# # The table of the list of R-supersingular K3 primes. # Let R be a Dynkin type of rank 20. # RssK3primes[R] is the list # [..., [T, pcond], ...] # of pairs [T, pcond], # where T is the even indefinite lattice of rank 2 # and pcond is the corresponding conditions on the prime integers # RssK3primes := table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[3, [-1]], [5, [-1]]]], [[ [6, 6], [6, -14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[2, 10], [10, -10]], [[2, [1, 3]], [3, [ -1]], [5, [1]]]]],(A[5]+A[8]+D[7])=[],(3*A[1]+3*A[2]+D[5]+D[6])=[],(3*A[1]+A[2 ]+A[4]+A[5]+D[6])=[],(7*A[1]+A[2]+A[5]+D[6])=[],(4*A[1]+A[2]+A[9]+D[5])=[],(A[ 1]+2*A[4]+A[7]+D[4])=[],(A[3]+A[8]+A[9])=[[[[10, 10], [10, -26]], [[2, [3, 5]] , [3, [1]], [5, [1]]]], [[[2, 18], [18, -18]], [[2, [1, 7]], [3, [-1]], [5, [-\ 1]]]], [[[-10, 10], [10, 26]], [[2, [3, 5]], [3, [-1]], [5, [1]]]], [[[-2, 18] , [18, 18]], [[2, [1, 7]], [3, [1]], [5, [-1]]]]],(7*A[1]+2*A[3]+A[7])=[],(E[8 ]+D[7]+A[5])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[[2, 4], [4, -4]] , [[2, [1, 3]], [3, [-1]]]]],(E[8]+D[4]+A[3]+A[2]+3*A[1])=[],(2*A[1]+A[3]+2*A[ 4]+E[7])=[],(A[2]+2*A[3]+2*E[6])=[],(A[1]+A[3]+2*A[5]+E[6])=[[[[2, 4], [4, -4] ], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(4 *A[1]+A[4]+D[12])=[],(5*A[1]+A[5]+D[10])=[],(A[7]+D[5]+D[8])=[],(5*A[1]+A[3]+D [5]+D[7])=[],(3*A[2]+2*D[4]+D[6])=[],(4*A[1]+2*A[3]+D[4]+D[6])=[],(8*A[1]+3*A[ 2]+D[6])=[],(A[2]+A[4]+D[4]+2*D[5])=[],(3*A[2]+A[4]+A[5]+D[5])=[],(4*A[1]+2*A[ 2]+3*D[4])=[],(3*A[1]+A[3]+A[4]+A[6]+D[4])=[],(13*A[1]+A[3]+D[4])=[],(2*A[1]+2 *A[2]+2*A[4]+A[6])=[],(10*A[1]+3*A[2]+A[4])=[],(E[7]+D[13])=[[[[2, 2], [2, -2] ], [[2, [3, 5]]]]],(A[2]+A[4]+D[6]+D[8])=[],(5*A[1]+A[4]+A[5]+D[6])=[],(6*A[1] +A[2]+A[3]+A[9])=[],(3*A[1]+4*A[2]+A[3]+A[6])=[],(3*A[1]+3*A[2]+A[3]+2*A[4])=[ ],(5*A[1]+3*A[3]+E[6])=[],(2*A[1]+D[4]+D[14])=[],(3*A[1]+A[3]+D[5]+D[9])=[],(3 *A[1]+A[2]+A[6]+D[9])=[],(A[3]+D[4]+D[6]+D[7])=[],(A[1]+A[2]+A[3]+A[4]+D[4]+D[ 6])=[],(A[1]+A[2]+A[3]+A[4]+2*D[5])=[],(4*A[1]+2*A[3]+A[5]+D[5])=[],(A[1]+3*A[ 2]+A[9]+D[4])=[],(A[2]+2*A[3]+A[8]+D[4])=[],(A[1]+A[2]+A[3]+A[4]+A[6]+D[4])=[] ,(7*A[1]+3*A[3]+D[4])=[],(4*A[1]+A[2]+A[4]+2*A[5])=[],(E[8]+D[4]+A[4]+A[3]+A[1 ])=[],(A[1]+A[2]+2*A[3]+D[11])=[],(A[3]+2*A[5]+D[7])=[],(A[2]+A[3]+2*A[4]+D[7] )=[],(2*A[1]+4*A[2]+A[5]+D[5])=[],(4*A[1]+A[2]+2*A[5]+D[4])=[],(4*A[1]+A[6]+A[ 10])=[],(A[1]+2*A[5]+A[9])=[[[[6, 12], [12, -6]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(4*A[1]+A[3]+A[6]+A[7])=[],(2*A[2]+4*A[4])=[],(E[8]+3*D[4]) =[],(E[7]+D[8]+D[4]+A[1])=[],(A[2]+A[3]+2*D[4]+E[7])=[],(2*A[1]+2*A[2]+A[3]+D[ 4]+E[7])=[],(2*A[3]+D[8]+E[6])=[],(2*A[3]+A[4]+D[10])=[],(A[1]+A[5]+D[6]+D[8]) =[[[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]], [[[-2, 2], [2, 4]], [[2, [1, 5 ]], [3, [-1]]]]],(9*A[1]+A[3]+D[8])=[],(4*A[1]+A[2]+2*D[7])=[],(2*A[2]+A[4]+2* D[6])=[],(2*A[2]+2*A[3]+A[4]+D[6])=[],(2*A[2]+A[11]+D[5])=[[[[4, 4], [4, -8]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]], [[[-4 , 4], [4, 8]], [[2, [3, 7]], [3, [1]]]], [[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]]],(7*A[1]+A[8]+D[5])=[],(A[1]+2*A[2]+A[3]+A[5]+A[7])=[],(12*A[1]+A[2]+A [6])=[],(4*A[1]+5*A[2]+2*A[3])=[],(E[8]+A[4]+A[3]+5*A[1])=[],(E[7]+D[6]+A[3]+A [2]+2*A[1])=[],(4*A[1]+A[2]+A[8]+E[6])=[],(A[11]+D[9])=[[[[-2, 2], [2, 4]], [[ 2, [3, 7]], [3, [1]]]], [[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]]],(2*A[1] +A[2]+A[3]+A[5]+D[8])=[],(2*A[2]+A[3]+A[8]+D[5])=[],(A[2]+2*A[4]+A[5]+D[5])=[] ,(5*A[1]+2*A[2]+A[7]+D[4])=[],(A[1]+A[3]+2*A[5]+A[6])=[[[[-12, 12], [12, 30]], [[2, [5, 7]], [3, [1, -1]], [7, [1]]]], [[[12, 12], [12, -30]], [[2, [1, 3]], [3, [1, -1]], [7, [-1]]]]],(8*A[1]+2*A[2]+A[3]+A[5])=[],(4*A[1]+2*A[2]+4*A[3]) =[],(E[8]+D[6]+D[4]+2*A[1])=[],(5*A[1]+A[4]+D[5]+E[6])=[],(A[1]+A[5]+2*D[4]+D[ 6])=[],(E[7]+E[6]+A[6]+A[1])=[[[[8, 2], [2, -10]], [[2, [1, 3, 5, 7]], [3, [1] ], [7, [-1]]]], [[[-8, 2], [2, 10]], [[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]] ],(A[3]+A[6]+D[4]+E[7])=[],(4*A[1]+2*A[2]+A[5]+E[7])=[],(5*A[1]+2*A[2]+A[4]+E[ 7])=[],(2*A[2]+2*D[5]+E[6])=[],(3*A[1]+A[3]+A[4]+D[4]+E[6])=[],(5*A[1]+A[2]+A[ 5]+D[8])=[],(A[1]+A[3]+2*A[5]+D[6])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(4*A[1]+3*A[2]+2*D[5])=[],(3*A[1]+2*A[2]+2*A[4]+D[5])=[],(2*A[1]+A[2]+ A[8]+2*D[4])=[],(3*A[1]+2*A[2]+A[4]+A[5]+D[4])=[],(4*A[2]+A[4]+A[8])=[],(A[1]+ 2*A[2]+2*A[4]+A[7])=[],(6*A[1]+5*A[2]+A[4])=[],(2*A[1]+3*A[2]+4*A[3])=[],(2*E[ 8]+D[4])=[],(A[8]+D[6]+E[6])=[[[[6, 6], [6, -12]], [[2, [1, 5]], [3, [-1]]]], [[[-6, 6], [6, 12]], [[2, [3, 7]], [3, [1]]]]],(A[2]+2*A[5]+D[8])=[],(A[1]+A[7 ]+D[5]+D[7])=[],(7*A[1]+2*A[3]+D[7])=[],(5*A[1]+D[4]+D[5]+D[6])=[],(2*A[1]+A[2 ]+A[10]+D[6])=[],(8*A[1]+A[6]+D[6])=[],(2*A[1]+A[2]+A[7]+D[4]+D[5])=[],(2*A[1] +A[2]+2*A[3]+A[6]+D[4])=[],(6*A[1]+A[2]+2*A[4]+D[4])=[],(2*A[2]+A[3]+A[13])=[[ [[-12, 12], [12, 30]], [[2, [5, 7]], [3, [1, -1]], [7, [1]]]], [[[12, 12], [12 , -30]], [[2, [1, 3]], [3, [1, -1]], [7, [-1]]]]],(4*A[1]+A[7]+A[9])=[],(3*A[1 ]+5*A[2]+A[7])=[],(A[4]+2*A[5]+A[6])=[[[[6, 30], [30, -60]], [[2, [1, 5]], [3, [1, -1]], [5, [-1]], [7, [1]]]], [[[12, 30], [30, -30]], [[2, [3, 7]], [3, [1, -1]], [5, [1]], [7, [1]]]], [[[-12, 30], [30, 30]], [[2, [1, 5]], [3, [1, -1]] , [5, [1]], [7, [-1]]]], [[[-6, 30], [30, 60]], [[2, [3, 7]], [3, [1, -1]], [5 , [-1]], [7, [-1]]]]],(4*A[1]+3*A[2]+2*A[3]+A[4])=[],(E[8]+D[8]+D[4])=[],(E[8] +D[8]+4*A[1])=[],(A[1]+A[9]+D[4]+E[6])=[[[[2, 6], [6, -12]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[4, 6], [6, -6]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[ [-2, 6], [6, 12]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-4, 6], [6, 6]], [[ 2, [1, 5]], [3, [-1]], [5, [1]]]]],(2*A[1]+A[4]+A[7]+D[7])=[[[[4, 12], [12, -4 ]], [[2, [1, 7]], [5, [-1]]]], [[[12, 4], [4, -12]], [[2, [3, 5]], [5, [1]]]]] ,(A[1]+A[2]+2*A[3]+A[5]+D[6])=[],(4*A[1]+A[3]+2*D[4]+D[5])=[],(A[2]+A[9]+D[4]+ D[5])=[],(4*A[1]+2*A[3]+A[10])=[],(14*A[1]+A[6])=[],(E[8]+A[7]+2*A[2]+A[1])=[] ,(E[8]+2*A[4]+2*A[2])=[],(E[8]+A[4]+8*A[1])=[],(2*A[1]+A[3]+D[9]+E[6])=[],(A[1 ]+D[19])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(4*A[1]+A[3]+D[13])=[],(4*A[1]+A [2]+3*A[3]+D[5])=[],(3*A[1]+A[2]+A[3]+A[8]+D[4])=[],(2*A[1]+3*A[2]+3*A[4])=[], (A[5]+D[15])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[[2, 4], [4, -4]] , [[2, [1, 3]], [3, [-1]]]]],(A[1]+A[2]+2*D[4]+D[9])=[],(A[1]+A[7]+D[4]+D[8])= [],(3*A[1]+A[9]+D[8])=[],(10*A[1]+D[4]+D[6])=[],(4*A[1]+2*A[3]+2*D[5])=[],(A[3 ]+2*A[6]+D[5])=[],(5*A[1]+2*A[2]+A[6]+D[5])=[],(5*A[1]+2*A[2]+A[3]+2*D[4])=[], (2*A[1]+A[4]+2*A[5]+D[4])=[],(5*A[1]+2*A[2]+A[3]+A[4]+D[4])=[],(12*A[1]+2*A[2] +D[4])=[],(5*A[1]+A[3]+2*A[6])=[],(5*A[1]+3*A[5])=[],(E[8]+E[6]+A[3]+A[2]+A[1] )=[],(E[7]+D[6]+A[4]+3*A[1])=[],(2*A[1]+2*A[2]+A[3]+A[4]+E[7])=[],(D[6]+D[8]+E [6])=[],(A[2]+A[6]+D[6]+E[6])=[[[[-12, 6], [6, 18]], [[2, [3, 7]], [3, [1, -1] ], [7, [1]]]], [[[12, 6], [6, -18]], [[2, [1, 5]], [3, [1, -1]], [7, [-1]]]]], (4*A[2]+D[6]+E[6])=[],(4*A[1]+2*A[5]+E[6])=[],(A[1]+3*D[4]+D[7])=[],(3*A[2]+A[ 4]+2*D[5])=[],(A[1]+A[14]+D[5])=[[[[-6, 6], [6, 14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[6, 6], [6, -14]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]]],(9*A[1]+A[2]+A[4]+D[5])=[],(6*A[1]+A[6]+2*D[4 ])=[],(2*A[1]+2*A[2]+A[4]+A[10])=[],(4*A[1]+A[2]+2*A[3]+A[8])=[],(2*A[2]+A[4]+ 2*A[6])=[[[[42, 21], [21, -42]], [[3, [1, -1]], [5, [-1]], [7, [1, -1]]]]],(3* A[1]+3*A[4]+A[5])=[],(E[7]+D[6]+A[2]+5*A[1])=[],(5*A[1]+2*A[4]+E[7])=[],(A[2]+ A[8]+D[4]+D[6])=[],(2*A[1]+A[2]+2*A[3]+2*D[5])=[],(2*A[1]+A[3]+A[7]+A[8])=[[[[ -4, 16], [16, 8]], [[2, [3, 5]], [3, [1]]]], [[[4, 16], [16, -8]], [[2, [3, 5] ], [3, [-1]]]]],(A[1]+4*A[2]+A[3]+A[8])=[],(E[8]+E[7]+A[4]+A[1])=[[[[2, 4], [4 , -2]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(3*A[1]+3*A[2]+A[5]+E[6])=[],(A[1]+A[ 4]+D[4]+D[5]+D[6])=[],(4*A[1]+A[2]+A[3]+A[5]+D[6])=[],(3*A[1]+2*A[2]+A[3]+2*D[ 5])=[],(E[8]+D[7]+D[5])=[],(E[8]+D[4]+A[4]+2*A[2])=[[[[12, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(A[4]+A[9]+E[7])=[],(2*A[1]+A[6]+D[6 ]+E[6])=[],(A[1]+3*A[2]+A[3]+D[4]+E[6])=[],(A[1]+A[2]+A[5]+D[12])=[],(5*A[1]+D [5]+D[10])=[],(3*A[1]+2*D[5]+D[7])=[],(2*A[1]+A[3]+A[4]+A[5]+D[6])=[],(A[1]+2* A[2]+3*A[3]+D[6])=[],(A[4]+A[6]+2*D[5])=[],(2*A[1]+2*A[3]+A[7]+D[5])=[],(4*A[1 ]+A[3]+A[9]+D[4])=[],(7*A[1]+A[3]+A[10])=[],(4*A[1]+2*A[4]+A[8])=[],(2*A[1]+2* A[2]+2*A[3]+A[8])=[],(6*A[1]+A[3]+A[4]+A[7])=[],(E[8]+2*A[3]+2*A[2]+2*A[1])=[] ,(E[7]+E[6]+D[4]+A[3])=[],(2*A[1]+2*A[2]+A[7]+E[7])=[],(2*A[1]+D[4]+D[8]+E[6]) =[],(7*A[1]+A[2]+D[5]+E[6])=[],(D[8]+D[12])=[],(3*A[1]+A[5]+D[12])=[],(A[1]+2* A[5]+D[9])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(2*A[1]+A[10]+D[ 8])=[],(2*A[6]+D[8])=[],(11*A[1]+A[2]+D[7])=[],(4*A[1]+A[10]+D[6])=[],(2*A[4]+ 3*D[4])=[],(6*A[1]+5*A[2]+D[4])=[],(2*A[1]+A[4]+A[14])=[[[[-10, 10], [10, 20]] , [[2, [3, 7]], [3, [1]], [5, [1, -1]]]], [[[10, 10], [10, -20]], [[2, [1, 5]] , [3, [-1]], [5, [1, -1]]]]],(2*A[1]+A[2]+A[5]+A[11])=[[[[-2, 4], [4, 4]], [[2 , [1, 3]], [3, [-1]]]], [[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]]],(6*A[1]+ 3*A[2]+2*A[4])=[],(E[8]+D[8]+2*A[2])=[],(E[8]+D[7]+D[4]+A[1])=[],(E[8]+D[6]+A[ 2]+4*A[1])=[],(A[1]+2*A[2]+A[3]+D[12])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(A[6]+A[8]+D[6])=[[[[-2, 14], [14, 28]], [[2, [1, 5]], [3, [1]], [ 7, [-1]]]], [[[-4, 14], [14, 14]], [[2, [1, 5]], [3, [-1]], [7, [-1]]]], [[[2, 14], [14, -28]], [[2, [3, 7]], [3, [-1]], [7, [1]]]], [[[4, 14], [14, -14]], [ [2, [3, 7]], [3, [1]], [7, [1]]]]],(8*A[1]+A[3]+D[4]+D[5])=[],(2*A[1]+A[5]+A[8 ]+D[5])=[],(3*A[1]+A[2]+A[3]+3*D[4])=[],(A[2]+A[6]+A[12])=[[[[14, 7], [7, -16] ], [[3, [-1]], [7, [-1]], [13, [-1]]]], [[[8, 9], [9, -24]], [[3, [-1]], [7, [ 1]], [13, [1]]]], [[[-14, 7], [7, 16]], [[3, [1]], [7, [1]], [13, [-1]]]], [[[ -8, 9], [9, 24]], [[3, [1]], [7, [-1]], [13, [1]]]]],(5*A[1]+3*A[2]+A[4]+A[5]) =[],(E[8]+D[7]+2*A[2]+A[1])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]] ,(E[8]+D[6]+A[3]+A[2]+A[1])=[],(E[8]+2*D[4]+4*A[1])=[],(A[3]+D[4]+D[13])=[],(4 *A[1]+2*A[2]+D[12])=[],(A[2]+D[4]+D[6]+D[8])=[],(3*A[1]+3*A[2]+A[3]+D[8])=[],( 5*A[1]+2*A[4]+D[7])=[],(A[9]+D[5]+D[6])=[[[[2, 6], [6, -2]], [[2, [1, 7]], [5, [-1]]]], [[[6, 2], [2, -6]], [[2, [3, 5]], [5, [1]]]]],(5*A[1]+A[2]+A[3]+D[4]+ D[6])=[],(3*A[1]+4*A[2]+A[3]+D[6])=[],(3*A[2]+A[5]+D[4]+D[5])=[],(4*A[1]+4*D[4 ])=[],(3*A[1]+2*A[4]+A[9])=[[[[4, 2], [2, -4]], [[2, [1, 3, 5, 7]], [5, [-1]]] ]],(2*A[1]+4*A[2]+A[3]+A[7])=[],(A[1]+D[7]+2*E[6])=[[[[6, 6], [6, -6]], [[2, [ 3, 5]], [3, [1, -1]]]]],(A[1]+A[7]+2*E[6])=[],(A[4]+A[7]+D[9])=[],(A[3]+2*A[4] +D[9])=[],(8*A[1]+D[4]+D[8])=[],(2*A[1]+D[4]+2*D[7])=[],(2*A[2]+3*A[3]+D[7])=[ ],(4*A[1]+2*D[5]+D[6])=[],(2*A[1]+A[7]+D[5]+D[6])=[],(6*A[1]+4*A[2]+D[6])=[],( 2*A[1]+2*A[2]+D[4]+2*D[5])=[],(3*A[1]+A[3]+2*A[5]+D[4])=[],(A[1]+A[2]+A[6]+A[ 11])=[[[[-12, 12], [12, 30]], [[2, [5, 7]], [3, [1, -1]], [7, [1]]]], [[[12, 12], [12, -30]], [[2, [1, 3]], [3, [1, -1]], [7, [-1]]]]],(A[1]+A[2]+A[3]+A[5] +A[9])=[[[[6, 18], [18, -6]], [[2, [3, 5]], [3, [1, -1]], [5, [1]]]], [[[18, 6 ], [6, -18]], [[2, [1, 7]], [3, [1, -1]], [5, [-1]]]]],(A[1]+3*A[2]+A[6]+A[7]) =[],(2*A[4]+2*A[6])=[],(4*A[1]+3*A[2]+A[4]+A[6])=[],(E[8]+D[12])=[],(E[7]+2*D[ 5]+A[3])=[],(2*A[1]+3*A[2]+A[5]+E[7])=[],(11*A[1]+A[2]+E[7])=[],(A[1]+A[2]+D[ 11]+E[6])=[],(5*A[1]+D[9]+E[6])=[],(A[3]+D[7]+D[10])=[],(2*A[1]+4*A[2]+D[10])= [],(A[1]+A[2]+A[11]+D[6])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],( A[2]+A[3]+A[7]+2*D[4])=[],(3*A[2]+2*A[3]+2*D[4])=[],(2*A[2]+A[12]+D[4])=[],(A[ 1]+A[2]+A[3]+2*A[5]+D[4])=[],(7*A[1]+3*A[2]+A[3]+D[4])=[],(2*A[1]+2*A[3]+A[5]+ A[7])=[],(4*A[2]+A[5]+A[7])=[],(5*A[2]+A[4]+A[6])=[],(A[1]+2*A[2]+A[4]+D[4]+E[ 7])=[],(5*A[1]+4*A[2]+E[7])=[],(A[8]+2*E[6])=[],(2*A[1]+A[3]+D[4]+D[11])=[],(2 *A[1]+A[2]+A[4]+D[5]+D[7])=[],(A[1]+A[2]+A[12]+D[5])=[[[[-12, 12], [12, 14]], [[2, [1, 3]], [3, [1]], [13, [-1]]]], [[[12, 12], [12, -14]], [[2, [5, 7]], [3 , [-1]], [13, [-1]]]], [[[-6, 12], [12, 28]], [[2, [1, 3]], [3, [-1]], [13, [1 ]]]], [[[6, 12], [12, -28]], [[2, [5, 7]], [3, [1]], [13, [1]]]]],(A[1]+A[2]+3 *A[4]+D[5])=[],(A[1]+A[2]+A[4]+A[13])=[[[[-14, 14], [14, 16]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [1]], [7, [1]]]], [[[14, 14], [14, -16]], [[2, [1, 3, 5, 7 ]], [3, [1]], [5, [1]], [7, [-1]]]], [[[2, 