [2]], [A[1]+D[4]+A[5]+D[7], [2]], [4*A[1]+A[3]+D[5], [2]], [2*A[2]+A[3]+2*A[5], [3]] , [3*A[2]+D[9], [1]], [A[2]+A[3]+D[6]+E[6], [1]], [2*A[1]+A[4]+D[5]+A[6], [1]] , [A[1]+A[2]+D[5]+D[9], [1]], [5*A[1]+A[5]+D[5], [2]], [3*A[1]+2*A[3]+A[7], [2 ]], [3*A[1]+2*A[3]+A[7], [4]], [A[1]+A[3]+A[5]+D[5], [2]], [4*A[1]+A[2]+A[3]+E [7], [2]], [A[2]+A[4]+D[4]+D[6], [1]], [A[3]+A[7]+D[7], [4]], [A[2]+A[5]+A[10] , [1]], [8*A[1]+2*A[2], [2]], [A[2]+A[4]+A[9], [1]], [4*A[1]+A[2]+A[3]+A[5], [ 2]], [4*A[1]+2*A[2]+2*A[3], [2]], [A[1]+D[4]+A[11], [2]], [E[6]+D[11], [1]], [ A[1]+A[2]+E[6]+E[7], [1]], [A[1]+A[3]+A[5]+E[7], [2]], [2*A[1]+A[3]+3*A[4], [1 ]], [A[1]+A[2]+2*D[7], [1]], [D[4]+D[11], [1]], [5*A[1]+A[2]+D[6], [1]], [A[7] +D[8], [2]], [A[1]+D[4]+A[5]+D[6], [2]], [2*A[4]+D[4]+D[5], [1]], [A[1]+A[4]+A [5]+D[7], [1]], [A[1]+A[4]+2*E[6], [1]], [A[1]+A[2]+2*A[4]+E[6], [1]], [4*A[1] +A[4]+E[7], [1]], [A[3]+D[6], [1]], [A[1]+A[2]+A[3]+A[11], [2]], [2*A[2]+A[3]+ A[7], [1]], [4*A[1]+A[4]+A[7], [2]], [2*A[1]+A[4]+2*A[5], [1]], [2*A[1]+2*A[2] +A[5]+A[6], [1]], [2*A[2]+D[4]+D[5], [1]], [2*A[1]+A[2]+A[4]+A[8], [1]], [2*A[ 1]+D[4]+2*A[5], [2]], [5*A[1]+2*A[2]+2*A[3], [2]], [6*A[1]+A[2]+A[3]+A[4], [2] ], [2*A[1]+4*A[4], [5]], [5*A[1]+4*A[2], [1]], [5*A[1]+A[4]+D[6], [2]], [2*A[1 ]+A[5]+A[7], [2]], [3*A[1]+A[5]+D[10], [2, 2]], [A[2]+A[3]+A[6]+A[7], [1]], [4 *A[2]+A[3]+A[5], [3]], [7*A[1]+A[2]+A[4], [1]], [A[1]+2*A[3]+D[10], [2]], [5*A [1]+2*A[2]+D[4], [1]], [4*A[1]+D[4]+A[7], [2]], [4*A[1]+A[5]+D[6], [2]], [6*A[ 1]+2*A[2]+A[3], [1]], [5*A[1]+A[5]+A[6], [2]], [5*A[1]+D[4]+D[6], [2, 2]], [2* A[5]+D[7], [2]], [2*A[2]+D[5]+A[7], [1]], 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