20], [20, -10]], [[2, [1, 3, 5, 7]] , [3, [1]], [5, [-1]], [7, [1]]]], [[[-2, 20], [20, 10]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [-1]], [7, [-1]]]], [[[-8, 3], [3, 12]], [[3, [-1]], [5, [-1]], [7, [-1]]]], [[[4, 7], [7, -14]], [[3, [-1]], [5, [1]], [7, [1]]]], [[[8, 3], [3, -12]], [[3, [1]], [5, [-1]], [7, [1]]]], [[[-4, 7], [7, 14]], [[3, [1]], [ 5, [1]], [7, [-1]]]]],(15*A[1]+A[5])=[],(2*D[4]+2*E[6])=[],(3*A[1]+A[7]+D[4]+E [6])=[],(A[1]+3*A[2]+A[3]+A[4]+E[6])=[],(3*A[1]+A[5]+D[4]+D[8])=[],(A[1]+3*A[2 ]+2*A[3]+D[7])=[],(5*A[1]+2*A[2]+A[5]+D[6])=[],(4*A[1]+A[5]+A[6]+D[5])=[],(2*A [1]+2*A[2]+A[3]+A[7]+D[4])=[],(E[8]+D[8]+A[3]+A[1])=[],(E[8]+D[5]+A[2]+5*A[1]) =[],(E[8]+A[3]+9*A[1])=[],(A[1]+A[4]+A[5]+D[4]+E[6])=[],(6*A[1]+2*D[7])=[],(4* A[2]+A[6]+D[6])=[],(10*A[1]+A[2]+A[3]+D[5])=[],(4*A[1]+A[12]+D[4])=[],(3*A[1]+ 2*A[2]+A[3]+A[10])=[],(4*A[1]+5*A[2]+A[6])=[],(4*A[1]+2*A[3]+2*A[5])=[],(3*A[1 ]+3*A[3]+2*A[4])=[],(E[7]+D[11]+A[2])=[[[[2, 4], [4, -4]], [[2, [5, 7]], [3, [ 1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(5*A[2]+A[3]+E[7])=[],(3 *A[1]+A[2]+A[4]+A[5]+E[6])=[],(6*A[1]+2*A[2]+A[4]+E[6])=[],(8*A[1]+A[2]+A[4]+E [6])=[],(4*A[1]+2*A[2]+2*A[3]+E[6])=[],(2*A[1]+D[18])=[],(2*A[1]+3*A[2]+D[12]) =[],(2*A[1]+A[2]+2*A[4]+D[8])=[],(2*A[1]+A[4]+2*D[7])=[],(2*A[1]+2*A[3]+D[5]+D [7])=[],(9*A[1]+D[4]+D[7])=[],(2*A[1]+A[2]+A[3]+A[6]+D[7])=[],(A[1]+2*A[2]+2*A [3]+A[5]+D[4])=[],(A[2]+A[3]+A[15])=[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1 ]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]], [[[-4, 4], [4, 8]], [[2, [ 1, 5]], [3, [-1]]]], [[[4, 12], [12, -12]], [[2, [3, 7]], [3, [1]]]], [[[4, 4] , [4, -8]], [[2, [3, 7]], [3, [1]]]], [[[-4, 12], [12, 12]], [[2, [1, 5]], [3, [-1]]]]],(3*A[2]+A[14])=[[[[6, 3], [3, -6]], [[3, [1, -1]], [5, [-1]]]]],(A[3] +A[6]+A[11])=[[[[-16, 4], [4, 20]], [[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]], [[[16, 4], [4, -20]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]], [[[4, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]], [[[-4, 6], [6, 12]], [[2, [1 , 3, 5, 7]], [3, [-1]], [7, [1]]]]],(8*A[1]+A[3]+A[9])=[],(3*A[1]+A[4]+A[6]+A[ 7])=[],(4*A[1]+3*A[3]+A[7])=[],(2*A[1]+7*A[2]+A[4])=[],(E[8]+D[5]+7*A[1])=[],( A[3]+A[5]+2*E[6])=[[[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]], [[[2, 4], [4 , -4]], [[2, [5, 7]], [3, [1]]]]],(3*A[1]+A[3]+A[8]+E[6])=[],(4*A[1]+A[6]+D[10 ])=[],(3*A[1]+2*A[2]+D[5]+D[8])=[],(A[1]+A[3]+A[5]+D[4]+D[7])=[],(3*A[1]+A[6]+ D[5]+D[6])=[],(5*A[1]+A[4]+D[5]+D[6])=[],(4*A[1]+2*A[2]+A[3]+A[5]+D[4])=[],(4* A[4]+D[4])=[],(4*A[1]+A[2]+A[4]+A[10])=[],(E[8]+E[6]+A[4]+A[2])=[],(3*A[1]+A[4 ]+D[7]+E[6])=[],(2*A[1]+A[7]+D[5]+E[6])=[[[[-4, 8], [8, 8]], [[2, [1, 3]], [3, [-1]]]], [[[4, 8], [8, -8]], [[2, [5, 7]], [3, [1]]]]],(5*A[1]+A[2]+A[3]+A[4]+ E[6])=[],(2*A[2]+D[4]+D[12])=[],(2*A[1]+2*A[2]+A[5]+D[9])=[],(4*A[1]+2*A[2]+D[ 5]+D[7])=[],(A[2]+2*A[3]+A[7]+D[5])=[[[[4, 8], [8, -8]], [[2, [1, 3]], [3, [-1 ]]]], [[[-4, 8], [8, 8]], [[2, [5, 7]], [3, [1]]]]],(6*A[1]+A[10]+D[4])=[],(A[ 1]+5*A[3]+A[4])=[],(E[8]+E[7]+A[2]+3*A[1])=[],(3*A[1]+2*A[2]+D[7]+E[6])=[],(3* A[2]+A[8]+E[6])=[],(2*A[1]+2*A[3]+D[4]+D[8])=[],(A[1]+A[2]+A[4]+A[6]+D[7])=[[[ [-2, 28], [28, 28]], [[2, [1, 7]], [3, [1]], [5, [1]], [7, [-1]]]], [[[10, 20] , [20, -44]], [[2, [3, 5]], [3, [1]], [5, [-1]], [7, [-1]]]], [[[4, 28], [28, -14]], [[2, [1, 7]], [3, [1]], [5, [-1]], [7, [1]]]], [[[-20, 20], [20, 22]], [[2, [3, 5]], [3, [1]], [5, [1]], [7, [1]]]], [[[-10, 20], [20, 44]], [[2, [3, 5]], [3, [-1]], [5, [-1]], [7, [1]]]], [[[2, 28], [28, -28]], [[2, [1, 7]], [3 , [-1]], [5, [1]], [7, [1]]]], [[[20, 20], [20, -22]], [[2, [3, 5]], [3, [-1]] , [5, [1]], [7, [-1]]]], [[[-4, 28], [28, 14]], [[2, [1, 7]], [3, [-1]], [5, [ -1]], [7, [-1]]]]],(2*A[2]+2*A[5]+D[6])=[],(2*A[3]+D[4]+2*D[5])=[],(A[1]+A[3]+ A[6]+2*D[5])=[],(A[1]+3*A[2]+2*A[4]+D[5])=[],(3*A[1]+3*A[2]+A[3]+2*D[4])=[],( 13*A[1]+A[3]+A[4])=[],(11*A[1]+3*A[2]+A[3])=[],(E[8]+D[6]+A[6])=[[[[4, 2], [2, -6]], [[2, [3, 7]], [7, [1]]]], [[[-4, 2], [2, 6]], [[2, [1, 5]], [7, [-1]]]]] ,(E[8]+D[6]+A[3]+3*A[1])=[],(2*A[4]+E[7]+D[5])=[],(5*A[1]+2*D[4]+E[7])=[],(7*A [1]+A[2]+A[4]+E[7])=[],(5*A[1]+A[5]+D[4]+E[6])=[],(2*A[1]+A[2]+A[3]+A[7]+E[6]) =[],(8*A[1]+D[12])=[],(6*A[1]+D[4]+D[10])=[],(A[1]+A[9]+D[10])=[[[[4, 2], [2, -4]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(8*A[1]+A[2]+D[10])=[],(6*A[1]+A[3]+D[5 ]+D[6])=[],(2*A[2]+A[6]+2*D[5])=[],(2*A[1]+A[14]+D[4])=[],(10*A[1]+A[6]+D[4])= [],(E[8]+D[10]+2*A[1])=[],(E[8]+D[5]+A[3]+A[2]+2*A[1])=[],(A[1]+A[5]+A[7]+E[7] )=[[[[2, 6], [6, -6]], [[2, [3, 7]], [3, [1]]]], [[[-2, 6], [6, 6]], [[2, [1, 5]], [3, [-1]]]]],(A[1]+2*A[6]+E[7])=[],(2*A[2]+A[6]+D[4]+E[6])=[],(A[1]+A[3]+ D[6]+D[10])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(7*A[1]+2*A[2]+D[4]+D[5])=[], (2*A[1]+2*A[2]+3*A[3]+D[5])=[],(2*A[1]+A[2]+3*A[3]+A[7])=[],(13*A[1]+A[2]+A[5] )=[],(E[8]+D[6]+A[5]+A[1])=[],(5*A[1]+A[3]+A[5]+E[7])=[],(2*A[1]+2*A[2]+A[3]+D [5]+E[6])=[],(2*A[1]+2*A[2]+A[8]+E[6])=[],(9*A[1]+D[11])=[],(4*A[1]+A[2]+A[4]+ 2*D[5])=[],(A[3]+A[5]+A[7]+D[5])=[],(3*A[1]+3*A[2]+A[6]+D[5])=[],(A[1]+3*A[2]+ A[4]+A[5]+D[4])=[],(A[1]+2*A[2]+3*A[3]+A[6])=[],(5*A[3]+A[5])=[],(E[8]+A[2]+10 *A[1])=[],(4*A[1]+A[2]+A[3]+D[4]+E[7])=[],(10*A[1]+A[3]+E[7])=[],(7*A[1]+A[2]+ A[5]+E[6])=[],(7*A[1]+A[3]+A[4]+E[6])=[],(A[1]+5*A[2]+A[3]+E[6])=[],(A[2]+A[6] +2*D[6])=[],(2*A[2]+A[5]+D[5]+D[6])=[],(4*A[2]+A[3]+D[4]+D[5])=[],(2*A[1]+A[2] +A[5]+A[6]+D[5])=[],(4*A[1]+2*A[2]+A[12])=[],(A[1]+2*A[6]+A[7])=[],(5*A[2]+A[3 ]+A[7])=[],(16*A[1]+2*A[2])=[],(2*E[8]+A[2]+2*A[1])=[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(2*E[7]+A[ 4]+2*A[1])=[],(E[7]+D[6]+A[6]+A[1])=[],(7*A[1]+A[6]+E[7])=[],(A[2]+D[6]+D[12]) =[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(A[6]+D[4]+D[10])=[],(7*A[1]+A[4]+D[9])=[],(A[6]+A[7]+D[7])=[ [[[8, 8], [8, -20]], [[2, [5, 7]], [7, [1]]]], [[[-8, 8], [8, 20]], [[2, [1, 3 ]], [7, [-1]]]]],(A[1]+A[6]+A[7]+D[6])=[[[[6, 8], [8, -8]], [[2, [1, 5]], [7, [-1]]]], [[[-6, 8], [8, 8]], [[2, [3, 7]], [7, [1]]]]],(A[1]+2*A[2]+A[4]+A[7]+ D[4])=[],(A[1]+A[2]+A[3]+A[14])=[[[[6, 18], [18, -6]], [[2, [3, 5]], [3, [1, -\ 1]], [5, [1]]]], [[[18, 6], [6, -18]], [[2, [1, 7]], [3, [1, -1]], [5, [-1]]]] , [[[2, 6], [6, -2]], [[2, [1, 7]], [5, [-1]]]], [[[6, 2], [2, -6]], [[2, [3, 5]], [5, [1]]]]],(2*A[1]+3*A[3]+A[9])=[],(8*A[1]+A[5]+A[7])=[],(4*A[1]+A[2]+A[ 3]+A[5]+A[6])=[],(2*A[2]+A[3]+2*A[4]+A[5])=[],(A[1]+A[2]+4*A[3]+A[5])=[],(6*A[ 1]+A[2]+3*A[4])=[],(14*A[1]+2*A[3])=[],(E[8]+A[5]+2*A[2]+3*A[1])=[],(E[8]+5*A[ 2]+2*A[1])=[],(E[7]+D[8]+D[5])=[],(E[7]+D[6]+A[7])=[],(E[7]+D[5]+D[4]+A[4])=[] ,(2*A[2]+A[5]+D[5]+E[6])=[],(A[4]+2*D[8])=[],(2*A[1]+A[3]+A[4]+D[4]+D[7])=[],( A[1]+A[4]+A[5]+D[4]+D[6])=[],(3*A[1]+2*A[2]+A[3]+A[4]+D[6])=[],(2*A[1]+A[2]+A[ 11]+D[5])=[],(3*A[1]+A[9]+2*D[4])=[],(4*A[1]+2*A[2]+A[8]+D[4])=[],(10*A[1]+A[ 10])=[],(A[1]+4*A[2]+A[5]+A[6])=[],(E[7]+D[6]+A[4]+A[3])=[[[[6, 2], [2, -6]], [[2, [1, 7]], [5, [-1]]]], [[[2, 6], [6, -2]], [[2, [3, 5]], [5, [1]]]]],(A[1] +2*A[2]+2*D[4]+E[7])=[],(3*A[1]+2*A[3]+A[4]+E[7])=[],(2*A[1]+A[2]+A[10]+E[6])= [],(6*A[1]+A[4]+D[10])=[],(6*A[1]+A[2]+A[3]+D[9])=[],(2*A[1]+A[3]+2*A[4]+D[7]) =[],(A[7]+2*D[4]+D[5])=[],(4*A[1]+3*A[2]+A[6]+D[4])=[],(4*A[1]+2*A[2]+A[3]+A[9 ])=[],(E[8]+E[7]+A[3]+2*A[1])=[],(E[7]+D[6]+D[5]+A[2])=[[[[-2, 4], [4, 4]], [[ 2, [1, 3]], [3, [-1]]]], [[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]]],(2*A[1] +A[4]+A[8]+E[6])=[],(A[2]+2*A[6]+E[6])=[],(3*A[1]+D[5]+D[12])=[],(3*A[1]+A[6]+ D[11])=[],(A[1]+A[3]+D[7]+D[9])=[],(5*A[1]+A[7]+D[8])=[],(4*A[1]+2*A[5]+D[6])= [],(2*A[1]+A[2]+A[3]+A[8]+D[5])=[],(A[1]+A[6]+A[9]+D[4])=[[[[2, 10], [10, -20] ], [[2, [3, 7]], [5, [-1]], [7, [-1]]]], [[[-2, 10], [10, 20]], [[2, [1, 5]], [5, [-1]], [7, [1]]]], [[[-4, 10], [10, 10]], [[2, [3, 7]], [5, [1]], [7, [1]] ]], [[[4, 10], [10, -10]], [[2, [1, 5]], [5, [1]], [7, [-1]]]]],(2*A[3]+2*A[5] +D[4])=[],(5*A[1]+A[2]+A[4]+A[5]+D[4])=[],(6*A[1]+2*A[7])=[],(E[7]+D[9]+D[4])= [],(4*A[1]+A[5]+D[4]+E[7])=[],(A[2]+D[6]+2*E[6])=[],(9*A[1]+D[5]+E[6])=[],(2*A [1]+3*A[4]+E[6])=[],(A[1]+D[8]+D[11])=[],(A[1]+2*A[2]+D[4]+D[11])=[],(4*A[1]+A [5]+D[11])=[],(D[5]+D[6]+D[9])=[],(2*A[2]+A[5]+D[4]+D[7])=[],(2*A[1]+A[2]+2*D[ 5]+D[6])=[],(A[1]+2*A[2]+2*A[3]+A[4]+D[5])=[],(A[2]+2*A[3]+3*D[4])=[],(2*A[1]+ 3*A[2]+A[4]+2*D[4])=[],(A[1]+2*A[2]+A[3]+A[12])=[[[[30, 6], [6, -30]], [[2, [1 , 7]], [3, [1, -1]], [13, [-1]]]], [[[6, 30], [30, -6]], [[2, [3, 5]], [3, [1, -1]], [13, [1]]]]],(5*A[1]+A[2]+A[4]+A[9])=[],(3*A[1]+4*A[2]+A[9])=[],(A[1]+2* A[2]+A[9]+E[6])=[],(A[13]+D[7])=[[[[-4, 4], [4, 10]], [[2, [1, 3]], [7, [-1]]] ], [[[4, 4], [4, -10]], [[2, [5, 7]], [7, [1]]]]],(3*A[2]+A[3]+D[5]+D[6])=[],( 4*A[1]+A[2]+A[8]+D[6])=[],(7*A[1]+A[3]+A[4]+D[6])=[],(A[1]+2*A[2]+2*A[5]+D[5]) =[],(2*A[2]+A[3]+A[5]+A[8])=[[[[6, 12], [12, -12]], [[2, [5, 7]], [3, [1]]]], [[[-6, 12], [12, 12]], [[2, [1, 3]], [3, [-1]]]]],(E[8]+D[5]+A[3]+4*A[1])=[],( 2*A[1]+A[2]+A[9]+E[7])=[[[[2, 6], [6, -12]], [[2, [1, 5]], [3, [1]], [5, [-1]] ]], [[[4, 6], [6, -6]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-4, 6], [6, 6] ], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-2, 6], [6, 12]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(A[3]+D[17])=[],(A[1]+A[2]+A[6]+D[11])=[[[[2, 12], [12, -\ 12]], [[2, [1, 7]], [3, [1]], [7, [-1]]]], [[[-4, 12], [12, 6]], [[2, [3, 5]], [3, [1]], [7, [1]]]], [[[4, 12], [12, -6]], [[2, [3, 5]], [3, [-1]], [7, [-1]] ]], [[[-2, 12], [12, 12]], [[2, [1, 7]], [3, [-1]], [7, [1]]]]],(3*A[1]+A[4]+D [4]+D[9])=[],(A[2]+A[4]+A[6]+D[8])=[[[[8, 14], [14, -28]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [-1]], [7, [1]]]], [[[-8, 14], [14, 28]], [[2, [1, 3, 5, 7]], [3 , [-1]], [5, [-1]], [7, [-1]]]], [[[-16, 6], [6, 24]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1]], [7, [-1]]]], [[[16, 6], [6, -24]], [[2, [1, 3, 5, 7]], [3, [-1 ]], [5, [1]], [7, [1]]]]],(4*A[1]+A[3]+A[5]+D[8])=[],(2*A[1]+A[3]+A[5]+D[4]+D[ 6])=[],(E[7]+2*D[6]+A[1])=[],(A[3]+A[6]+D[5]+E[6])=[],(7*A[1]+A[7]+E[6])=[],(3 *A[1]+A[2]+A[9]+D[6])=[],(6*A[1]+A[2]+A[6]+D[6])=[],(2*A[4]+A[7]+D[5])=[],(A[ 20])=[[[[2, 3], [3, -6]], [[3, [-1]], [7, [1]]]], [[[-2, 3], [3, 6]], [[3, [1] ], [7, [-1]]]]],(2*A[1]+2*A[5]+A[8])=[],(2*A[1]+2*A[3]+A[4]+A[8])=[],(A[1]+3*A [4]+A[7])=[],(11*A[1]+A[3]+A[6])=[],(5*A[1]+5*A[3])=[],(E[8]+D[5]+D[4]+A[3])=[ ],(2*A[1]+A[11]+E[7])=[[[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]], [[[2, 4] , [4, -4]], [[2, [5, 7]], [3, [1]]]]],(A[2]+3*A[4]+E[6])=[],(A[3]+A[4]+D[13])= [],(2*D[4]+D[12])=[],(3*A[1]+2*A[2]+A[3]+D[10])=[],(A[2]+2*D[5]+D[8])=[],(A[1] +A[2]+A[5]+2*D[6])=[],(2*A[3]+A[4]+2*D[5])=[],(2*A[1]+2*A[3]+A[4]+2*D[4])=[],( A[1]+A[2]+3*A[3]+2*D[4])=[],(A[7]+A[9]+D[4])=[],(3*A[1]+2*A[2]+A[13])=[],(A[1] +A[2]+A[4]+A[5]+A[8])=[[[[-8, 6], [6, 18]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [-1]]]], [[[8, 6], [6, -18]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [-1]]]]],(4*A[ 1]+A[2]+2*A[7])=[],(5*A[1]+A[3]+A[5]+A[7])=[],(2*A[2]+2*A[5]+A[6])=[[[[12, 6], [6, -18]], [[2, [1, 5]], [3, [1, -1]], [7, [-1]]]], [[[-12, 6], [6, 18]], [[2, [3, 7]], [3, [1, -1]], [7, [1]]]]],(8*A[1]+3*A[2]+A[6])=[],(A[1]+2*A[3]+2*A[4] +A[5])=[],(E[7]+D[8]+A[3]+2*A[1])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(2*A[1] +2*A[3]+A[5]+E[7])=[],(3*A[1]+3*A[2]+D[5]+E[6])=[],(2*A[1]+A[2]+3*A[3]+D[7])=[ ],(A[10]+2*D[5])=[],(3*A[1]+4*A[2]+D[4]+D[5])=[],(A[1]+2*A[2]+A[7]+2*D[4])=[], (4*A[1]+A[2]+A[4]+A[6]+D[4])=[],(2*A[1]+A[2]+3*A[4]+D[4])=[],(A[2]+A[4]+2*A[7] )=[[[[-8, 12], [12, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-8, 24], [24 , 48]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-4, 12], [12, 24]], [[2, [1, 5 ]], [3, [1]], [5, [-1]]]], [[[-16, 24], [24, 24]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[8, 12], [12, -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[16, 24] , [24, -24]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[8, 24], [24, -48]], [[2 , [3, 7]], [3, [1]], [5, [1]]]], [[[4, 12], [12, -24]], [[2, [3, 7]], [3, [-1] ], [5, [-1]]]]],(E[7]+E[6]+D[4]+3*A[1])=[],(A[1]+2*A[2]+2*A[4]+E[7])=[],(2*A[1 ]+2*A[3]+D[12])=[],(2*A[1]+A[3]+A[5]+D[10])=[[[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]], [[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]]],(A[1]+A[2]+A[3]+A[6 ]+D[8])=[],(3*A[4]+D[8])=[],(4*A[1]+A[2]+A[4]+D[4]+D[6])=[],(5*A[1]+3*A[3]+D[6 ])=[],(7*A[1]+A[6]+A[7])=[],(3*A[1]+A[2]+A[3]+A[5]+A[7])=[],(6*A[2]+2*A[4])=[] ,(E[8]+D[9]+A[2]+A[1])=[[[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4 ], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(E[7]+D[5]+A[8])=[[[[2, 8], [8, -4]], [ [2, [3, 5]], [3, [1]]]], [[[-2, 8], [8, 4]], [[2, [3, 5]], [3, [-1]]]]],(2*A[1 ]+A[5]+A[7]+E[6])=[],(A[2]+D[18])=[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]] ]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(4*A[2]+D[4]+D[8])=[],(8*A[1 ]+D[5]+D[7])=[],(2*A[2]+2*D[5]+D[6])=[],(2*A[1]+2*A[2]+A[3]+D[5]+D[6])=[],(2*A [3]+A[8]+D[6])=[],(A[1]+A[4]+3*D[5])=[],(3*A[1]+A[5]+A[7]+D[5])=[],(3*A[5]+D[5 ])=[[[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(2*A[2]+A[3]+A[9]+D[4])=[],(E[8]+D[7]+5*A[1])=[],(E[7]+D[6]+ A[5]+A[2])=[],(A[13]+E[7])=[[[[4, 2], [2, -6]], [[2, [3, 7]], [7, [1]]]], [[[-\ 4, 2], [2, 6]], [[2, [1, 5]], [7, [-1]]]]],(2*A[1]+D[12]+E[6])=[[[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]], [[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]]] ,(10*A[1]+2*A[2]+E[6])=[],(3*A[3]+D[11])=[],(2*A[1]+D[8]+D[10])=[],(2*A[2]+A[3 ]+A[4]+D[9])=[[[[12, 24], [24, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-\ 1]]]]],(3*D[4]+D[8])=[],(3*A[1]+3*A[2]+D[4]+D[7])=[],(A[4]+D[4]+2*D[6])=[],(A[ 1]+3*A[2]+A[8]+D[5])=[],(2*A[1]+A[2]+2*A[8])=[[[[-6, 6], [6, 12]], [[2, [1, 5] ], [3, [-1]]]], [[[6, 6], [6, -12]], [[2, [3, 7]], [3, [1]]]]],(2*A[1]+A[3]+2* A[4]+A[7])=[],(3*A[1]+4*A[2]+3*A[3])=[],(E[8]+A[6]+A[3]+3*A[1])=[],(3*A[1]+2*A [5]+E[7])=[],(4*A[1]+A[2]+A[3]+A[4]+E[7])=[],(A[3]+A[4]+A[5]+D[8])=[],(A[1]+A[ 2]+D[4]+D[6]+D[7])=[],(2*A[1]+A[3]+D[4]+D[5]+D[6])=[],(A[4]+4*D[4])=[],(2*A[1] +A[2]+A[7]+A[9])=[],(2*A[1]+6*A[2]+2*A[3])=[],(E[8]+A[6]+2*A[2]+2*A[1])=[],(E[ 7]+D[6]+2*A[3]+A[1])=[],(2*A[1]+4*A[2]+A[3]+E[7])=[],(2*A[1]+3*A[2]+A[3]+D[9]) =[],(D[4]+2*D[8])=[],(3*A[1]+A[5]+D[5]+D[7])=[],(3*A[1]+A[2]+2*D[4]+D[7])=[],( E[7]+D[10]+A[2]+A[1])=[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2 ], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(A[6]+D[8]+E[6])=[],(3*A[1]+A[2]+A[9]+E[ 6])=[],(3*A[1]+A[4]+A[7]+E[6])=[],(11*A[1]+A[3]+E[6])=[],(3*A[1]+D[6]+D[11])=[ ],(3*A[1]+2*A[3]+D[11])=[],(A[1]+A[2]+A[10]+D[7])=[[[[2, 16], [16, -4]], [[2, [1, 7]], [3, [-1]], [11, [1]]]], [[[-2, 16], [16, 4]], [[2, [1, 7]], [3, [1]], [11, [-1]]]], [[[10, 8], [8, -20]], [[2, [3, 5]], [3, [1]], [11, [1]]]], [[[-\ 10, 8], [8, 20]], [[2, [3, 5]], [3, [-1]], [11, [-1]]]]],(A[1]+3*A[2]+A[3]+D[4 ]+D[6])=[],(A[2]+2*A[4]+2*D[5])=[],(A[2]+3*A[3]+A[4]+D[5])=[],(5*A[1]+3*A[2]+A [5]+D[4])=[],(2*A[1]+2*A[3]+2*A[6])=[],(15*A[1]+A[2]+A[3])=[],(E[7]+D[8]+A[5]) =[[[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]]],(E[7]+D[7]+D[4]+A[2])=[],(2*A[1]+2*A[3]+E[7]+D[5])=[],(A[1]+A [2]+A[3]+D[5]+D[9])=[],(A[6]+2*D[7])=[[[[8, 4], [4, -12]], [[2, [3, 7]], [7, [ 1]]]], [[[-8, 4], [4, 12]], [[2, [1, 5]], [7, [-1]]]]],(A[7]+D[6]+D[7])=[[[[4, 4], [4, -4]], [[2, [3, 5]]]]],(2*A[3]+A[9]+D[5])=[],(A[1]+2*A[2]+A[3]+A[4]+2*D [4])=[],(3*A[1]+A[2]+A[3]+A[4]+2*D[4])=[],(3*A[1]+3*A[3]+2*D[4])=[],(A[2]+A[3] +A[5]+A[10])=[[[[-18, 12], [12, 36]], [[2, [1, 3]], [3, [1, -1]], [11, [-1]]]] , [[[18, 12], [12, -36]], [[2, [5, 7]], [3, [1, -1]], [11, [1]]]]],(2*A[1]+4*A [2]+A[10])=[],(3*A[1]+A[8]+A[9])=[[[[4, 10], [10, -20]], [[2, [1, 3, 5, 7]], [ 3, [-1]], [5, [-1]]]], [[[-4, 10], [10, 20]], [[2, [1, 3, 5, 7]], [3, [1]], [5 , [-1]]]]],(3*A[1]+A[3]+2*A[4]+A[6])=[],(6*A[1]+3*A[3]+A[5])=[],(E[8]+A[6]+A[4 ]+2*A[1])=[[[[4, 10], [10, -10]], [[2, [3, 7]], [5, [-1]], [7, [-1]]]], [[[-2, 10], [10, 20]], [[2, [3, 7]], [5, [1]], [7, [1]]]], [[[-4, 10], [10, 10]], [[2 , [1, 5]], [5, [-1]], [7, [1]]]], [[[2, 10], [10, -20]], [[2, [1, 5]], [5, [1] ], [7, [-1]]]]],(E[7]+E[6]+A[4]+3*A[1])=[],(3*A[1]+2*A[5]+D[7])=[],(2*A[1]+2*A [3]+A[6]+D[6])=[],(2*A[1]+2*A[4]+A[6]+D[4])=[],(4*A[1]+2*A[2]+2*A[4]+D[4])=[], (2*A[1]+A[3]+A[6]+A[9])=[[[[-12, 8], [8, 18]], [[2, [1, 3]], [5, [1]], [7, [-1 ]]]], [[[-6, 14], [14, 14]], [[2, [5, 7]], [5, [-1]], [7, [-1]]]], [[[12, 8], [8, -18]], [[2, [5, 7]], [5, [1]], [7, [1]]]], [[[6, 14], [14, -14]], [[2, [1, 3]], [5, [-1]], [7, [1]]]]],(2*A[3]+A[5]+A[9])=[[[[8, 12], [12, -12]], [[2, [3 , 7]], [3, [-1]], [5, [-1]]]], [[[4, 12], [12, -24]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-8, 12], [12, 12]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-4, 12], [12, 24]], [[2, [1, 5]], [3, [-1]], [5, [1]]]]],(A[1]+3*A[2]+2*A[3]+A[7]) =[],(E[8]+A[5]+A[4]+A[2]+A[1])=[],(E[7]+D[5]+A[7]+A[1])=[[[[4, 4], [4, -4]], [ [2, [3, 5]]]]],(4*A[2]+E[7]+D[5])=[],(A[1]+2*A[2]+D[9]+E[6])=[],(2*A[1]+2*A[2] +D[4]+D[10])=[],(3*A[1]+D[4]+D[5]+D[8])=[],(2*A[2]+A[3]+D[6]+D[7])=[],(9*A[1]+ A[2]+D[4]+D[5])=[],(5*A[1]+A[4]+A[6]+D[5])=[],(6*A[1]+3*A[2]+A[3]+D[5])=[],(7* A[1]+3*A[2]+A[7])=[],(2*A[1]+A[2]+A[4]+2*A[6])=[],(10*A[1]+5*A[2])=[],(5*A[1]+ A[3]+2*E[6])=[],(2*A[2]+2*A[3]+D[4]+E[6])=[],(A[2]+A[6]+D[12])=[[[[4, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]], [[[-4, 6], [6, 12]], [[2, [1 , 3, 5, 7]], [3, [-1]], [7, [1]]]]],(2*A[1]+3*A[3]+D[9])=[],(3*A[3]+D[4]+D[7]) =[],(10*A[1]+A[3]+D[7])=[],(3*A[1]+A[7]+2*D[5])=[],(2*A[1]+A[2]+A[6]+2*D[5])=[ ],(6*A[1]+A[4]+A[5]+D[5])=[],(3*A[1]+2*A[2]+A[9]+D[4])=[],(3*A[1]+A[2]+A[3]+2* A[4]+D[4])=[],(4*A[2]+A[12])=[],(7*A[2]+A[6])=[],(2*A[1]+4*A[2]+2*A[3]+A[4])=[ ],(E[8]+D[4]+A[6]+A[2])=[[[[4, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1]], [7 , [-1]]]], [[[-4, 6], [6, 12]], [[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]]],(E[ 8]+D[4]+2*A[4])=[],(E[7]+D[6]+A[3]+2*A[2])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(2*A[2]+3*A[3]+E[7])=[],(A[1]+A[8]+D[5]+E[6])=[],(A[2]+A[7]+D[ 5]+E[6])=[],(3*A[2]+A[3]+D[5]+E[6])=[],(2*A[2]+D[6]+D[10])=[],(3*A[1]+A[2]+A[5 ]+D[10])=[],(A[3]+D[8]+D[9])=[],(A[1]+A[6]+D[4]+D[9])=[],(5*A[1]+D[7]+D[8])=[] ,(2*A[1]+D[5]+D[6]+D[7])=[],(A[1]+A[3]+D[4]+D[5]+D[7])=[],(A[5]+A[10]+D[5])=[[ [[-10, 8], [8, 20]], [[2, [1, 7]], [3, [1]], [11, [-1]]]], [[[-2, 16], [16, 4] ], [[2, [3, 5]], [3, [-1]], [11, [-1]]]], [[[10, 8], [8, -20]], [[2, [1, 7]], [3, [-1]], [11, [1]]]], [[[2, 16], [16, -4]], [[2, [3, 5]], [3, [1]], [11, [1] ]]]],(A[1]+5*A[2]+A[4]+D[5])=[],(9*A[1]+2*A[3]+D[5])=[],(A[4]+2*A[6]+D[4])=[[[ [28, 14], [14, -28]], [[2, [1, 3, 5, 7]], [5, [-1]], [7, [1, -1]]]]],(A[1]+2*A [4]+A[11])=[[[[10, 20], [20, -20]], [[2, [1, 3]], [3, [-1]], [5, [1, -1]]]], [ [[-10, 20], [20, 20]], [[2, [5, 7]], [3, [1]], [5, [1, -1]]]]],(9*A[1]+A[2]+A[ 9])=[],(3*A[3]+A[4]+A[7])=[[[[12, 4], [4, -12]], [[2, [3, 5]], [5, [1]]]], [[[ 4, 12], [12, -4]], [[2, [1, 7]], [5, [-1]]]]],(A[1]+5*A[2]+3*A[3])=[],(6*A[1]+ A[2]+E[7]+D[5])=[],(2*A[1]+A[4]+D[4]+D[10])=[],(2*A[1]+A[2]+A[6]+D[10])=[],(2* A[1]+3*A[2]+A[6]+D[6])=[],(2*A[1]+A[2]+2*A[3]+A[4]+D[6])=[],(A[1]+A[5]+D[4]+2* D[5])=[],(3*A[1]+A[3]+A[6]+2*D[4])=[],(6*A[1]+A[2]+A[5]+A[7])=[],(A[5]+D[4]+D[ 5]+E[6])=[],(6*A[1]+A[2]+D[4]+D[8])=[],(A[2]+A[3]+A[6]+D[4]+D[5])=[],(3*A[1]+A [2]+A[10]+D[5])=[],(A[1]+A[2]+A[4]+A[8]+D[5])=[],(A[1]+A[3]+2*A[6]+D[4])=[],( 12*A[1]+4*A[2])=[],(E[8]+D[5]+A[7])=[],(A[1]+3*A[2]+A[6]+E[7])=[],(A[1]+A[2]+A [3]+A[4]+D[10])=[[[[-6, 6], [6, 14]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[ 2, 10], [10, -10]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[6, 6], [6, -14]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[2, [1, 3]], [3, [ 1]], [5, [-1]]]]],(A[1]+A[4]+D[6]+D[9])=[],(10*A[1]+A[2]+D[8])=[],(3*A[3]+A[4] +D[7])=[[[[8, 4], [4, -8]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(A[1]+A[5]+A[10]+ D[4])=[],(A[5]+A[15])=[[[[8, 4], [4, -10]], [[2, [1]], [3, [-1]]]], [[[-8, 4], [4, 10]], [[2, [7]], [3, [1]]]], [[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]] , [[[2, 8], [8, -16]], [[2, [3]], [3, [-1]]]], [[[-2, 8], [8, 16]], [[2, [5]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]]],(A[1]+A[2]+2*A[3]+A[ 11])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(A[2]+2*A[3]+A[5]+A[7] )=[],(A[1]+6*A[2]+A[7])=[],(10*A[2])=[],(E[8]+A[8]+A[4])=[[[[-2, 5], [5, 10]], [[3, [-1]], [5, [-1]]]], [[[2, 5], [5, -10]], [[3, [1]], [5, [-1]]]]],(E[7]+E[ 6]+3*A[2]+A[1])=[],(E[7]+D[7]+2*A[3])=[],(3*A[2]+A[7]+E[7])=[],(6*A[1]+A[2]+A[ 5]+E[7])=[],(D[4]+2*D[5]+E[6])=[],(2*A[3]+2*A[4]+E[6])=[],(2*A[4]+D[12])=[],(A [1]+A[8]+D[4]+D[7])=[],(2*A[3]+A[7]+D[7])=[[[[4, 4], [4, -4]], [[2, [3, 5]]]]] ,(A[2]+2*A[3]+A[5]+D[7])=[],(4*A[2]+A[5]+D[7])=[],(5*A[1]+4*A[2]+D[7])=[],(2*A [4]+2*D[6])=[],(A[1]+A[2]+A[4]+A[7]+D[6])=[[[[8, 8], [8, -22]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-14, 4], [4, 16]], [[2, [3, 7]], [3, [-1]], [5, [-1]] ]], [[[-8, 8], [8, 22]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[14, 4], [4, -\ 16]], [[2, [1, 5]], [3, [1]], [5, [-1]]]]],(A[1]+A[4]+A[10]+D[5])=[[[[2, 20], [20, -20]], [[2, [5, 7]], [5, [1]], [11, [1]]]], [[[-2, 20], [20, 20]], [[2, [ 1, 3]], [5, [1]], [11, [-1]]]], [[[4, 20], [20, -10]], [[2, [5, 7]], [5, [-1]] , [11, [-1]]]], [[[-4, 20], [20, 10]], [[2, [1, 3]], [5, [-1]], [11, [1]]]]],( 2*A[1]+A[2]+2*A[3]+A[5]+D[5])=[],(4*A[2]+A[3]+A[5]+D[4])=[],(8*A[1]+A[3]+A[5]+ D[4])=[],(3*A[1]+A[5]+A[6]+E[6])=[],(8*A[1]+2*A[3]+E[6])=[],(2*A[1]+A[5]+D[6]+ D[7])=[],(A[1]+A[2]+A[8]+D[4]+D[5])=[],(3*A[1]+A[2]+A[5]+A[10])=[],(E[8]+2*A[4 ]+A[2]+2*A[1])=[],(E[8]+2*A[2]+8*A[1])=[],(A[3]+A[6]+D[11])=[[[[8, 4], [4, -12 ]], [[2, [3, 7]], [7, [1]]]], [[[-8, 4], [4, 12]], [[2, [1, 5]], [7, [-1]]]]], (3*A[1]+A[2]+D[6]+D[9])=[],(A[5]+D[4]+D[5]+D[6])=[],(A[1]+A[2]+A[3]+A[9]+D[5]) =[[[[4, 12], [12, -24]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-8, 12], [12, 12]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[8, 12], [12, -12]], [[2, [1, 5] ], [3, [1]], [5, [-1]]]], [[[-4, 12], [12, 24]], [[2, [3, 7]], [3, [1]], [5, [ 1]]]]],(A[1]+A[3]+A[5]+A[6]+D[5])=[],(7*A[1]+2*A[4]+D[5])=[],(E[8]+D[4]+A[8])= [],(A[1]+A[6]+D[7]+E[6])=[[[[-2, 12], [12, 12]], [[2, [3, 5]], [3, [1]], [7, [ 1]]]], [[[-4, 12], [12, 6]], [[2, [1, 7]], [3, [-1]], [7, [1]]]], [[[4, 12], [ 12, -6]], [[2, [1, 7]], [3, [1]], [7, [-1]]]], [[[2, 12], [12, -12]], [[2, [3, 5]], [3, [-1]], [7, [-1]]]]],(5*A[1]+2*A[2]+D[5]+E[6])=[],(9*A[1]+A[5]+E[6])=[ ],(2*A[1]+2*A[2]+A[4]+D[10])=[],(A[2]+A[3]+D[7]+D[8])=[[[[4, 4], [4, -8]], [[2 , [3, 7]], [3, [1]]]], [[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]]],(5*A[1]+ A[3]+A[4]+D[8])=[],(A[3]+2*D[5]+D[7])=[],(A[2]+2*A[3]+2*D[6])=[],(2*A[1]+A[5]+ A[13])=[[[[-8, 2], [2, 10]], [[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]], [[[8, 2], [2, -10]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]]],(A[1]+A[2]+A[7]+A[10 ])=[[[[-2, 22], [22, 22]], [[2, [3, 7]], [3, [-1]], [11, [1]]]], [[[-8, 16], [ 16, 34]], [[2, [1, 5]], [3, [-1]], [11, [1]]]], [[[2, 22], [22, -22]], [[2, [1 , 5]], [3, [1]], [11, [-1]]]], [[[8, 16], [16, -34]], [[2, [3, 7]], [3, [1]], [11, [-1]]]]],(E[8]+2*D[6])=[],(E[8]+D[4]+2*A[2]+4*A[1])=[],(E[8]+2*A[5]+2*A[1 ])=[],(E[7]+D[6]+D[5]+2*A[1])=[],(A[1]+3*A[2]+A[3]+D[10])=[],(A[6]+D[6]+D[8])= [],(2*A[1]+2*A[2]+A[8]+D[6])=[],(3*A[1]+A[2]+A[3]+A[6]+D[6])=[],(A[2]+3*A[4]+D [6])=[],(2*A[1]+A[3]+A[5]+2*D[5])=[],(2*A[1]+5*A[2]+A[3]+D[5])=[],(9*A[1]+3*A[ 2]+D[5])=[],(11*A[1]+2*A[2]+D[5])=[],(4*A[1]+A[4]+3*D[4])=[],(5*A[1]+A[2]+3*A[ 3]+D[4])=[],(2*A[1]+2*A[2]+A[14])=[[[[4, 6], [6, -6]], [[2, [1, 5]], [3, [-1]] , [5, [1]]]], [[[2, 6], [6, -12]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-4, 6], [6, 6]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-2, 6], [6, 12]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(11*A[1]+2*A[2]+A[5])=[],(4*A[1]+2*A[2]+3*A[4])=[ ],(A[2]+6*A[3])=[],(E[7]+D[7]+A[4]+A[2])=[[[[-6, 6], [6, 14]], [[2, [1, 3]], [ 3, [-1]], [5, [1]]]], [[[2, 10], [10, -10]], [[2, [5, 7]], [3, [-1]], [5, [-1] ]]], [[[-2, 10], [10, 10]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[6, 6], [6, -14]], [[2, [5, 7]], [3, [1]], [5, [1]]]]],(A[2]+A[5]+D[4]+D[9])=[],(A[1]+A[3] +A[4]+A[6]+D[6])=[],(3*A[1]+A[2]+2*A[5]+D[5])=[],(A[1]+A[2]+2*A[4]+A[5]+D[4])= [],(3*A[1]+A[2]+A[3]+2*A[6])=[],(2*A[1]+4*A[2]+A[4]+A[6])=[],(2*E[8]+4*A[1])=[ ],(E[7]+D[5]+D[4]+4*A[1])=[],(A[1]+A[2]+A[7]+D[4]+E[6])=[],(4*A[1]+2*A[3]+A[4] +E[6])=[],(2*A[1]+A[5]+D[4]+D[9])=[],(5*A[1]+A[3]+D[4]+D[8])=[],(4*A[1]+2*A[2] +A[4]+D[8])=[],(A[1]+A[4]+A[9]+D[6])=[],(2*A[6]+2*D[4])=[],(A[2]+A[3]+A[4]+A[7 ]+D[4])=[[[[-4, 20], [20, 20]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[-12, 12], [12, 28]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[4, 20], [20, -20]], [[ 2, [5, 7]], [3, [1]], [5, [1]]]], [[[12, 12], [12, -28]], [[2, [5, 7]], [3, [-\ 1]], [5, [-1]]]]],(9*A[1]+A[11])=[],(A[1]+A[4]+A[7]+A[8])=[[[[-18, 12], [12, 32]], [[2, [3, 7]], [3, [1]], [5, [-1]]]], [[[18, 12], [12, -32]], [[2, [1, 5] ], [3, [-1]], [5, [-1]]]], [[[18, 18], [18, -22]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-18, 18], [18, 22]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(A[1]+A [2]+A[4]+A[6]+A[7])=[[[[-2, 40], [40, 40]], [[2, [3, 7]], [3, [-1]], [5, [-1]] , [7, [-1]]]], [[[-8, 40], [40, 10]], [[2, [1, 5]], [3, [-1]], [5, [-1]], [7, [-1]]]], [[[14, 28], [28, -64]], [[2, [3, 7]], [3, [1]], [5, [1]], [7, [-1]]]] , [[[8, 40], [40, -10]], [[2, [3, 7]], [3, [1]], [5, [-1]], [7, [1]]]], [[[-26 , 22], [22, 46]], [[2, [3, 7]], [3, [-1]], [5, [1]], [7, [1]]]], [[[2, 40], [ 40, -40]], [[2, [1, 5]], [3, [1]], [5, [-1]], [7, [1]]]], [[[26, 22], [22, -46 ]], [[2, [1, 5]], [3, [1]], [5, [1]], [7, [-1]]]], [[[-14, 28], [28, 64]], [[2 , [1, 5]], [3, [-1]], [5, [1]], [7, [1]]]]],(2*A[1]+A[2]+A[3]+A[6]+A[7])=[],(E [8]+D[6]+3*A[2])=[],(4*A[1]+A[9]+E[7])=[],(2*A[1]+A[4]+A[7]+E[7])=[[[[2, 8], [ 8, -8]], [[2, [1, 5]], [5, [-1]]]], [[[-2, 8], [8, 8]], [[2, [3, 7]], [5, [-1] ]]]],(7*A[1]+2*A[3]+E[7])=[],(2*A[1]+4*A[2]+D[4]+E[6])=[],(A[1]+2*A[3]+D[4]+D[ 9])=[],(A[1]+A[4]+A[6]+D[9])=[[[[-6, 14], [14, 14]], [[2, [1, 3]], [5, [1]], [ 7, [-1]]]], [[[6, 14], [14, -14]], [[2, [5, 7]], [5, [1]], [7, [1]]]], [[[12, 8], [8, -18]], [[2, [1, 3]], [5, [-1]], [7, [1]]]], [[[-12, 8], [8, 18]], [[2, [5, 7]], [5, [-1]], [7, [-1]]]]],(9*A[1]+A[3]+2*D[4])=[],(A[2]+A[3]+A[11]+D[4] )=[],(7*A[1]+A[13])=[],(7*A[1]+2*A[2]+A[3]+A[6])=[],(6*A[1]+2*A[2]+2*A[3]+A[4] )=[],(A[1]+2*A[2]+5*A[3])=[],(E[8]+D[4]+2*A[3]+A[2])=[],(E[8]+A[5]+7*A[1])=[], (E[7]+D[9]+A[3]+A[1])=[],(3*A[1]+A[2]+2*A[4]+E[7])=[],(A[7]+D[7]+E[6])=[],(4*A [1]+A[2]+A[4]+D[4]+E[6])=[],(2*A[1]+A[9]+D[9])=[[[[6, 2], [2, -6]], [[2, [3, 5 ]], [5, [1]]]], [[[2, 6], [6, -2]], [[2, [1, 7]], [5, [-1]]]]],(A[1]+A[3]+A[8] +D[8])=[],(2*A[2]+A[9]+D[7])=[],(A[1]+4*A[2]+A[4]+D[7])=[],(3*A[1]+5*A[2]+D[7] )=[],(A[1]+A[2]+D[5]+2*D[6])=[],(A[1]+A[11]+2*D[4])=[],(6*A[1]+2*A[3]+2*D[4])= [],(4*A[1]+2*A[6]+D[4])=[],(4*A[1]+3*A[4]+D[4])=[],(A[2]+A[3]+A[8]+E[7])=[[[[6 , 12], [12, -12]], [[2, [5, 7]], [3, [1]]]], [[[-6, 12], [12, 12]], [[2, [1, 3 ]], [3, [-1]]]]],(2*A[3]+A[7]+E[7])=[],(A[1]+2*D[4]+D[5]+E[6])=[],(9*A[1]+2*A[ 2]+D[7])=[],(7*A[1]+A[3]+A[6]+D[4])=[],(E[8]+A[4]+A[3]+2*A[2]+A[1])=[],(3*A[1] +A[3]+2*D[4]+E[6])=[],(A[1]+2*A[2]+A[4]+A[5]+E[6])=[],(A[1]+2*A[6]+D[7])=[],(6 *A[1]+2*A[2]+A[3]+D[7])=[],(4*A[1]+A[2]+2*D[4]+D[6])=[],(2*A[2]+A[10]+D[6])=[[ [[-6, 18], [18, 12]], [[2, [3, 7]], [3, [1, -1]], [11, [1]]]], [[[6, 18], [18, -12]], [[2, [1, 5]], [3, [1, -1]], [11, [-1]]]]],(A[2]+A[3]+3*D[5])=[],(6*A[1] +A[5]+D[4]+D[5])=[],(7*A[1]+A[2]+A[3]+2*D[4])=[],(E[8]+D[5]+A[4]+3*A[1])=[],(2 *D[7]+E[6])=[],(A[3]+A[11]+E[6])=[],(A[1]+A[3]+A[4]+D[12])=[[[[2, 6], [6, -2]] , [[2, [3, 5]], [5, [1]]]], [[[6, 2], [2, -6]], [[2, [1, 7]], [5, [-1]]]]],(2* A[5]+D[10])=[],(A[2]+A[5]+D[5]+D[8])=[],(2*A[4]+D[4]+D[8])=[],(A[2]+D[5]+D[6]+ D[7])=[],(4*A[2]+D[5]+D[7])=[],(A[1]+3*A[4]+D[7])=[],(2*A[1]+2*A[2]+A[3]+A[4]+ D[7])=[],(2*A[1]+2*A[2]+2*A[4]+D[6])=[],(10*A[1]+2*A[2]+D[6])=[],(4*A[1]+A[4]+ A[7]+D[5])=[],(4*A[1]+A[2]+A[3]+A[6]+D[5])=[],(2*A[2]+4*A[3]+D[4])=[],(A[2]+A[ 3]+A[4]+A[5]+A[6])=[[[[18, 42], [42, -42]], [[2, [5, 7]], [3, [1, -1]], [5, [-\ 1]], [7, [-1]]]], [[[-36, 24], [24, 54]], [[2, [5, 7]], [3, [1, -1]], [5, [1]] , [7, [1]]]], [[[36, 24], [24, -54]], [[2, [1, 3]], [3, [1, -1]], [5, [1]], [7 , [-1]]]], [[[-18, 42], [42, 42]], [[2, [1, 3]], [3, [1, -1]], [5, [-1]], [7, [1]]]]],(2*A[3]+A[4]+2*A[5])=[[[[12, 24], [24, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(E[8]+A[7]+A[4]+A[1])=[[[[-2, 8], [8, 8]], [[2, [3, 7]] , [5, [-1]]]], [[[2, 8], [8, -8]], [[2, [1, 5]], [5, [-1]]]]],(E[8]+A[4]+A[3]+ A[2]+3*A[1])=[],(A[1]+2*A[2]+A[8]+E[7])=[],(A[6]+A[7]+E[7])=[[[[-6, 8], [8, 8] ], [[2, [3, 7]], [7, [1]]]], [[[6, 8], [8, -8]], [[2, [1, 5]], [7, [-1]]]]],(3 *A[1]+A[2]+D[4]+D[5]+E[6])=[],(2*A[3]+A[4]+D[4]+E[6])=[],(2*A[1]+A[6]+D[12])=[ [[[-4, 2], [2, 6]], [[2, [1, 5]], [7, [-1]]]], [[[4, 2], [2, -6]], [[2, [3, 7] ], [7, [1]]]]],(2*A[1]+A[2]+D[6]+D[10])=[],(4*A[1]+2*A[3]+D[10])=[],(A[1]+D[4] +D[6]+D[9])=[],(A[1]+2*A[2]+A[3]+D[5]+D[7])=[],(A[2]+A[4]+2*D[4]+D[6])=[],(3*A [2]+D[4]+2*D[5])=[],(A[1]+A[2]+A[17])=[[[[6, 6], [6, -12]], [[2, [3, 7]], [3, [1]]]], [[[-6, 6], [6, 12]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2, -4]], [[ 2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(6*A[1] +A[4]+A[10])=[],(5*A[2]+A[10])=[],(A[1]+2*A[3]+A[4]+A[9])=[],(7*A[1]+2*A[2]+A[ 9])=[],(6*A[1]+A[2]+2*A[6])=[],(4*A[1]+4*A[2]+A[3]+A[5])=[],(A[1]+2*A[2]+A[3]+ 2*E[6])=[],(3*A[1]+A[3]+2*A[4]+E[6])=[],(3*A[1]+2*A[3]+A[4]+D[7])=[],(4*A[1]+A [7]+D[4]+D[5])=[],(2*A[1]+2*A[2]+A[5]+D[4]+D[5])=[],(4*A[1]+A[3]+A[5]+2*D[4])= [],(A[1]+A[2]+3*A[3]+A[4]+D[4])=[],(6*A[1]+2*A[3]+2*A[4])=[],(E[7]+D[8]+5*A[1] )=[],(E[7]+D[6]+2*A[2]+3*A[1])=[],(2*A[1]+2*A[3]+A[6]+E[6])=[],(5*A[1]+2*A[2]+ D[5]+D[6])=[],(A[1]+A[2]+A[3]+D[4]+2*D[5])=[],(7*A[1]+A[3]+A[5]+D[5])=[],(A[1] +A[3]+A[4]+A[8]+D[4])=[],(E[7]+E[6]+D[5]+A[2])=[],(E[7]+D[7]+3*A[2])=[],(D[4]+ D[10]+E[6])=[],(A[1]+4*A[2]+D[5]+E[6])=[],(A[1]+3*A[3]+A[4]+E[6])=[],(6*A[1]+4 *A[2]+E[6])=[],(A[1]+3*A[2]+D[5]+D[8])=[],(A[1]+A[5]+2*D[7])=[[[[4, 4], [4, -8 ]], [[2, [1, 5]], [3, [-1]]]], [[[-4, 4], [4, 8]], [[2, [3, 7]], [3, [1]]]]],( 3*A[1]+A[2]+A[5]+D[4]+D[6])=[],(6*A[2]+A[8])=[],(E[8]+E[6]+2*A[3])=[],(E[8]+A[ 3]+4*A[2]+A[1])=[],(A[3]+A[9]+D[8])=[],(A[1]+A[2]+A[3]+A[7]+D[7])=[[[[2, 6], [ 6, -6]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 6], [6, 6]], [[2, [3, 7]], [3, [1]] ]]],(A[3]+A[7]+2*D[5])=[],(2*A[1]+A[2]+A[3]+2*D[4]+D[5])=[],(A[2]+A[3]+A[10]+D [5])=[[[[-12, 12], [12, 32]], [[2, [1, 3, 5, 7]], [3, [1]], [11, [-1]]]], [[[ 12, 12], [12, -32]], [[2, [1, 3, 5, 7]], [3, [-1]], [11, [1]]]]],(A[6]+A[9]+D[ 5])=[[[[-6, 14], [14, 14]], [[2, [5, 7]], [5, [-1]], [7, [-1]]]], [[[6, 14], [ 14, -14]], [[2, [1, 3]], [5, [-1]], [7, [1]]]], [[[-12, 8], [8, 18]], [[2, [1, 3]], [5, [1]], [7, [-1]]]], [[[12, 8], [8, -18]], [[2, [5, 7]], [5, [1]], [7, [1]]]]],(2*A[1]+2*A[4]+A[5]+D[5])=[],(3*A[2]+3*A[3]+D[5])=[],(5*A[1]+A[3]+A[8] +D[4])=[],(2*A[2]+A[6]+A[10])=[[[[-6, 21], [21, 42]], [[3, [1, -1]], [7, [1]], [11, [-1]]]], [[[6, 21], [21, -42]], [[3, [1, -1]], [7, [-1]], [11, [1]]]]],(3 *A[1]+A[3]+A[4]+A[10])=[],(2*A[1]+4*A[3]+A[6])=[],(2*A[1]+6*A[2]+A[6])=[],(A[3 ]+3*A[4]+A[5])=[],(3*A[1]+A[3]+2*D[4]+D[6])=[],(2*A[1]+2*A[2]+A[4]+A[5]+D[5])= [],(5*A[2]+A[5]+D[5])=[],(A[3]+A[4]+A[5]+2*D[4])=[],(6*A[1]+2*A[2]+A[6]+D[4])= [],(2*A[3]+2*A[4]+A[6])=[],(3*A[1]+2*A[2]+A[3]+2*A[5])=[],(7*A[1]+2*A[2]+A[4]+ A[5])=[],(2*A[1]+2*A[3]+3*A[4])=[],(4*A[1]+A[2]+2*D[4]+E[6])=[],(2*A[1]+A[3]+D [15])=[],(A[2]+A[5]+D[13])=[],(5*A[1]+2*A[2]+A[3]+D[8])=[],(2*A[2]+A[3]+A[6]+D [7])=[],(5*A[1]+2*A[2]+A[4]+D[7])=[],(2*A[1]+2*A[2]+2*D[4]+D[6])=[],(3*A[2]+A[ 6]+2*D[4])=[],(E[7]+2*E[6]+A[1])=[],(A[1]+A[2]+D[4]+D[13])=[],(7*A[1]+D[13])=[ ],(A[1]+3*A[3]+D[10])=[],(A[1]+3*A[2]+A[5]+D[8])=[],(3*A[1]+2*A[3]+D[4]+D[7])= [],(A[3]+D[5]+2*D[6])=[],(2*A[1]+3*D[4]+D[6])=[],(A[1]+2*A[2]+A[3]+A[6]+D[6])= [],(6*A[1]+D[4]+2*D[5])=[],(4*A[1]+A[2]+A[6]+2*D[4])=[],(4*A[1]+2*A[3]+A[6]+D[ 4])=[],(8*A[2]+D[4])=[],(A[1]+A[5]+A[6]+A[8])=[[[[-24, 6], [6, 30]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]], [[[24, 6], [6, -30]], [[2, [1, 3, 5, 7]], [3 , [-1]], [7, [1]]]]],(3*A[3]+A[5]+A[6])=[],(E[8]+D[4]+A[3]+2*A[2]+A[1])=[],(E[ 8]+A[4]+4*A[2])=[],(E[7]+D[8]+2*A[2]+A[1])=[],(E[7]+D[8]+A[2]+3*A[1])=[],(A[9] +D[5]+E[6])=[[[[-6, 6], [6, 14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[ 2, [1, 3]], [3, [-1]], [5, [1]]]], [[[6, 6], [6, -14]], [[2, [5, 7]], [3, [-1] ], [5, [-1]]]]],(5*A[1]+A[9]+E[6])=[],(4*A[1]+A[3]+A[7]+E[6])=[],(6*A[1]+A[3]+ A[5]+E[6])=[],(4*A[1]+D[16])=[],(2*A[3]+D[4]+D[10])=[],(5*A[1]+A[2]+A[4]+D[9]) =[],(4*A[1]+A[4]+2*D[6])=[],(2*A[1]+A[2]+2*A[4]+2*D[4])=[],(8*A[1]+2*A[3]+A[6] )=[],(12*A[1]+2*A[2]+A[4])=[],(A[1]+8*A[2]+A[3])=[],(A[1]+3*A[2]+D[7]+E[6])=[] ,(6*A[1]+2*A[2]+D[4]+E[6])=[],(A[2]+A[3]+A[4]+D[5]+D[6])=[],(3*A[1]+A[2]+A[4]+ D[5]+D[6])=[],(A[1]+2*A[2]+A[3]+3*D[4])=[],(A[1]+A[2]+A[5]+2*A[6])=[],(9*A[1]+ 3*A[2]+A[5])=[],(E[8]+D[7]+A[2]+3*A[1])=[],(E[7]+D[5]+D[4]+A[2]+2*A[1])=[],(2* A[1]+A[2]+D[10]+E[6])=[],(A[2]+2*A[4]+D[4]+E[6])=[],(A[2]+A[3]+A[9]+D[6])=[[[[ 2, 10], [10, -10]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[6, 6], [6, -14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]]],( A[1]+4*A[2]+A[6]+D[5])=[],(3*A[1]+4*A[2]+A[4]+D[5])=[],(3*A[1]+3*A[2]+A[3]+A[8 ])=[],(4*A[1]+A[4]+E[7]+D[5])=[],(A[2]+A[12]+E[6])=[[[[6, 9], [9, -6]], [[3, [ 1, -1]], [13, [-1]]]]],(A[1]+4*A[2]+A[5]+E[6])=[],(A[2]+A[3]+D[4]+D[11])=[],(2 *A[1]+2*D[9])=[],(9*A[1]+A[2]+D[9])=[],(A[1]+A[3]+2*D[8])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(4*A[1]+2*A[2]+A[5]+D[7])=[],(6*A[1]+A[2]+A[5]+D[7])=[],(2*A[1 ]+4*A[2]+A[4]+D[6])=[],(4*A[1]+A[16])=[],(5*A[1]+3*A[2]+A[9])=[],(5*A[1]+A[7]+ A[8])=[],(5*A[1]+A[4]+A[5]+A[6])=[],(A[2]+2*A[3]+3*A[4])=[],(E[8]+E[6]+2*A[2]+ 2*A[1])=[],(E[8]+D[5]+A[5]+A[2])=[],(E[8]+3*A[2]+6*A[1])=[],(2*A[1]+A[3]+A[4]+ A[5]+E[6])=[],(A[1]+D[6]+D[13])=[],(3*A[1]+D[8]+D[9])=[],(3*A[1]+3*A[3]+D[8])= [],(3*A[1]+2*A[4]+D[4]+D[5])=[],(A[1]+A[2]+A[3]+A[4]+A[5]+D[5])=[],(A[1]+7*A[2 ]+D[5])=[],(6*A[1]+2*A[3]+A[4]+D[4])=[],(A[3]+A[7]+A[10])=[[[[12, 8], [8, -24] ], [[2, [1, 3]], [11, [-1]]]], [[[-12, 8], [8, 24]], [[2, [5, 7]], [11, [1]]]] ],(A[5]+A[6]+A[9])=[[[[8, 3], [3, -12]], [[3, [-1]], [5, [1]], [7, [1]]]], [[[ -14, 14], [14, 16]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [-1]], [7, [1]]]], [[[2 , 20], [20, -10]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [1]], [7, [1]]]], [[[-4, 7], [7, 14]], [[3, [-1]], [5, [-1]], [7, [-1]]]], [[[-2, 20], [20, 10]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1]], [7, [-1]]]], [[[4, 7], [7, -14]], [[3, [1]] , [5, [-1]], [7, [1]]]], [[[-8, 3], [3, 12]], [[3, [1]], [5, [1]], [7, [-1]]]] , [[[14, 14], [14, -16]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [-1]], [7, [-1]]] ]],(3*A[1]+A[3]+A[5]+A[9])=[],(9*A[1]+2*A[3]+A[5])=[],(12*A[1]+A[3]+A[5])=[],( 7*A[1]+3*A[2]+A[3]+A[4])=[],(E[8]+E[6]+3*A[2])=[],(E[7]+D[5]+D[4]+A[3]+A[1])=[ ],(3*A[1]+A[2]+D[5]+D[10])=[],(A[1]+2*A[2]+A[8]+D[7])=[],(A[1]+3*A[2]+A[6]+D[7 ])=[],(A[1]+5*A[2]+D[4]+D[5])=[],(6*A[1]+A[9]+D[5])=[],(4*A[2]+A[3]+A[4]+D[5]) =[],(A[6]+A[10]+D[4])=[[[[-4, 14], [14, 28]], [[2, [1, 3, 5, 7]], [7, [-1]], [ 11, [1]]]], [[[4, 14], [14, -28]], [[2, [1, 3, 5, 7]], [7, [1]], [11, [-1]]]]] ,(6*A[1]+A[2]+A[12])=[],(A[2]+A[4]+A[7]+E[7])=[[[[8, 8], [8, -22]], [[2, [3, 7 ]], [3, [1]], [5, [1]]]], [[[-8, 8], [8, 22]], [[2, [1, 5]], [3, [-1]], [5, [1 ]]]], [[[14, 4], [4, -16]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-14, 4], [ 4, 16]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(4*A[1]+A[2]+A[7]+E[7])=[],(3*A [1]+A[2]+A[3]+2*E[6])=[],(3*A[1]+A[5]+D[6]+E[6])=[],(2*A[1]+2*A[3]+D[6]+E[6])= [],(4*A[1]+A[2]+A[4]+D[10])=[],(14*A[1]+D[6])=[],(A[3]+A[12]+D[5])=[],(3*A[2]+ A[10]+D[4])=[],(2*A[1]+2*A[2]+A[4]+A[6]+D[4])=[],(A[1]+A[2]+A[3]+D[8]+E[6])=[] ,(A[1]+A[2]+D[7]+D[10])=[[[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]], [[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]]],(A[1]+A[3]+2*A[4]+D[8])=[],(2*A[1]+2*A [3]+2*D[6])=[],(2*A[1]+2*A[6]+D[6])=[],(A[3]+A[8]+D[4]+D[5])=[],(4*A[2]+2*A[4] +D[4])=[],(A[2]+A[3]+A[7]+A[8])=[[[[12, 24], [24, -24]], [[2, [1, 3]], [3, [-1 ]]]], [[[-12, 24], [24, 24]], [[2, [5, 7]], [3, [1]]]]],(E[8]+E[6]+D[4]+A[2])= [],(E[8]+D[8]+A[2]+2*A[1])=[],(E[8]+A[5]+A[4]+3*A[1])=[],(2*A[4]+A[5]+E[7])=[] ,(A[2]+A[3]+A[9]+E[6])=[[[[6, 18], [18, -6]], [[2, [3, 5]], [3, [1, -1]], [5, [1]]]], [[[18, 6], [6, -18]], [[2, [1, 7]], [3, [1, -1]], [5, [-1]]]]],(A[2]+A [3]+D[15])=[[[[4, 4], [4, -8]], [[2, [3, 7]], [3, [1]]]], [[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]]],(A[1]+2*A[3]+D[13])=[],(6*A[1]+A[3]+D[11])=[],(A[1] +2*A[2]+A[5]+D[10])=[],(2*A[1]+2*A[4]+D[10])=[],(4*A[1]+3*A[2]+D[4]+D[6])=[],( A[4]+A[10]+D[6])=[[[[-6, 10], [10, 20]], [[2, [3, 7]], [5, [1]], [11, [1]]]], [[[-10, 10], [10, 12]], [[2, [1, 5]], [5, [-1]], [11, [1]]]], [[[10, 10], [10, -12]], [[2, [3, 7]], [5, [-1]], [11, [-1]]]], [[[6, 10], [10, -20]], [[2, [1, 5]], [5, [1]], [11, [-1]]]]],(A[4]+A[11]+D[5])=[[[[2, 6], [6, -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-4, 6], [6, 6]], [[2, [1, 5]], [3, [1]], [5, [-1 ]]]], [[[-2, 6], [6, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[4, 6], [6, -6]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(2*A[1]+3*A[3]+A[5]+D[4])=[],(4*A[ 1]+A[4]+A[12])=[],(5*A[1]+A[5]+A[10])=[],(11*A[1]+A[2]+A[7])=[],(A[4]+D[4]+D[6 ]+E[6])=[],(A[1]+2*A[4]+A[5]+E[6])=[],(3*A[1]+A[3]+A[4]+D[10])=[],(A[1]+A[4]+D [7]+D[8])=[],(2*A[1]+A[4]+D[4]+2*D[5])=[],(2*A[3]+A[14])=[[[[4, 12], [12, -24] ], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-4, 12], [12, 24]], [[2, [1, 5]], [3 , [-1]], [5, [1]]]], [[[-8, 12], [12, 12]], [[2, [1, 5]], [3, [1]], [5, [-1]]] ], [[[8, 12], [12, -12]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(2*A[1]+3*A[6] )=[[[[4, 2], [2, -6]], [[2, [1, 5]], [7, [-1]]]], [[[-4, 2], [2, 6]], [[2, [3, 7]], [7, [1]]]]],(10*A[1]+2*A[5])=[],(A[1]+2*A[2]+2*A[3]+A[4]+A[5])=[],(4*A[2] +4*A[3])=[],(A[1]+A[2]+D[4]+D[7]+E[6])=[],(2*A[1]+A[2]+2*D[5]+E[6])=[],(A[2]+A [4]+2*D[4]+E[6])=[],(A[1]+2*A[3]+A[5]+A[8])=[[[[12, 12], [12, -24]], [[2, [3, 7]], [3, [1]]]], [[[-12, 12], [12, 24]], [[2, [1, 5]], [3, [-1]]]]],(5*A[1]+2* A[2]+A[4]+A[7])=[],(7*A[1]+A[2]+A[5]+A[6])=[],(5*A[1]+A[2]+2*A[4]+A[5])=[],(A[ 5]+D[6]+D[9])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[[2, 4], [4, -4] ], [[2, [1, 3]], [3, [-1]]]]],(6*A[1]+A[4]+D[4]+D[6])=[],(A[14]+D[6])=[[[[-4, 6], [6, 6]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-2, 6], [6, 12]], [[2, [1 , 5]], [3, [1]], [5, [-1]]]], [[[4, 6], [6, -6]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[2, 6], [6, -12]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(3*A[1]+3*D [4]+D[5])=[],(2*A[1]+A[5]+2*D[4]+D[5])=[],(3*A[1]+A[3]+A[4]+A[5]+D[5])=[],(10* A[1]+A[5]+D[5])=[],(7*A[1]+4*A[2]+D[5])=[],(2*A[1]+A[2]+A[12]+D[4])=[],(3*A[1] +A[6]+A[11])=[[[[-4, 12], [12, 6]], [[2, [3, 5]], [3, [1]], [7, [1]]]], [[[-2, 12], [12, 12]], [[2, [1, 7]], [3, [-1]], [7, [1]]]], [[[2, 12], [12, -12]], [[ 2, [1, 7]], [3, [1]], [7, [-1]]]], [[[4, 12], [12, -6]], [[2, [3, 5]], [3, [-1 ]], [7, [-1]]]]],(A[6]+2*A[7])=[[[[16, 8], [8, -24]], [[2, [3, 7]], [7, [1]]]] , [[[-16, 8], [8, 24]], [[2, [1, 5]], [7, [-1]]]], [[[-8, 4], [4, 12]], [[2, [ 1, 5]], [7, [-1]]]], [[[8, 4], [4, -12]], [[2, [3, 7]], [7, [1]]]]],(3*A[1]+A[ 2]+3*A[5])=[],(A[1]+A[3]+A[4]+A[5]+E[7])=[[[[-6, 6], [6, 14]], [[2, [5, 7]], [ 3, [1]], [5, [1]]]], [[[6, 6], [6, -14]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [10, -\ 10]], [[2, [1, 3]], [3, [1]], [5, [-1]]]]],(A[4]+D[4]+2*E[6])=[[[[12, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(A[2]+A[5]+A[7]+E[6])=[] ,(2*A[4]+A[6]+E[6])=[[[[-10, 15], [15, 30]], [[3, [1]], [5, [1, -1]], [7, [-1] ]]], [[[10, 15], [15, -30]], [[3, [-1]], [5, [1, -1]], [7, [1]]]]],(A[1]+A[2]+ D[6]+D[11])=[],(A[1]+A[3]+A[6]+D[10])=[[[[4, 4], [4, -10]], [[2, [5, 7]], [7, [1]]]], [[[-4, 4], [4, 10]], [[2, [1, 3]], [7, [-1]]]]],(A[1]+A[2]+A[6]+D[4]+D [7])=[],(3*A[1]+A[11]+D[6])=[],(3*A[2]+2*A[4]+D[6])=[],(5*A[1]+A[6]+D[4]+D[5]) =[],(12*A[1]+A[3]+D[5])=[],(2*A[1]+A[6]+3*D[4])=[],(5*A[1]+A[7]+2*D[4])=[],(A[ 2]+A[4]+A[10]+D[4])=[[[[-4, 22], [22, 44]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [-1]], [11, [-1]]]], [[[20, 10], [10, -28]], [[2, [1, 3, 5, 7]], [3, [-1]], [5 , [1]], [11, [1]]]], [[[-20, 10], [10, 28]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1]], [11, [-1]]]], [[[4, 22], [22, -44]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [ -1]], [11, [1]]]]],(A[3]+2*A[5]+A[7])=[[[[12, 12], [12, -12]], [[2, [3, 5]], [ 3, [1, -1]]]]],(3*A[1]+3*A[2]+2*A[3]+A[5])=[],(17*A[1]+A[3])=[],(E[8]+D[6]+D[4 ]+A[2])=[],(A[7]+D[13])=[],(A[2]+A[3]+A[5]+D[10])=[],(2*A[1]+A[3]+A[7]+D[8])=[ [[[4, 4], [4, -4]], [[2, [3, 5]]]]],(4*A[1]+A[2]+2*A[3]+D[8])=[],(A[2]+A[4]+2* D[7])=[[[[-8, 12], [12, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[4, 12], [12, -24]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[-4, 12], [12, 24]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[8, 12], [12, -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]]],(A[1]+A[2]+A[4]+2*D[4]+D[5])=[],(A[1]+2*A[2]+A[10]+D[5])=[],(A[1]+ A[2]+A[3]+A[6]+2*D[4])=[],(3*A[2]+A[6]+A[8])=[[[[-6, 9], [9, 18]], [[3, [1]], [7, [-1]]]], [[[6, 9], [9, -18]], [[3, [-1]], [7, [1]]]]],(E[7]+D[9]+2*A[2])=[ [[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(E[7]+D[5]+A[6]+2*A[1])=[],( 2*A[1]+A[7]+D[4]+E[7])=[],(A[1]+A[4]+A[5]+D[10])=[[[[4, 6], [6, -6]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-4, 6], [6, 6]], [[2, [3, 7]], [3, [-1]], [5, [ -1]]]], [[[-2, 6], [6, 12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[2, 6], [6, -12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]]],(2*A[5]+2*D[5])=[],(8*A[1]+A[2]+A[ 5]+D[5])=[],(2*A[8]+D[4])=[],(A[2]+A[6]+A[8]+D[4])=[],(4*A[1]+A[2]+A[3]+A[7]+D [4])=[],(E[7]+D[6]+A[5]+2*A[1])=[[[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]] , [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]]],(3*A[2]+D[8]+E[6])=[],(3*A[1]+ 2*D[4]+D[9])=[],(3*A[1]+A[3]+A[6]+D[8])=[],(3*A[1]+A[2]+2*A[4]+D[7])=[],(2*A[5 ]+D[4]+D[6])=[],(6*A[1]+2*A[4]+D[6])=[],(2*A[1]+4*A[2]+2*D[5])=[],(5*A[1]+3*A[ 2]+A[4]+D[5])=[],(2*A[1]+2*A[2]+2*A[3]+2*D[4])=[],(A[1]+A[2]+2*A[3]+A[7]+D[4]) =[],(2*A[1]+A[3]+A[5]+A[10])=[],(3*A[1]+A[2]+3*A[3]+A[6])=[],(3*A[1]+4*A[3]+A[ 5])=[],(E[7]+D[7]+A[5]+A[1])=[[[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]], [ [[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]]],(A[1]+D[4]+D[15])=[],(A[2]+D[8]+D [10])=[],(4*A[1]+D[6]+D[10])=[],(4*A[2]+A[4]+D[8])=[],(6*A[2]+D[8])=[],(3*A[1] +A[3]+2*D[7])=[],(2*A[1]+A[5]+A[6]+D[7])=[],(A[3]+A[5]+2*D[6])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]]], (A[3]+A[11]+D[6])=[[[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2 , -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]] ], [[[4, 4], [4, -8]], [[2, [3, 7]], [3, [1]]]]],(A[3]+A[5]+A[6]+D[6])=[[[[4, 12], [12, -6]], [[2, [1, 7]], [3, [1]], [7, [-1]]]], [[[2, 12], [12, -12]], [[ 2, [3, 5]], [3, [-1]], [7, [-1]]]], [[[-2, 12], [12, 12]], [[2, [3, 5]], [3, [ 1]], [7, [1]]]], [[[-4, 12], [12, 6]], [[2, [1, 7]], [3, [-1]], [7, [1]]]]],(6 *A[1]+A[2]+2*A[3]+D[6])=[],(2*A[1]+A[2]+A[4]+A[7]+D[5])=[],(A[1]+A[3]+4*D[4])= [],(4*A[2]+A[4]+2*D[4])=[],(2*A[1]+A[3]+A[11]+D[4])=[],(3*A[2]+2*A[3]+2*A[4])= [],(E[8]+D[6]+A[4]+2*A[1])=[],(E[8]+D[4]+A[2]+6*A[1])=[],(2*A[1]+A[6]+D[4]+D[8 ])=[],(6*A[1]+A[3]+A[4]+D[7])=[],(5*A[1]+3*D[5])=[],(2*A[1]+A[2]+A[4]+3*D[4])= [],(E[8]+E[6]+A[2]+4*A[1])=[],(2*E[7]+2*A[2]+2*A[1])=[],(3*A[1]+A[2]+A[5]+D[4] +E[6])=[],(A[1]+2*A[2]+D[6]+D[9])=[],(A[2]+2*A[4]+D[4]+D[6])=[],(9*A[1]+A[2]+A [3]+D[6])=[],(4*A[1]+3*A[2]+A[3]+A[7])=[],(E[8]+A[5]+A[3]+2*A[2])=[],(3*A[1]+A [2]+A[3]+A[6]+E[6])=[],(A[1]+A[2]+A[7]+D[4]+D[6])=[],(A[2]+A[12]+D[6])=[[[[-10 , 4], [4, 14]], [[2, [1, 5]], [3, [-1]], [13, [1]]]], [[[10, 4], [4, -14]], [[ 2, [3, 7]], [3, [1]], [13, [1]]]], [[[2, 12], [12, -6]], [[2, [3, 7]], [3, [-1 ]], [13, [-1]]]], [[[-2, 12], [12, 6]], [[2, [1, 5]], [3, [1]], [13, [-1]]]]], (5*A[1]+A[9]+D[6])=[],(5*A[1]+A[2]+A[4]+D[4]+D[5])=[],(3*A[1]+3*A[2]+2*A[3]+D[ 5])=[],(6*A[1]+A[6]+A[8])=[],(3*A[2]+A[3]+A[4]+A[7])=[],(4*A[1]+A[4]+2*A[6])=[ ],(A[1]+A[5]+2*D[4]+E[6])=[],(A[1]+A[3]+A[4]+A[6]+E[6])=[[[[2, 28], [28, -28]] , [[2, [3, 5]], [3, [1]], [5, [1]], [7, [1]]]], [[[10, 20], [20, -44]], [[2, [ 1, 7]], [3, [-1]], [5, [-1]], [7, [-1]]]], [[[-10, 20], [20, 44]], [[2, [1, 7] ], [3, [1]], [5, [-1]], [7, [1]]]], [[[20, 20], [20, -22]], [[2, [1, 7]], [3, [1]], [5, [1]], [7, [-1]]]], [[[4, 28], [28, -14]], [[2, [3, 5]], [3, [-1]], [ 5, [-1]], [7, [1]]]], [[[-20, 20], [20, 22]], [[2, [1, 7]], [3, [-1]], [5, [1] ], [7, [1]]]], [[[-4, 28], [28, 14]], [[2, [3, 5]], [3, [1]], [5, [-1]], [7, [ -1]]]], [[[-2, 28], [28, 28]], [[2, [3, 5]], [3, [-1]], [5, [1]], [7, [-1]]]]] ,(A[8]+D[12])=[],(3*A[1]+D[7]+D[10])=[],(7*A[1]+A[3]+D[10])=[],(13*A[1]+A[2]+D [5])=[],(2*A[1]+3*A[2]+3*D[4])=[],(2*A[1]+2*A[2]+A[6]+2*D[4])=[],(6*A[1]+3*A[2 ]+A[8])=[],(3*A[2]+A[3]+A[5]+A[6])=[],(10*A[1]+A[4]+A[6])=[],(4*A[5])=[],(7*A[ 1]+A[3]+2*A[5])=[],(8*A[1]+A[2]+2*A[3]+A[4])=[],(A[1]+A[2]+A[10]+E[7])=[[[[-6, 6], [6, 16]], [[2, [1, 3, 5, 7]], [3, [-1]], [11, [1]]]], [[[6, 6], [6, -16]], [[2, [1, 3, 5, 7]], [3, [1]], [11, [-1]]]]],(6*A[1]+A[3]+D[5]+E[6])=[],(2*A[1] +A[2]+A[3]+D[13])=[],(3*A[2]+A[4]+D[4]+D[6])=[],(A[2]+A[4]+A[8]+D[6])=[[[[-6, 18], [18, 36]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[12, 18], [18, -18]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-12, 18], [18, 18]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[6, 18], [18, -36]], [[2, [1, 5]], [3, [1]], [5, [-1]]]]], (4*D[5])=[],(A[2]+2*A[5]+2*D[4])=[],(A[5]+A[11]+D[4])=[[[[2, 2], [2, -2]], [[2 , [3, 5]]]]],(E[8]+D[4]+A[7]+A[1])=[],(A[1]+A[5]+D[8]+E[6])=[],(2*A[1]+3*D[4]+ E[6])=[],(4*A[1]+3*A[2]+D[4]+E[6])=[],(3*A[1]+2*A[2]+D[4]+D[9])=[],(2*A[7]+D[6 ])=[],(2*A[1]+4*A[2]+2*A[3]+D[4])=[],(7*A[1]+A[2]+A[3]+A[8])=[],(5*A[1]+2*A[3] +A[4]+A[5])=[],(E[8]+2*D[4]+2*A[2])=[],(E[8]+A[6]+A[5]+A[1])=[[[[8, 2], [2, -\ 10]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]], [[[-8, 2], [2, 10]], [[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]]],(9*A[1]+2*A[2]+E[7])=[],(A[1]+A[2]+A[5]+D[6] +E[6])=[],(3*A[1]+A[2]+3*A[3]+E[6])=[],(A[2]+A[3]+D[5]+D[10])=[],(4*A[1]+2*A[4 ]+D[8])=[],(7*A[1]+A[7]+D[6])=[],(6*A[2]+A[3]+D[5])=[],(A[1]+A[2]+A[5]+3*D[4]) =[],(2*A[1]+A[2]+A[3]+A[4]+A[5]+D[4])=[],(2*A[2]+3*A[4]+D[4])=[],(2*A[1]+2*A[3 ]+2*A[4]+D[4])=[],(A[1]+5*A[3]+D[4])=[],(A[1]+A[3]+2*A[4]+A[8])=[],(E[8]+D[6]+ 2*A[2]+2*A[1])=[],(E[8]+A[9]+3*A[1])=[[[[4, 2], [2, -4]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(A[1]+A[3]+A[9]+E[7])=[[[[2, 6], [6, -2]], [[2, [1, 7]], [5, [-1] ]]], [[[6, 2], [2, -6]], [[2, [3, 5]], [5, [1]]]]],(2*A[1]+A[2]+A[4]+D[6]+E[6] )=[],(3*A[2]+A[3]+A[5]+E[6])=[],(3*A[1]+A[7]+D[10])=[],(A[3]+2*D[4]+D[9])=[],( A[2]+A[3]+A[4]+D[4]+D[7])=[],(3*A[1]+A[10]+D[7])=[],(3*A[2]+A[7]+D[7])=[],(13* A[1]+D[7])=[],(A[5]+A[7]+2*D[4])=[],(4*A[3]+A[4]+D[4])=[],(A[1]+2*A[2]+A[4]+A[ 11])=[[[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[6, 6], [6, -14]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [1]], [5, [ 1]]]]],(A[2]+3*A[3]+A[9])=[],(A[2]+2*A[4]+2*A[5])=[],(6*A[2]+A[3]+A[5])=[],(2* A[1]+5*A[2]+A[3]+A[5])=[],(A[1]+A[2]+3*A[3]+2*A[4])=[],(E[7]+E[6]+D[4]+A[2]+A[ 1])=[],(2*A[1]+3*A[2]+E[7]+D[5])=[],(A[2]+A[4]+D[8]+E[6])=[],(A[1]+A[2]+A[4]+D [7]+E[6])=[[[[6, 18], [18, -6]], [[2, [1, 7]], [3, [1, -1]], [5, [-1]]]], [[[ 18, 6], [6, -18]], [[2, [3, 5]], [3, [1, -1]], [5, [1]]]]],(2*A[1]+3*A[2]+A[6] +E[6])=[],(6*A[1]+A[2]+2*A[3]+E[6])=[],(6*A[1]+A[3]+A[5]+D[6])=[],(6*A[1]+2*A[ 2]+A[4]+D[6])=[],(7*A[1]+A[4]+A[5]+D[4])=[],(E[8]+D[9]+A[3])=[],(E[8]+2*A[4]+4 *A[1])=[],(E[7]+D[6]+A[3]+4*A[1])=[],(2*A[1]+A[2]+A[5]+D[4]+E[7])=[],(2*A[2]+D [4]+2*E[6])=[],(3*A[1]+A[2]+A[7]+D[8])=[],(A[1]+A[2]+A[4]+D[6]+D[7])=[],(A[1]+ A[5]+A[7]+D[7])=[[[[-4, 8], [8, 8]], [[2, [1, 3]], [3, [-1]]]], [[[4, 8], [8, -8]], [[2, [5, 7]], [3, [1]]]]],(A[2]+3*D[6])=[[[[2, 2], [2, -4]], [[2, [1, 5] ], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(3*A[1]+2*A[2]+A [7]+D[6])=[],(5*A[3]+D[5])=[],(A[1]+A[2]+A[6]+A[7]+D[4])=[],(A[1]+3*A[2]+3*A[3 ]+D[4])=[],(9*A[1]+2*A[2]+A[3]+A[4])=[],(20*A[1])=[],(E[8]+E[7]+A[3]+A[2])=[[[ [2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(2*E[7]+E[6])=[[[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]], [[[ 2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]]],(10*A[1]+D[4]+E[6])=[],(2*A[1]+A[7] +D[11])=[[[[4, 4], [4, -4]], [[2, [3, 5]]]]],(A[2]+A[4]+D[4]+D[10])=[],(3*A[2] +A[9]+D[5])=[],(A[1]+3*A[3]+A[5]+D[5])=[],(6*A[1]+A[2]+3*D[4])=[],(5*A[1]+A[2] +A[5]+2*D[4])=[],(2*A[1]+4*A[2]+A[6]+D[4])=[],(A[6]+A[14])=[[[[-4, 7], [7, 14] ], [[3, [-1]], [5, [-1]], [7, [-1]]]], [[[-8, 3], [3, 12]], [[3, [1]], [5, [1] ], [7, [-1]]]], [[[8, 3], [3, -12]], [[3, [-1]], [5, [1]], [7, [1]]]], [[[4, 7 ], [7, -14]], [[3, [1]], [5, [-1]], [7, [1]]]]],(4*A[1]+A[2]+A[14])=[],(6*A[1] +2*A[3]+A[8])=[],(4*A[1]+2*A[2]+2*A[6])=[],(2*A[1]+2*A[4]+2*A[5])=[],(A[1]+2*A [3]+A[6]+E[7])=[],(5*A[1]+D[6]+D[9])=[],(2*A[1]+A[4]+A[5]+D[9])=[],(A[12]+D[8] )=[],(2*A[1]+A[2]+A[6]+D[4]+D[6])=[],(3*A[2]+A[8]+D[6])=[[[[6, 6], [6, -12]], [[2, [1, 5]], [3, [-1]]]], [[[-6, 6], [6, 12]], [[2, [3, 7]], [3, [1]]]]],(5*A [1]+3*A[2]+D[4]+D[5])=[],(A[1]+2*A[4]+A[6]+D[5])=[[[[20, 20], [20, -50]], [[2, [1, 3]], [5, [1, -1]], [7, [-1]]]], [[[-20, 20], [20, 50]], [[2, [5, 7]], [5, [1, -1]], [7, [1]]]]],(3*A[1]+A[2]+A[7]+2*D[4])=[],(12*A[1]+2*D[4])=[],(8*A[1] +A[8]+D[4])=[],(3*A[1]+5*A[2]+A[3]+D[4])=[],(A[3]+A[4]+A[13])=[[[[-6, 14], [14 , 14]], [[2, [1, 3]], [5, [1]], [7, [-1]]]], [[[6, 14], [14, -14]], [[2, [5, 7 ]], [5, [1]], [7, [1]]]], [[[12, 8], [8, -18]], [[2, [1, 3]], [5, [-1]], [7, [ 1]]]], [[[-12, 8], [8, 18]], [[2, [5, 7]], [5, [-1]], [7, [-1]]]]],(A[2]+2*A[5 ]+A[8])=[[[[-6, 6], [6, 12]], [[2, [3, 7]], [3, [1]]]], [[[6, 6], [6, -12]], [ [2, [1, 5]], [3, [-1]]]]],(7*A[1]+A[5]+A[8])=[],(3*A[2]+2*A[3]+A[8])=[],(2*A[1 ]+A[2]+A[3]+2*A[4]+A[5])=[],(5*A[1]+6*A[2]+A[3])=[],(4*A[1]+3*A[2]+A[4]+E[6])= [],(A[5]+D[4]+D[11])=[],(A[2]+A[4]+D[5]+D[9])=[],(3*A[2]+A[6]+D[8])=[],(A[1]+A [4]+2*D[4]+D[7])=[],(A[2]+A[3]+2*A[5]+D[5])=[],(A[3]+A[5]+A[8]+D[4])=[],(A[1]+ 4*A[2]+A[3]+A[4]+D[4])=[],(7*A[1]+A[2]+A[4]+A[7])=[],(11*A[1]+A[4]+A[5])=[],(E [8]+A[11]+A[1])=[[[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(4*A[1]+2*A[2]+E[7]+D[5])=[],(A[1]+2*A[2]+A[5] +D[4]+E[6])=[],(A[2]+2*A[3]+A[6]+E[6])=[[[[24, 12], [12, -36]], [[2, [1, 5]], [3, [1, -1]], [7, [-1]]]], [[[-24, 12], [12, 36]], [[2, [3, 7]], [3, [1, -1]], [7, [1]]]]],(A[3]+D[6]+D[11])=[],(3*A[1]+A[3]+D[4]+D[10])=[],(A[2]+A[4]+A[7]+D [7])=[[[[-4, 20], [20, 20]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[12, 12], [12, -28]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[-12, 12], [12, 28]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[4, 20], [20, -20]], [[2, [5, 7]], [3, [1]], [5, [1]]]]],(A[1]+A[4]+A[6]+D[4]+D[5])=[],(2*A[1]+A[3]+A[10]+D[5])=[],(3*A[4]+ A[8])=[],(6*A[1]+2*A[4]+A[6])=[],(8*A[1]+A[2]+2*A[5])=[],(E[8]+D[6]+2*A[3])=[] ,(2*E[7]+A[3]+3*A[1])=[],(A[1]+A[2]+A[3]+A[8]+E[6])=[[[[2, 8], [8, -4]], [[2, [3, 5]], [3, [1]]]], [[[-2, 8], [8, 4]], [[2, [3, 5]], [3, [-1]]]]],(5*A[1]+A[ 2]+A[3]+D[10])=[],(8*A[1]+A[3]+D[9])=[],(2*A[2]+A[8]+D[8])=[],(A[2]+A[11]+D[7] )=[],(A[1]+A[2]+2*A[3]+D[5]+D[6])=[],(3*A[1]+A[4]+A[7]+D[6])=[],(4*A[2]+2*A[3] +D[6])=[],(6*A[1]+2*A[2]+2*D[5])=[],(2*A[1]+3*A[3]+D[4]+D[5])=[],(5*A[1]+2*A[3 ]+D[4]+D[5])=[],(3*A[2]+A[3]+A[7]+D[4])=[],(4*A[1]+6*A[2]+D[4])=[],(A[1]+A[3]+ A[7]+A[9])=[[[[12, 4], [4, -12]], [[2, [1, 7]], [5, [-1]]]], [[[4, 12], [12, -\ 4]], [[2, [3, 5]], [5, [1]]]]],(E[8]+D[5]+A[4]+A[2]+A[1])=[[[[-6, 6], [6, 14]] , [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[2, 10], [10, -10]], [[2, [5, 7]], [3 , [-1]], [5, [-1]]]], [[[-2, 10], [10, 10]], [[2, [1, 3]], [3, [1]], [5, [-1]] ]], [[[6, 6], [6, -14]], [[2, [5, 7]], [3, [1]], [5, [1]]]]],(E[8]+A[6]+6*A[1] )=[],(E[7]+E[6]+A[5]+2*A[1])=[],(E[7]+D[7]+D[6])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(4*A[1]+2*A[3]+D[4]+E[6])=[],(4*A[1]+A[10]+E[6])=[],(3*A[1]+A[4]+D[13]) =[],(2*A[2]+D[5]+D[11])=[],(7*A[1]+D[4]+D[9])=[],(A[2]+D[4]+2*D[7])=[],(9*A[1] +D[5]+D[6])=[],(A[1]+A[3]+A[4]+3*D[4])=[],(2*A[2]+A[7]+A[9])=[[[[-6, 24], [24, 24]], [[2, [1, 5]], [3, [1, -1]], [5, [-1]]]], [[[6, 24], [24, -24]], [[2, [3, 7]], [3, [1, -1]], [5, [-1]]]]],(3*A[1]+A[3]+2*A[7])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(A[1]+A[2]+2*A[3]+A[4]+A[7])=[],(A[1]+3*A[2]+A[3]+2*A[5])=[],(5*A[1 ]+A[2]+3*A[3]+A[4])=[],(A[1]+A[4]+D[9]+E[6])=[[[[6, 6], [6, -14]], [[2, [1, 3] ], [3, [-1]], [5, [1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [1]], [5, [1] ]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [ 10, -10]], [[2, [1, 3]], [3, [1]], [5, [-1]]]]],(2*A[2]+A[3]+D[7]+E[6])=[],(2* A[1]+A[2]+D[7]+D[9])=[],(11*A[1]+D[9])=[],(5*A[1]+A[3]+2*A[4]+D[4])=[],(3*A[1] +2*A[2]+A[5]+A[8])=[],(3*A[1]+2*A[2]+2*A[3]+E[7])=[],(A[1]+A[2]+D[5]+D[6]+E[6] )=[],(A[2]+A[6]+D[5]+D[7])=[[[[-16, 4], [4, 20]], [[2, [1, 3, 5, 7]], [3, [-1] ], [7, [1]]]], [[[16, 4], [4, -20]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]] ],(A[1]+A[3]+D[4]+2*D[6])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(3*A[1]+A[7]+D[ 4]+D[6])=[],(A[3]+A[4]+2*D[4]+D[5])=[],(A[2]+A[4]+A[9]+D[5])=[],(A[1]+A[5]+A[6 ]+2*D[4])=[],(2*A[1]+A[18])=[[[[6, 4], [4, -10]], [[2, [3, 7]], [19, [1]]]], [ [[-6, 4], [4, 10]], [[2, [1, 5]], [19, [-1]]]]],(4*A[1]+2*A[8])=[],(18*A[1]+A[ 2])=[],(E[7]+E[6]+D[7])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[[2, 4 ], [4, -4]], [[2, [1, 3]], [3, [-1]]]]],(4*A[2]+A[5]+E[7])=[],(6*A[1]+A[3]+A[4 ]+E[7])=[],(A[4]+A[6]+D[4]+E[6])=[],(3*A[2]+A[3]+D[4]+D[7])=[],(4*A[1]+A[6]+2* D[5])=[],(5*A[1]+A[3]+A[7]+D[5])=[],(4*A[1]+A[3]+2*A[4]+D[5])=[],(6*A[2]+A[4]+ D[4])=[],(A[1]+2*A[2]+A[6]+A[9])=[[[[-6, 30], [30, 60]], [[2, [1, 5]], [3, [1, -1]], [5, [1]], [7, [-1]]]], [[[-12, 30], [30, 30]], [[2, [3, 7]], [3, [1, -1] ], [5, [-1]], [7, [-1]]]], [[[6, 30], [30, -60]], [[2, [3, 7]], [3, [1, -1]], [5, [1]], [7, [1]]]], [[[12, 30], [30, -30]], [[2, [1, 5]], [3, [1, -1]], [5, [-1]], [7, [1]]]]],(A[1]+A[2]+3*A[3]+A[8])=[],(E[8]+D[5]+A[5]+2*A[1])=[],(A[1] +A[2]+A[5]+2*E[6])=[],(3*A[1]+A[2]+D[15])=[],(4*A[1]+A[2]+D[5]+D[9])=[],(2*D[6 ]+D[8])=[],(2*A[1]+3*A[2]+D[4]+D[8])=[],(4*A[1]+3*A[2]+A[3]+D[7])=[],(2*A[2]+A [4]+3*D[4])=[],(2*A[2]+2*A[4]+2*D[4])=[],(A[1]+A[3]+A[12]+D[4])=[],(3*A[1]+A[2 ]+A[5]+A[6]+D[4])=[],(7*A[1]+A[2]+A[3]+A[4]+D[4])=[],(2*A[2]+A[4]+A[12])=[[[[ 24, 3], [3, -24]], [[3, [1, -1]], [5, [-1]], [13, [1]]]], [[[12, 15], [15, -30 ]], [[3, [1, -1]], [5, [1]], [13, [-1]]]]],(3*A[1]+A[2]+A[7]+A[8])=[],(8*A[2]+ A[4])=[],(E[8]+A[5]+A[3]+4*A[1])=[],(A[1]+A[3]+D[5]+D[11])=[],(3*A[1]+A[3]+A[5 ]+D[9])=[],(2*A[2]+A[4]+A[5]+D[7])=[],(7*A[1]+A[2]+A[6]+D[5])=[],(12*A[1]+A[4] +D[4])=[],(3*A[1]+2*A[2]+2*A[3]+A[7])=[],(2*A[1]+A[5]+A[6]+E[7])=[],(A[1]+2*A[ 2]+A[3]+A[5]+E[7])=[],(2*A[1]+D[7]+D[11])=[],(A[2]+A[3]+A[6]+D[9])=[[[[-16, 4] , [4, 20]], [[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]], [[[16, 4], [4, -20]], [ [2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]]],(A[5]+A[7]+D[8])=[[[[2, 6], [6, -6]] , [[2, [3, 7]], [3, [1]]]], [[[-2, 6], [6, 6]], [[2, [1, 5]], [3, [-1]]]]],(A[ 1]+A[9]+2*D[5])=[[[[4, 8], [8, -4]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(A[3]+A[ 6]+A[7]+D[4])=[[[[-8, 8], [8, 20]], [[2, [1, 3]], [7, [-1]]]], [[[8, 8], [8, -\ 20]], [[2, [5, 7]], [7, [1]]]]],(2*A[1]+A[2]+A[3]+A[13])=[[[[2, 12], [12, -12] ], [[2, [1, 7]], [3, [1]], [7, [-1]]]], [[[-2, 12], [12, 12]], [[2, [1, 7]], [ 3, [-1]], [7, [1]]]], [[[-4, 12], [12, 6]], [[2, [3, 5]], [3, [1]], [7, [1]]]] , [[[4, 12], [12, -6]], [[2, [3, 5]], [3, [-1]], [7, [-1]]]]],(4*A[1]+A[2]+A[5 ]+A[9])=[],(10*A[1]+A[2]+A[8])=[],(A[1]+A[2]+A[4]+A[6]+E[7])=[[[[-14, 14], [14 , 16]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [1]], [7, [1]]]], [[[14, 14], [14, -16]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1]], [7, [-1]]]], [[[2, 20], [20, -\ 10]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [-1]], [7, [1]]]], [[[-2, 20], [20, 10 ]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [-1]], [7, [-1]]]]],(A[14]+E[6])=[[[[6, 3], [3, -6]], [[3, [1, -1]], [5, [-1]]]]],(5*A[1]+2*A[2]+A[5]+E[6])=[],(A[1]+D [4]+D[7]+D[8])=[],(4*A[1]+2*D[4]+D[8])=[],(2*A[1]+5*A[2]+D[8])=[],(8*A[1]+2*A[ 2]+D[8])=[],(3*A[1]+A[4]+D[6]+D[7])=[],(A[8]+D[5]+D[7])=[],(A[3]+A[6]+D[4]+D[7 ])=[],(8*A[1]+2*A[3]+D[6])=[],(2*A[1]+A[4]+A[6]+2*D[4])=[],(A[1]+4*A[2]+A[3]+2 *D[4])=[],(10*A[1]+A[2]+A[4]+D[4])=[],(A[1]+A[5]+2*A[7])=[[[[4, 4], [4, -8]], [[2, [1, 5]], [3, [-1]]]], [[[-4, 4], [4, 8]], [[2, [3, 7]], [3, [1]]]], [[[8, 8], [8, -16]], [[2, [3, 7]], [3, [1]]]], [[[-8, 8], [8, 16]], [[2, [1, 5]], [3 , [-1]]]]],(E[8]+D[4]+8*A[1])=[],(2*A[1]+A[12]+E[6])=[[[[10, 4], [4, -14]], [[ 2, [1, 5]], [3, [-1]], [13, [1]]]], [[[-2, 12], [12, 6]], [[2, [3, 7]], [3, [-\ 1]], [13, [-1]]]], [[[2, 12], [12, -6]], [[2, [1, 5]], [3, [1]], [13, [-1]]]], [[[-10, 4], [4, 14]], [[2, [3, 7]], [3, [1]], [13, [1]]]]],(2*A[1]+A[2]+D[16]) =[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(A[1]+D[9]+D[10])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(3*A[1 ]+2*A[2]+A[5]+D[8])=[],(A[1]+2*A[4]+D[4]+D[7])=[],(7*A[1]+A[6]+D[7])=[],(A[2]+ A[3]+D[4]+D[5]+D[6])=[],(3*A[1]+2*A[2]+A[3]+D[4]+D[6])=[],(2*A[4]+A[6]+D[6])=[ ],(A[1]+2*A[3]+A[4]+A[5]+D[4])=[],(3*A[1]+A[2]+A[3]+A[12])=[],(A[1]+2*A[4]+A[5 ]+A[6])=[[[[-40, 10], [10, 50]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1, -1]], [ 7, [-1]]]], [[[40, 10], [10, -50]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [1, -1] ], [7, [1]]]]],(A[2]+4*A[3]+A[6])=[],(2*A[1]+5*A[2]+2*A[4])=[],(2*A[1]+A[3]+A[ 9]+E[6])=[[[[-6, 6], [6, 14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[6, 6], [6, -14]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [ 5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[2, [1, 3]], [3, [-1]], [5, [1]]]]],(3*A[1]+D[17])=[],(A[1]+A[3]+A[5]+D[11])=[[[[-4, 4], [4, 8]], [[2, [3, 7]], [3, [1]]]], [[[4, 4], [4, -8]], [[2, [1, 5]], [3, [-1]]]]],(4*A[1]+2* A[2]+D[4]+D[8])=[],(A[1]+4*A[2]+D[4]+D[7])=[],(A[1]+2*A[2]+2*A[3]+D[4]+D[5])=[ ],(A[1]+2*A[3]+A[9]+D[4])=[],(A[1]+5*A[2]+A[4]+A[5])=[],(E[8]+A[6]+A[3]+A[2]+A [1])=[[[[2, 12], [12, -12]], [[2, [1, 7]], [3, [1]], [7, [-1]]]], [[[-4, 12], [12, 6]], [[2, [3, 5]], [3, [1]], [7, [1]]]], [[[4, 12], [12, -6]], [[2, [3, 5 ]], [3, [-1]], [7, [-1]]]], [[[-2, 12], [12, 12]], [[2, [1, 7]], [3, [-1]], [7 , [1]]]]],(E[7]+D[5]+D[4]+2*A[2])=[],(E[7]+D[5]+A[5]+A[3])=[[[[-4, 4], [4, 8]] , [[2, [3, 7]], [3, [1]]]], [[[4, 4], [4, -8]], [[2, [1, 5]], [3, [-1]]]]],(A[ 1]+A[8]+D[4]+E[7])=[],(2*A[2]+A[5]+D[4]+E[7])=[],(3*A[1]+A[2]+D[7]+D[8])=[],(7 *A[1]+A[2]+D[5]+D[6])=[],(A[2]+A[5]+A[7]+D[6])=[],(E[8]+E[6]+D[6])=[[[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]] ]]],(A[1]+3*D[4]+E[7])=[],(2*A[2]+A[4]+D[12])=[[[[12, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(A[1]+2*D[4]+D[11])=[],(A[1]+D[5]+D[6]+D [8])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(2*A[1]+D[4]+D[6]+D[8])=[],(2*A[1]+2 *A[2]+A[7]+D[7])=[],(4*A[1]+A[5]+D[5]+D[6])=[],(10*A[1]+A[4]+D[6])=[],(A[1]+A[ 19])=[[[[2, 6], [6, -2]], [[2, [3, 5]], [5, [1]]]], [[[6, 2], [2, -6]], [[2, [ 1, 7]], [5, [-1]]]]],(A[2]+A[18])=[[[[-6, 3], [3, 8]], [[3, [-1]], [19, [1]]]] , [[[6, 3], [3, -8]], [[3, [1]], [19, [-1]]]]],(2*A[1]+2*A[3]+A[12])=[],(2*A[1 ]+2*A[9])=[],(A[1]+3*A[2]+A[5]+A[8])=[],(2*A[1]+3*A[2]+2*A[3]+A[6])=[],(6*A[1] +2*A[2]+2*A[5])=[],(E[8]+A[5]+3*A[2]+A[1])=[],(E[8]+3*A[3]+3*A[1])=[],(A[4]+2* A[5]+E[6])=[[[[4, 6], [6, -6]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[-2, 6 ], [6, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[2, 6], [6, -12]], [[2, [3 , 7]], [3, [1]], [5, [1]]]], [[[-4, 6], [6, 6]], [[2, [1, 5]], [3, [1]], [5, [ -1]]]]],(A[1]+D[4]+D[5]+D[10])=[],(2*A[3]+A[5]+D[9])=[],(3*A[1]+2*A[4]+D[9])=[ ],(A[2]+A[10]+D[8])=[[[[-8, 6], [6, 12]], [[2, [1, 3, 5, 7]], [3, [-1]], [11, [1]]]], [[[8, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1]], [11, [-1]]]]],(5*A[ 1]+A[2]+2*A[3]+D[7])=[],(6*A[1]+2*A[2]+D[4]+D[6])=[],(5*A[1]+3*A[2]+A[3]+D[6]) =[],(A[1]+D[4]+3*D[5])=[],(11*A[1]+D[4]+D[5])=[],(2*A[1]+3*A[2]+A[3]+A[4]+D[5] )=[],(A[1]+2*A[3]+A[13])=[[[[-8, 4], [4, 12]], [[2, [1, 5]], [7, [-1]]]], [[[8 , 4], [4, -12]], [[2, [3, 7]], [7, [1]]]]],(A[2]+A[4]+A[5]+A[9])=[],(11*A[1]+A [9])=[],(A[1]+A[3]+2*A[8])=[[[[-2, 8], [8, 4]], [[2, [3, 5]], [3, [1]]]], [[[ 18, 18], [18, -18]], [[2, [3, 5]], [3, [1, -1]]]], [[[2, 8], [8, -4]], [[2, [3 , 5]], [3, [-1]]]]],(2*A[1]+A[2]+A[4]+A[5]+A[7])=[],(2*A[2]+2*A[3]+A[4]+A[6])= [],(E[8]+E[6]+A[6])=[[[[-2, 3], [3, 6]], [[3, [-1]], [7, [1]]]], [[[2, 3], [3, -6]], [[3, [1]], [7, [-1]]]]],(4*A[2]+2*E[6])=[],(A[1]+A[2]+A[3]+2*D[4]+E[6])= [],(A[1]+A[2]+A[4]+A[7]+E[6])=[],(D[20])=[],(A[1]+A[2]+A[3]+D[4]+D[10])=[],(A[ 1]+A[2]+A[5]+D[4]+D[8])=[],(2*A[1]+A[9]+D[4]+D[5])=[],(3*A[1]+3*A[2]+A[5]+A[6] )=[],(6*A[1]+4*A[2]+A[6])=[],(3*A[1]+A[2]+2*A[3]+A[4]+A[5])=[],(A[1]+4*A[2]+A[ 3]+2*A[4])=[],(E[8]+2*D[4]+A[2]+2*A[1])=[],(E[8]+A[6]+A[4]+A[2])=[[[[-4, 7], [ 7, 14]], [[3, [1]], [5, [1]], [7, [-1]]]], [[[4, 7], [7, -14]], [[3, [-1]], [5 , [1]], [7, [1]]]], [[[-8, 3], [3, 12]], [[3, [-1]], [5, [-1]], [7, [-1]]]], [ [[8, 3], [3, -12]], [[3, [1]], [5, [-1]], [7, [1]]]]],(E[8]+A[3]+2*A[2]+5*A[1] )=[],(2*E[7]+2*A[3])=[],(E[7]+E[6]+D[5]+2*A[1])=[],(13*A[1]+E[7])=[],(2*A[1]+D [6]+D[12])=[],(A[2]+D[7]+D[11])=[[[[4, 4], [4, -8]], [[2, [3, 7]], [3, [1]]]], [[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]]],(A[4]+A[5]+D[5]+D[6])=[[[[-6, 6 ], [6, 14]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[2, 10], [10, -10]], [[2, [ 1, 3]], [3, [1]], [5, [-1]]]], [[[6, 6], [6, -14]], [[2, [1, 3]], [3, [-1]], [ 5, [1]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]]],(2*A[1 ]+A[3]+A[4]+D[5]+D[6])=[],(4*A[1]+A[4]+A[5]+A[7])=[],(3*A[2]+3*A[3]+A[5])=[],( 2*A[1]+2*A[3]+2*E[6])=[],(A[1]+A[6]+D[5]+D[8])=[],(2*A[2]+2*A[4]+D[8])=[],(2*A [1]+A[6]+D[5]+D[7])=[],(2*A[3]+2*D[4]+D[6])=[],(2*A[1]+A[13]+D[5])=[[[[-4, 4], [4, 10]], [[2, [1, 3]], [7, [-1]]]], [[[4, 4], [4, -10]], [[2, [5, 7]], [7, [1 ]]]]],(A[4]+A[5]+A[6]+D[5])=[[[[2, 28], [28, -28]], [[2, [3, 5]], [3, [1]], [5 , [1]], [7, [1]]]], [[[10, 20], [20, -44]], [[2, [1, 7]], [3, [-1]], [5, [-1]] , [7, [-1]]]], [[[-10, 20], [20, 44]], [[2, [1, 7]], [3, [1]], [5, [-1]], [7, [1]]]], [[[20, 20], [20, -22]], [[2, [1, 7]], [3, [1]], [5, [1]], [7, [-1]]]], [[[4, 28], [28, -14]], [[2, [3, 5]], [3, [-1]], [5, [-1]], [7, [1]]]], [[[-20, 20], [20, 22]], [[2, [1, 7]], [3, [-1]], [5, [1]], [7, [1]]]], [[[-4, 28], [28 , 14]], [[2, [3, 5]], [3, [1]], [5, [-1]], [7, [-1]]]], [[[-2, 28], [28, 28]], [[2, [3, 5]], [3, [-1]], [5, [1]], [7, [-1]]]]],(5*A[1]+2*A[5]+D[5])=[],(2*A[3 ]+A[4]+A[5]+D[5])=[],(2*A[1]+A[2]+4*D[4])=[],(2*E[8]+2*A[2])=[],(E[8]+2*D[4]+A [3]+A[1])=[],(2*E[7]+A[5]+A[1])=[],(E[7]+D[7]+A[3]+A[2]+A[1])=[],(5*A[1]+A[2]+ A[6]+E[7])=[],(A[4]+2*D[5]+E[6])=[[[[4, 12], [12, -24]], [[2, [1, 5]], [3, [1] ], [5, [-1]]]], [[[-8, 12], [12, 12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[ 8, 12], [12, -12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-4, 12], [12, 24]] , [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(6*A[1]+2*A[4]+E[6])=[],(D[6]+D[14])=[ ],(A[2]+A[3]+D[6]+D[9])=[],(6*A[1]+D[5]+D[9])=[],(3*A[3]+A[6]+D[5])=[],(A[1]+2 *A[3]+2*A[4]+D[5])=[],(6*A[1]+A[3]+A[7]+D[4])=[],(A[4]+A[5]+A[11])=[[[[6, 18], [18, -6]], [[2, [1, 7]], [3, [1, -1]], [5, [-1]]]], [[[18, 6], [6, -18]], [[2, [3, 5]], [3, [1, -1]], [5, [1]]]], [[[2, 6], [6, -2]], [[2, [3, 5]], [5, [1]]] ], [[[6, 2], [2, -6]], [[2, [1, 7]], [5, [-1]]]]],(A[1]+3*A[2]+A[4]+A[9])=[],( 3*A[1]+2*A[2]+A[3]+A[4]+A[6])=[],(10*A[1]+2*A[3]+A[4])=[],(14*A[1]+A[2]+A[4])= [],(2*E[8]+A[4])=[[[[2, 1], [1, -2]], [[5, [-1]]]]],(E[7]+D[6]+D[4]+A[3])=[],( A[1]+A[4]+2*D[4]+E[7])=[],(3*A[1]+A[2]+A[8]+E[7])=[],(A[2]+A[3]+A[4]+D[5]+E[6] )=[],(A[1]+2*A[2]+A[4]+D[4]+D[7])=[],(A[1]+2*A[2]+A[3]+2*D[6])=[],(A[1]+4*A[2] +2*A[3]+D[5])=[],(5*A[1]+5*A[2]+A[5])=[],(A[2]+2*A[3]+A[5]+E[7])=[],(2*A[1]+3* A[2]+D[6]+E[6])=[],(2*A[1]+A[3]+A[5]+D[4]+E[6])=[],(A[4]+D[16])=[[[[2, 1], [1, -2]], [[5, [-1]]]]],(2*A[1]+2*A[2]+A[6]+D[8])=[],(2*A[2]+A[4]+D[5]+D[7])=[[[[ 12, 24], [24, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(3*A[1]+2* A[3]+A[5]+D[6])=[],(2*A[1]+A[3]+A[4]+A[7]+D[4])=[],(6*A[1]+3*A[2]+A[3]+A[5])=[ ],(A[3]+A[4]+D[7]+E[6])=[],(A[5]+A[9]+E[6])=[[[[6, 3], [3, -6]], [[3, [1, -1]] , [5, [-1]]]], [[[6, 12], [12, -6]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1 ]]]]],(6*A[1]+A[2]+A[6]+E[6])=[],(A[1]+A[6]+D[13])=[[[[-4, 4], [4, 10]], [[2, [1, 3]], [7, [-1]]]], [[[4, 4], [4, -10]], [[2, [5, 7]], [7, [1]]]]],(3*A[1]+A [2]+D[4]+D[11])=[],(2*A[2]+A[4]+D[4]+D[8])=[],(8*A[1]+A[7]+D[5])=[],(A[3]+A[5] +3*D[4])=[],(4*A[1]+A[2]+A[10]+D[4])=[],(E[8]+12*A[1])=[],(9*A[1]+A[4]+E[7])=[ ],(A[4]+A[10]+E[6])=[[[[10, 5], [5, -14]], [[3, [-1]], [5, [-1]], [11, [-1]]]] , [[[-2, 11], [11, 22]], [[3, [-1]], [5, [1]], [11, [1]]]], [[[-10, 5], [5, 14 ]], [[3, [1]], [5, [-1]], [11, [1]]]], [[[2, 11], [11, -22]], [[3, [1]], [5, [ 1]], [11, [-1]]]]],(A[1]+D[7]+D[12])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(A[1 ]+2*D[5]+D[9])=[],(A[1]+A[4]+A[7]+D[8])=[[[[-2, 8], [8, 8]], [[2, [3, 7]], [5, [-1]]]], [[[2, 8], [8, -8]], [[2, [1, 5]], [5, [-1]]]]],(5*A[1]+A[3]+2*D[6])=[ ],(A[4]+2*D[5]+D[6])=[],(A[2]+A[7]+D[5]+D[6])=[],(A[1]+A[9]+D[4]+D[6])=[],(7*A [2]+D[6])=[],(2*A[1]+2*A[2]+A[3]+A[6]+D[5])=[],(2*A[1]+2*A[5]+2*D[4])=[],(4*A[ 2]+A[8]+D[4])=[],(4*A[1]+A[5]+A[11])=[],(A[1]+A[9]+A[10])=[[[[6, 10], [10, -20 ]], [[2, [3, 7]], [5, [-1]], [11, [-1]]]], [[[-10, 10], [10, 12]], [[2, [3, 7] ], [5, [1]], [11, [1]]]], [[[10, 10], [10, -12]], [[2, [1, 5]], [5, [1]], [11, [-1]]]], [[[-6, 10], [10, 20]], [[2, [1, 5]], [5, [-1]], [11, [1]]]]],(A[1]+A[ 3]+A[4]+D[6]+E[6])=[],(2*A[1]+A[2]+2*A[3]+D[10])=[],(5*A[1]+A[6]+D[9])=[],(A[2 ]+2*A[3]+A[4]+D[8])=[[[[-4, 12], [12, 24]], [[2, [1, 5]], [3, [1]], [5, [-1]]] ], [[[8, 12], [12, -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-8, 12], [12, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[4, 12], [12, -24]], [[2, [3, 7]] , [3, [-1]], [5, [-1]]]]],(A[2]+A[7]+D[4]+D[7])=[[[[4, 8], [8, -8]], [[2, [1, 3]], [3, [-1]]]], [[[-4, 8], [8, 8]], [[2, [5, 7]], [3, [1]]]]],(A[2]+A[6]+A[7 ]+D[5])=[[[[8, 24], [24, -12]], [[2, [1, 7]], [3, [1]], [7, [-1]]]], [[[-4, 24 ], [24, 24]], [[2, [3, 5]], [3, [1]], [7, [1]]]], [[[-8, 24], [24, 12]], [[2, [1, 7]], [3, [-1]], [7, [1]]]], [[[4, 24], [24, -24]], [[2, [3, 5]], [3, [-1]] , [7, [-1]]]]],(2*A[1]+6*A[3])=[],(E[8]+E[7]+D[4]+A[1])=[],(E[8]+2*A[6])=[],(E [8]+6*A[2])=[],(4*A[1]+D[10]+E[6])=[],(4*A[1]+5*A[2]+E[6])=[],(2*A[1]+A[5]+D[5 ]+D[8])=[[[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]], [[[-2, 4], [4, 4]], [[ 2, [5, 7]], [3, [1]]]]],(4*A[1]+A[2]+2*A[4]+D[6])=[],(A[1]+2*A[3]+A[4]+D[4]+D[ 5])=[],(3*A[2]+A[4]+A[6]+D[4])=[],(A[1]+3*A[2]+A[3]+A[10])=[],(A[2]+3*A[3]+A[4 ]+A[5])=[],(E[7]+D[5]+A[6]+A[2])=[[[[2, 12], [12, -12]], [[2, [1, 7]], [3, [1] ], [7, [-1]]]], [[[-4, 12], [12, 6]], [[2, [3, 5]], [3, [1]], [7, [1]]]], [[[4 , 12], [12, -6]], [[2, [3, 5]], [3, [-1]], [7, [-1]]]], [[[-2, 12], [12, 12]], [[2, [1, 7]], [3, [-1]], [7, [1]]]]],(3*A[1]+A[10]+E[7])=[],(4*A[1]+A[4]+A[5]+ E[7])=[],(2*A[1]+A[2]+2*A[5]+E[6])=[],(A[1]+A[2]+D[8]+D[9])=[],(4*A[2]+A[3]+D[ 9])=[],(6*A[1]+A[2]+D[5]+D[7])=[],(A[1]+2*A[2]+2*D[4]+D[7])=[],(2*A[1]+2*A[4]+ 2*D[5])=[],(5*A[2]+2*D[5])=[],(A[1]+A[2]+2*A[3]+A[6]+D[5])=[],(15*A[1]+D[5])=[ ],(A[1]+A[3]+A[6]+A[10])=[[[[-10, 16], [16, 36]], [[2, [3, 5]], [7, [1]], [11, [1]]]], [[[14, 14], [14, -30]], [[2, [1, 7]], [7, [-1]], [11, [1]]]], [[[10, 16], [16, -36]], [[2, [3, 5]], [7, [-1]], [11, [-1]]]], [[[-14, 14], [14, 30]] , [[2, [1, 7]], [7, [1]], [11, [-1]]]]],(3*A[1]+A[4]+A[5]+A[8])=[],(11*A[1]+3* A[3])=[],(5*A[1]+A[3]+E[7]+D[5])=[],(3*A[1]+A[4]+A[6]+E[7])=[],(5*A[1]+A[2]+2* A[3]+E[7])=[],(A[1]+D[13]+E[6])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]]],(2*A[1]+4*A[3]+E[6])=[],(A[3]+A [5]+D[12])=[[[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]], [[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]]],(2*A[2]+A[5]+D[11])=[],(2*A[1]+2*A[2]+A[3]+D[11])=[] ,(D[4]+D[7]+D[9])=[],(6*A[1]+3*A[2]+D[8])=[],(A[1]+4*A[3]+D[7])=[],(A[1]+A[3]+ A[10]+D[6])=[],(A[5]+A[6]+D[4]+D[5])=[],(A[1]+A[2]+A[9]+2*D[4])=[],(11*A[1]+A[ 5]+D[4])=[],(2*A[1]+2*A[2]+2*A[3]+A[4]+D[4])=[],(A[2]+A[5]+A[13])=[[[[-12, 6], [6, 18]], [[2, [3, 7]], [3, [1, -1]], [7, [1]]]], [[[12, 6], [6, -18]], [[2, [ 1, 5]], [3, [1, -1]], [7, [-1]]]]],(16*A[1]+A[4])=[],(E[8]+D[4]+A[5]+3*A[1])=[ ],(E[8]+A[4]+A[2]+6*A[1])=[],(2*A[2]+A[4]+A[5]+E[7])=[],(A[1]+A[3]+A[5]+D[5]+E [6])=[],(4*A[1]+A[2]+A[3]+A[5]+E[6])=[],(2*A[1]+A[2]+2*A[3]+2*A[5])=[],(E[8]+2 *A[4]+A[3]+A[1])=[],(2*A[2]+A[4]+E[7]+D[5])=[],(A[1]+2*A[4]+D[4]+E[7])=[],(2*D [10])=[],(A[2]+A[3]+2*D[4]+D[7])=[],(2*A[2]+A[4]+A[6]+D[6])=[[[[6, 30], [30, -\ 60]], [[2, [1, 5]], [3, [1, -1]], [5, [-1]], [7, [1]]]], [[[12, 30], [30, -30] ], [[2, [3, 7]], [3, [1, -1]], [5, [1]], [7, [1]]]], [[[-12, 30], [30, 30]], [ [2, [1, 5]], [3, [1, -1]], [5, [1]], [7, [-1]]]], [[[-6, 30], [30, 60]], [[2, [3, 7]], [3, [1, -1]], [5, [-1]], [7, [-1]]]]],(4*A[1]+A[4]+A[6]+D[6])=[],(A[9 ]+A[11])=[[[[6, 6], [6, -14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [1 , 3]], [3, [-1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [1]], [ 5, [1]]]]],(10*A[1]+A[2]+A[3]+A[5])=[],(4*A[1]+3*A[3]+E[7])=[],(5*A[1]+D[4]+D[ 5]+E[6])=[],(A[1]+A[2]+A[6]+D[5]+E[6])=[],(A[3]+A[4]+D[4]+D[9])=[],(7*A[1]+D[5 ]+D[8])=[],(2*A[1]+A[2]+D[4]+2*D[6])=[],(5*A[1]+A[3]+A[6]+D[6])=[],(5*A[2]+A[4 ]+D[6])=[],(5*A[1]+2*A[3]+A[4]+D[5])=[],(2*A[1]+2*A[2]+2*A[5]+D[4])=[],(5*A[1] +2*A[2]+A[11])=[],(3*A[2]+2*A[7])=[],(A[1]+4*A[3]+A[7])=[],(9*A[1]+A[2]+A[4]+A [5])=[],(3*A[1]+5*A[2]+E[7])=[],(A[1]+2*A[2]+A[4]+D[5]+E[6])=[],(2*A[1]+A[2]+2 *A[3]+D[4]+E[6])=[],(3*A[1]+2*A[2]+A[7]+E[6])=[],(A[1]+3*A[2]+D[13])=[],(7*A[1 ]+D[6]+D[7])=[],(2*A[2]+A[6]+D[4]+D[6])=[],(12*A[1]+A[2]+D[6])=[],(A[2]+A[13]+ D[5])=[[[[2, 12], [12, -12]], [[2, [1, 7]], [3, [1]], [7, [-1]]]], [[[-4, 12], [12, 6]], [[2, [3, 5]], [3, [1]], [7, [1]]]], [[[4, 12], [12, -6]], [[2, [3, 5 ]], [3, [-1]], [7, [-1]]]], [[[-2, 12], [12, 12]], [[2, [1, 7]], [3, [-1]], [7 , [1]]]]],(A[1]+A[3]+A[11]+D[5])=[[[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]] ], [[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]]],(4*A[1]+A[11]+D[5])=[],(4*A[2 ]+A[7]+D[5])=[],(2*A[1]+2*A[3]+3*D[4])=[],(8*A[1]+2*A[2]+2*D[4])=[],(A[1]+A[2] +A[3]+A[10]+D[4])=[],(A[1]+3*A[5]+D[4])=[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(2*A[1]+A[3]+A[4]+A[11] )=[[[[4, 12], [12, -24]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[8, 12], [12 , -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-4, 12], [12, 24]], [[2, [1, 5 ]], [3, [1]], [5, [-1]]]], [[[4, 6], [6, -6]], [[2, [3, 7]], [3, [-1]], [5, [-\ 1]]]], [[[2, 6], [6, -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-2, 6], [6, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-8, 12], [12, 12]], [[2, [1, 5]] , [3, [-1]], [5, [1]]]], [[[-4, 6], [6, 6]], [[2, [1, 5]], [3, [1]], [5, [-1]] ]]],(4*A[1]+A[2]+A[3]+A[11])=[],(2*A[1]+A[4]+A[6]+A[8])=[[[[-26, 18], [18, 36] ], [[2, [3, 7]], [3, [-1]], [5, [-1]], [7, [-1]]]], [[[-34, 6], [6, 36]], [[2, [3, 7]], [3, [1]], [5, [-1]], [7, [-1]]]], [[[-18, 18], [18, 52]], [[2, [3, 7] ], [3, [-1]], [5, [1]], [7, [1]]]], [[[34, 6], [6, -36]], [[2, [1, 5]], [3, [-\ 1]], [5, [-1]], [7, [1]]]], [[[28, 14], [14, -38]], [[2, [1, 5]], [3, [-1]], [ 5, [1]], [7, [-1]]]], [[[18, 18], [18, -52]], [[2, [1, 5]], [3, [1]], [5, [1]] , [7, [-1]]]], [[[-28, 14], [14, 38]], [[2, [3, 7]], [3, [1]], [5, [1]], [7, [ 1]]]], [[[26, 18], [18, -36]], [[2, [1, 5]], [3, [1]], [5, [-1]], [7, [1]]]]], (2*A[4]+A[5]+A[7])=[],(2*A[2]+3*A[3]+A[7])=[],(E[7]+D[10]+3*A[1])=[],(2*A[1]+6 *A[2]+E[6])=[],(A[3]+D[4]+D[5]+D[8])=[],(4*A[1]+A[4]+A[5]+D[7])=[],(4*A[1]+3*A [2]+A[4]+D[6])=[],(3*A[1]+4*A[3]+D[5])=[],(3*A[1]+A[5]+3*D[4])=[],(2*A[1]+A[2] +2*A[5]+A[6])=[],(4*A[2]+A[3]+A[4]+A[5])=[],(4*A[1]+A[2]+2*A[3]+2*A[4])=[],(E[ 8]+D[4]+A[4]+4*A[1])=[],(A[1]+D[5]+D[8]+E[6])=[],(A[1]+A[2]+A[5]+A[6]+E[6])=[] ,(3*A[1]+A[4]+A[5]+D[8])=[],(A[1]+2*A[3]+A[6]+D[7])=[],(6*A[1]+A[2]+A[7]+D[5]) =[],(7*A[1]+2*A[2]+A[4]+D[5])=[],(A[16]+D[4])=[],(A[3]+A[5]+A[12])=[[[[12, 12] , [12, -14]], [[2, [1, 3]], [3, [1]], [13, [-1]]]], [[[-6, 12], [12, 28]], [[2 , [5, 7]], [3, [1]], [13, [1]]]], [[[6, 12], [12, -28]], [[2, [1, 3]], [3, [-1 ]], [13, [1]]]], [[[-12, 12], [12, 14]], [[2, [5, 7]], [3, [-1]], [13, [-1]]]] ],(2*E[7]+3*A[2])=[],(E[7]+D[6]+7*A[1])=[],(A[1]+A[2]+A[3]+A[7]+E[7])=[],(3*A[ 1]+3*A[2]+A[4]+E[7])=[],(A[2]+D[12]+E[6])=[],(4*A[1]+2*A[2]+D[6]+E[6])=[],(A[2 ]+3*D[4]+E[6])=[],(4*A[2]+A[6]+E[6])=[],(2*A[3]+D[6]+D[8])=[],(3*A[1]+A[2]+A[3 ]+A[4]+D[8])=[],(A[1]+A[3]+A[9]+D[7])=[[[[4, 8], [8, -4]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(2*A[1]+A[3]+3*D[5])=[],(A[1]+A[2]+3*D[4]+D[5])=[],(6*A[1]+3*A[2] +2*D[4])=[],(8*A[1]+2*A[4]+D[4])=[],(A[1]+A[6]+A[13])=[],(5*A[1]+3*A[2]+A[3]+A [6])=[],(E[8]+A[7]+A[5])=[[[[-2, 6], [6, 6]], [[2, [1, 5]], [3, [-1]]]], [[[2, 6], [6, -6]], [[2, [3, 7]], [3, [1]]]]],(E[8]+A[5]+A[4]+A[3])=[[[[6, 6], [6, -\ 14]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [-1]], [5, [-1] ]]], [[[2, 10], [10, -10]], [[2, [1, 3]], [3, [1]], [5, [-1]]]]],(A[1]+3*A[4]+ E[7])=[],(2*D[4]+D[6]+E[6])=[],(A[2]+3*A[3]+D[9])=[],(2*A[1]+A[4]+2*D[4]+D[6]) =[],(2*A[1]+2*A[4]+D[4]+D[6])=[],(8*A[1]+A[2]+2*D[5])=[],(6*A[1]+A[2]+A[4]+2*D [4])=[],(5*A[1]+A[5]+A[6]+D[4])=[],(2*A[1]+A[8]+A[10])=[[[[-20, 6], [6, 18]], [[2, [1, 5]], [3, [-1]], [11, [-1]]]], [[[-2, 18], [18, 36]], [[2, [3, 7]], [3 , [-1]], [11, [1]]]], [[[18, 6], [6, -20]], [[2, [1, 5]], [3, [-1]], [11, [-1] ]]], [[[20, 6], [6, -18]], [[2, [3, 7]], [3, [1]], [11, [1]]]], [[[-18, 6], [6 , 20]], [[2, [3, 7]], [3, [1]], [11, [1]]]], [[[4, 18], [18, -18]], [[2, [3, 7 ]], [3, [-1]], [11, [1]]]], [[[2, 18], [18, -36]], [[2, [1, 5]], [3, [1]], [11 , [-1]]]], [[[-4, 18], [18, 18]], [[2, [1, 5]], [3, [1]], [11, [-1]]]]],(3*A[1 ]+2*A[2]+A[4]+A[9])=[],(3*A[1]+2*A[3]+A[4]+A[7])=[],(A[2]+2*A[3]+2*A[6])=[],(A [1]+2*A[2]+A[4]+A[5]+A[6])=[],(A[2]+2*D[9])=[],(A[2]+D[4]+D[5]+D[9])=[],(A[1]+ A[5]+D[5]+D[9])=[],(2*A[1]+A[2]+A[4]+D[4]+D[8])=[],(A[1]+A[2]+A[6]+D[5]+D[6])= [],(6*A[1]+A[2]+A[3]+A[4]+D[5])=[],(A[1]+A[3]+2*A[4]+2*D[4])=[],(7*A[1]+A[2]+A [7]+D[4])=[],(A[1]+A[2]+2*A[3]+A[5]+A[6])=[],(E[8]+A[7]+A[2]+3*A[1])=[],(E[8]+ 3*A[4])=[],(2*E[7]+6*A[1])=[],(A[1]+A[3]+A[4]+D[4]+D[8])=[],(A[2]+2*A[3]+D[5]+ D[7])=[],(A[3]+A[4]+A[6]+D[7])=[[[[-8, 20], [20, 20]], [[2, [3, 7]], [5, [1]], [7, [1]]]], [[[4, 20], [20, -40]], [[2, [3, 7]], [5, [-1]], [7, [-1]]]], [[[-4 , 20], [20, 40]], [[2, [1, 5]], [5, [-1]], [7, [1]]]], [[[8, 20], [20, -20]], [[2, [1, 5]], [5, [1]], [7, [-1]]]]],(A[1]+A[2]+2*A[3]+A[4]+D[7])=[],(3*A[1]+2 *A[3]+A[6]+D[5])=[],(A[1]+A[3]+A[8]+2*D[4])=[],(A[4]+2*A[8])=[[[[2, 5], [5, -\ 10]], [[3, [-1]], [5, [-1]]]], [[[-2, 5], [5, 10]], [[3, [1]], [5, [-1]]]], [[ [18, 9], [9, -18]], [[3, [1, -1]], [5, [-1]]]]],(2*A[1]+A[2]+2*A[3]+A[4]+A[6]) =[],(4*A[1]+8*A[2])=[],(4*A[1]+D[4]+2*E[6])=[],(2*A[1]+A[3]+A[4]+D[11])=[],(A[ 4]+D[6]+D[10])=[[[[2, 4], [4, -2]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(2*A[2]+A [6]+D[10])=[],(A[2]+A[6]+D[4]+D[8])=[],(2*A[2]+A[5]+A[6]+D[5])=[],(3*A[1]+A[13 ]+D[4])=[],(6*A[1]+A[2]+A[3]+A[5]+D[4])=[],(3*A[1]+3*A[2]+A[3]+A[4]+D[4])=[],( 6*A[1]+2*A[2]+A[10])=[],(2*A[1]+2*A[2]+2*A[7])=[],(5*A[1]+2*A[4]+A[7])=[],(7*A [1]+2*A[4]+A[5])=[],(E[8]+D[7]+A[4]+A[1])=[[[[2, 6], [6, -2]], [[2, [3, 5]], [ 5, [1]]]], [[[6, 2], [2, -6]], [[2, [1, 7]], [5, [-1]]]]],(E[8]+D[7]+A[3]+2*A[ 1])=[],(2*A[1]+A[2]+3*A[3]+E[7])=[],(3*A[1]+A[5]+2*E[6])=[],(A[3]+A[5]+D[6]+E[ 6])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(3*A[1]+A[6]+D[5]+E[6]) =[],(A[3]+A[4]+A[7]+E[6])=[],(D[4]+D[16])=[],(A[2]+A[9]+D[9])=[[[[6, 6], [6, -\ 14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [1, 3]], [3, [-1]], [5, [1 ]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [1]], [5, [1]]]]],(8*A[1]+A[4]+ D[8])=[],(2*A[1]+A[6]+2*D[6])=[],(A[10]+D[4]+D[6])=[],(4*A[1]+2*A[3]+A[4]+D[6] )=[],(A[2]+A[6]+3*D[4])=[],(7*A[1]+A[5]+2*D[4])=[],(2*A[1]+A[2]+A[5]+A[7]+D[4] )=[],(3*A[2]+2*A[5]+D[4])=[],(2*A[1]+A[2]+4*A[4])=[],(2*E[7]+D[5]+A[1])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(A[1]+4*A[2]+A[4]+E[7])=[],(4*A[1]+3*A[2]+A[3]+E [7])=[],(2*A[1]+A[2]+D[4]+D[6]+E[6])=[],(A[1]+A[5]+A[6]+D[8])=[[[[8, 2], [2, -\ 10]], [[2, [1, 3, 5, 7]], [3, [1]], [7, [-1]]]], [[[-8, 2], [2, 10]], [[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]]],(A[1]+2*A[4]+D[5]+D[6])=[],(7*A[1]+A[3]+2*D[ 5])=[],(A[1]+3*A[2]+2*D[4]+D[5])=[],(A[1]+6*A[2]+A[3]+D[4])=[],(2*A[1]+3*A[2]+ A[5]+A[7])=[],(10*A[1]+A[3]+A[7])=[],(E[8]+A[9]+A[3])=[[[[6, 2], [2, -6]], [[2 , [3, 5]], [5, [1]]]], [[[2, 6], [6, -2]], [[2, [1, 7]], [5, [-1]]]]],(A[1]+A[ 3]+D[4]+2*E[6])=[],(A[1]+A[3]+A[4]+2*E[6])=[],(A[1]+A[2]+2*A[3]+D[5]+E[6])=[], (A[3]+D[5]+D[12])=[],(A[1]+A[2]+D[4]+D[5]+D[8])=[],(12*A[1]+D[8])=[],(2*A[1]+A [8]+D[4]+D[6])=[],(2*A[1]+A[4]+A[8]+D[6])=[],(3*A[1]+A[3]+A[4]+2*D[5])=[],(A[1 ]+2*A[3]+2*D[4]+D[5])=[],(A[15]+D[5])=[],(2*A[2]+A[16])=[[[[12, 3], [3, -12]], [[3, [1, -1]], [17, [-1]]]]],(12*A[1]+A[2]+2*A[3])=[],(2*A[1]+3*E[6])=[[[[2, 2 ], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(2*A[1]+A[2]+A[4]+A[6]+E[6])=[],(3*A[1]+2*A[2]+D[6]+D[7])=[],(A[1]+A[7 ]+2*D[6])=[],(A[1]+A[5]+A[8]+D[6])=[],(4*A[1]+2*A[2]+A[6]+D[6])=[],(A[1]+2*A[2 ]+A[4]+A[5]+D[6])=[],(3*A[2]+A[3]+A[5]+D[6])=[],(6*A[1]+3*A[3]+D[5])=[],(A[3]+ A[9]+2*D[4])=[],(A[1]+5*A[2]+A[5]+D[4])=[],(2*A[1]+A[3]+A[15])=[],(A[1]+3*A[2] +A[13])=[],(2*A[1]+A[6]+A[12])=[[[[-12, 10], [10, 22]], [[2, [3, 7]], [7, [-1] ], [13, [-1]]]], [[[-18, 2], [2, 20]], [[2, [3, 7]], [7, [1]], [13, [1]]]], [[ [12, 10], [10, -22]], [[2, [1, 5]], [7, [1]], [13, [-1]]]], [[[18, 2], [2, -20 ]], [[2, [1, 5]], [7, [-1]], [13, [1]]]]],(5*A[1]+2*A[2]+A[3]+2*A[4])=[],(A[1] +3*A[2]+3*A[3]+A[4])=[],(E[8]+D[11]+A[1])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]] ,(E[8]+2*A[3]+A[2]+4*A[1])=[],(2*A[2]+A[4]+2*E[6])=[],(3*A[1]+A[11]+E[6])=[[[[ 2, 2], [2, -2]], [[2, [3, 5]]]]],(5*A[1]+2*A[2]+D[11])=[],(2*A[1]+A[3]+D[5]+D[ 10])=[],(2*A[1]+A[8]+D[10])=[],(2*A[1]+A[2]+A[3]+D[4]+D[9])=[],(A[4]+2*D[4]+D[ 8])=[],(A[1]+A[2]+A[4]+A[5]+D[8])=[],(2*A[2]+A[3]+A[5]+D[8])=[],(2*A[2]+D[4]+D [5]+D[7])=[],(A[1]+2*A[4]+A[5]+D[6])=[],(2*A[1]+A[3]+A[5]+A[6]+D[4])=[],(3*A[1 ]+A[5]+A[12])=[],(5*A[1]+A[3]+A[12])=[],(5*A[4])=[[[[2, 1], [1, -2]], [[5, [-1 ]]]]],(E[8]+A[9]+A[2]+A[1])=[[[[2, 6], [6, -12]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[4, 6], [6, -6]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-2, 6], [ 6, 12]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[-4, 6], [6, 6]], [[2, [3, 7] ], [3, [1]], [5, [1]]]]],(A[3]+A[4]+A[6]+E[7])=[[[[-6, 14], [14, 14]], [[2, [1 , 3]], [5, [1]], [7, [-1]]]], [[[6, 14], [14, -14]], [[2, [5, 7]], [5, [1]], [ 7, [1]]]], [[[12, 8], [8, -18]], [[2, [1, 3]], [5, [-1]], [7, [1]]]], [[[-12, 8], [8, 18]], [[2, [5, 7]], [5, [-1]], [7, [-1]]]]],(2*A[1]+D[6]+2*E[6])=[],(3 *A[1]+A[3]+D[8]+E[6])=[],(2*A[1]+A[4]+2*D[4]+E[6])=[],(5*A[1]+A[2]+D[4]+D[9])= [],(A[1]+A[3]+2*D[5]+D[6])=[],(A[1]+3*A[2]+A[4]+D[4]+D[5])=[],(6*A[2]+2*D[4])= [],(12*A[1]+A[8])=[],(7*A[1]+A[2]+A[3]+2*A[4])=[],(E[7]+E[6]+A[3]+A[2]+2*A[1]) =[],(A[1]+6*A[2]+E[7])=[],(A[1]+A[3]+2*D[5]+E[6])=[],(A[2]+A[3]+A[4]+D[11])=[[ [[-8, 12], [12, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[4, 12], [12, -24 ]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[-4, 12], [12, 24]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[8, 12], [12, -12]], [[2, [3, 7]], [3, [1]], [5, [1]] ]]],(2*A[1]+A[4]+A[6]+D[8])=[],(2*A[1]+A[2]+A[5]+D[4]+D[7])=[],(3*A[1]+A[3]+2* A[4]+D[6])=[],(A[3]+A[4]+A[8]+D[5])=[],(4*A[2]+3*D[4])=[],(A[1]+A[2]+3*A[4]+A[ 5])=[],(14*A[1]+3*A[2])=[],(A[1]+A[3]+A[5]+D[4]+E[7])=[[[[2, 4], [4, -4]], [[2 , [1, 3]], [3, [-1]]]], [[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]]],(2*A[2]+ D[10]+E[6])=[],(2*A[1]+2*D[6]+E[6])=[],(2*A[1]+A[2]+2*A[3]+A[4]+E[6])=[],(A[1] +A[2]+D[5]+D[12])=[[[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]], [[[2, 4], [4 , -4]], [[2, [5, 7]], [3, [1]]]]],(3*A[1]+A[4]+D[5]+D[8])=[],(7*A[1]+A[2]+A[3] +D[8])=[],(4*A[1]+A[2]+A[3]+D[5]+D[6])=[],(2*A[1]+2*A[2]+A[4]+D[4]+D[6])=[],(4 *A[1]+2*A[2]+A[3]+A[4]+D[5])=[],(5*A[1]+A[3]+3*D[4])=[],(3*A[1]+A[4]+A[5]+2*D[ 4])=[],(A[1]+2*A[2]+A[5]+A[10])=[],(9*A[1]+2*A[2]+A[7])=[],(5*A[1]+3*A[3]+A[6] )=[],(A[1]+7*A[2]+A[5])=[],(8*A[1]+3*A[4])=[],(A[2]+A[6]+2*E[6])=[],(3*A[3]+D[ 5]+E[6])=[],(A[1]+A[3]+A[6]+D[4]+E[6])=[],(2*A[3]+A[8]+E[6])=[],(A[1]+2*A[3]+A [7]+E[6])=[],(A[1]+2*A[4]+D[11])=[],(A[1]+A[3]+A[7]+D[9])=[],(4*A[1]+A[3]+A[4] +D[9])=[],(A[6]+2*D[4]+D[6])=[],(A[1]+2*A[3]+A[8]+D[5])=[],(3*A[1]+2*A[6]+D[5] )=[],(4*A[1]+2*A[4]+2*D[4])=[],(2*A[1]+2*A[7]+D[4])=[],(A[1]+3*A[3]+A[6]+D[4]) =[],(2*A[1]+2*A[2]+A[6]+A[8])=[],(2*A[2]+A[3]+A[6]+E[7])=[[[[-12, 12], [12, 30 ]], [[2, [5, 7]], [3, [1, -1]], [7, [1]]]], [[[12, 12], [12, -30]], [[2, [1, 3 ]], [3, [1, -1]], [7, [-1]]]]],(A[1]+A[3]+D[10]+E[6])=[[[[2, 4], [4, -4]], [[2 , [1, 3]], [3, [-1]]]], [[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]]],(7*A[1]+ D[7]+E[6])=[],(2*A[1]+2*A[2]+2*D[4]+E[6])=[],(2*A[1]+A[2]+A[3]+A[4]+D[9])=[],( A[3]+A[4]+A[7]+D[6])=[[[[4, 12], [12, -4]], [[2, [1, 7]], [5, [-1]]]], [[[12, 4], [4, -12]], [[2, [3, 5]], [5, [1]]]]],(A[1]+A[2]+A[4]+A[5]+2*D[4])=[],(2*A[ 2]+A[5]+A[7]+D[4])=[],(A[1]+4*A[2]+A[7]+D[4])=[],(2*A[1]+A[2]+A[8]+D[8])=[],(A [1]+2*A[2]+A[3]+A[5]+D[7])=[],(3*A[1]+A[4]+A[8]+D[5])=[],(2*A[1]+A[3]+A[4]+A[6 ]+D[5])=[],(5*A[1]+A[2]+2*A[4]+D[5])=[],(3*A[1]+A[6]+A[7]+D[4])=[],(A[2]+A[8]+ A[10])=[[[[12, 9], [9, -18]], [[3, [-1]], [11, [1]]]], [[[-12, 9], [9, 18]], [ [3, [1]], [11, [-1]]]]],(A[1]+3*A[3]+A[10])=[],(5*A[1]+A[6]+A[9])=[],(8*A[1]+2 *E[6])=[],(3*A[1]+A[2]+A[3]+D[6]+E[6])=[],(A[1]+A[2]+A[11]+E[6])=[[[[-2, 4], [ 4, 4]], [[2, [1, 3]], [3, [-1]]]], [[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]] ]],(5*A[1]+A[4]+A[5]+E[6])=[],(A[1]+5*A[2]+D[9])=[],(A[8]+D[4]+D[8])=[],(2*A[4 ]+D[5]+D[7])=[],(D[4]+2*D[5]+D[6])=[],(3*A[1]+3*A[2]+A[5]+D[6])=[],(3*A[1]+2*A [3]+A[7]+D[4])=[],(5*A[1]+A[2]+A[5]+A[8])=[],(A[1]+A[2]+A[3]+A[4]+2*A[5])=[],( E[8]+A[5]+A[2]+5*A[1])=[],(E[7]+E[6]+2*A[3]+A[1])=[[[[-4, 4], [4, 8]], [[2, [3 , 7]], [3, [1]]]], [[[4, 4], [4, -8]], [[2, [1, 5]], [3, [-1]]]]],(7*A[1]+3*A[ 2]+E[7])=[],(A[1]+A[2]+D[5]+2*E[6])=[],(4*A[1]+A[4]+2*E[6])=[],(3*A[1]+D[4]+D[ 13])=[],(A[1]+A[4]+D[5]+D[10])=[[[[6, 2], [2, -6]], [[2, [1, 7]], [5, [-1]]]], [[[2, 6], [6, -2]], [[2, [3, 5]], [5, [1]]]]],(2*A[2]+2*A[3]+D[10])=[],(A[7]+D [4]+D[9])=[],(A[1]+A[10]+D[9])=[[[[6, 4], [4, -12]], [[2, [5, 7]], [11, [1]]]] , [[[-6, 4], [4, 12]], [[2, [1, 3]], [11, [-1]]]]],(3*A[1]+4*A[2]+D[9])=[],(3* A[1]+A[2]+A[4]+D[4]+D[7])=[],(A[1]+A[2]+2*A[5]+D[7])=[],(3*A[1]+D[5]+2*D[6])=[ ],(2*A[1]+4*A[2]+D[4]+D[6])=[],(11*A[1]+A[3]+D[6])=[],(2*A[1]+2*A[2]+A[4]+2*D[ 5])=[],(A[1]+2*A[2]+A[3]+2*A[6])=[],(4*A[2]+3*A[4])=[],(12*A[1]+2*A[4])=[],(E[ 7]+E[6]+A[4]+A[3])=[[[[6, 6], [6, -14]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10]] , [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [1, 3]], [ 3, [1]], [5, [-1]]]]],(A[1]+3*A[2]+2*A[3]+E[7])=[],(2*A[7]+E[6])=[],(A[2]+A[4] +A[5]+D[4]+D[5])=[],(3*A[1]+A[3]+A[5]+D[4]+D[5])=[],(A[1]+A[4]+A[5]+A[6]+D[4]) =[],(4*A[2]+2*A[6])=[],(8*A[1]+2*A[2]+2*A[4])=[],(A[2]+D[4]+D[8]+E[6])=[],(2*A [1]+A[4]+D[8]+E[6])=[],(2*A[1]+A[2]+D[5]+D[11])=[],(2*A[1]+3*A[2]+A[4]+D[8])=[ ],(2*A[1]+A[7]+D[4]+D[7])=[],(5*A[1]+A[15])=[],(6*A[1]+A[2]+2*E[6])=[],(2*A[2] +D[4]+D[6]+E[6])=[],(A[1]+A[4]+D[15])=[[[[2, 6], [6, -2]], [[2, [3, 5]], [5, [ 1]]]], [[[6, 2], [2, -6]], [[2, [1, 7]], [5, [-1]]]]],(A[1]+2*A[2]+D[15])=[[[[ 6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(3*A[2]+D[14])=[],(A[3]+A[7]+D[ 10])=[[[[4, 4], [4, -4]], [[2, [3, 5]]]]],(A[2]+A[5]+A[6]+D[7])=[],(4*A[1]+A[2 ]+D[4]+2*D[5])=[],(6*A[1]+A[2]+A[3]+D[4]+D[5])=[],(8*A[1]+2*A[2]+A[3]+D[5])=[] ,(A[1]+A[7]+A[12])=[[[[-8, 8], [8, 18]], [[2, [1, 5]], [13, [-1]]]], [[[8, 8], [8, -18]], [[2, [3, 7]], [13, [-1]]]]],(2*A[3]+2*A[7])=[],(A[5]+2*D[4]+E[7])=[ ],(A[1]+A[2]+2*A[3]+D[4]+E[7])=[],(A[5]+D[9]+E[6])=[[[[6, 6], [6, -6]], [[2, [ 3, 5]], [3, [1, -1]]]]],(A[2]+D[5]+D[7]+E[6])=[],(A[2]+A[4]+D[14])=[[[[4, 6], [6, -6]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[-4, 6], [6, 6]], [[2, [1, 5 ]], [3, [1]], [5, [-1]]]], [[[2, 6], [6, -12]], [[2, [3, 7]], [3, [1]], [5, [1 ]]]], [[[-2, 6], [6, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]]],(A[2]+2*A[3]+A [4]+2*D[4])=[],(A[1]+A[4]+A[15])=[[[[6, 8], [8, -16]], [[2, [7]], [5, [-1]]]], [[[2, 6], [6, -2]], [[2, [3, 5]], [5, [1]]]], [[[-2, 12], [12, 8]], [[2, [3]], [5, [1]]]], [[[-6, 8], [8, 16]], [[2, [1]], [5, [-1]]]], [[[6, 2], [2, -6]], [ [2, [1, 7]], [5, [-1]]]], [[[2, 12], [12, -8]], [[2, [5]], [5, [1]]]]],(A[2]+2 *A[3]+A[12])=[[[[-4, 24], [24, 12]], [[2, [1, 5]], [3, [-1]], [13, [1]]]], [[[ 20, 8], [8, -28]], [[2, [3, 7]], [3, [-1]], [13, [-1]]]], [[[4, 24], [24, -12] ], [[2, [3, 7]], [3, [1]], [13, [1]]]], [[[-20, 8], [8, 28]], [[2, [1, 5]], [3 , [1]], [13, [-1]]]]],(2*A[2]+2*A[3]+A[10])=[],(5*A[1]+2*A[3]+A[9])=[],(3*A[1] +2*A[2]+A[6]+A[7])=[],(5*A[1]+A[2]+2*A[3]+A[7])=[],(4*A[1]+2*A[2]+2*A[3]+A[6]) =[],(E[7]+E[6]+2*A[2]+3*A[1])=[],(3*A[2]+A[3]+D[4]+E[7])=[],(2*A[1]+3*A[2]+2*A [3]+E[6])=[],(2*A[1]+A[2]+A[5]+D[11])=[],(2*A[1]+A[4]+D[5]+D[9])=[],(D[6]+2*D[ 7])=[],(A[1]+A[3]+A[4]+A[5]+D[7])=[[[[8, 12], [12, -12]], [[2, [1, 5]], [3, [-\ 1]], [5, [1]]]], [[[-8, 12], [12, 12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[ [4, 12], [12, -24]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-4, 12], [12, 24] ], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(2*A[1]+5*A[2]+2*D[4])=[],(A[1]+A[2]+ A[5]+A[8]+D[4])=[],(2*A[1]+A[2]+A[4]+A[8]+D[4])=[],(4*A[1]+A[5]+A[7]+D[4])=[], (A[1]+2*A[3]+A[6]+A[7])=[],(A[3]+D[4]+D[7]+E[6])=[],(2*A[2]+A[7]+D[9])=[[[[12, 12], [12, -12]], [[2, [3, 5]], [3, [1, -1]]]]],(A[1]+2*D[6]+D[7])=[],(4*A[1]+D [4]+D[5]+D[7])=[],(A[3]+A[10]+D[7])=[[[[4, 12], [12, -8]], [[2, [3, 7]], [11, [1]]]], [[[-4, 12], [12, 8]], [[2, [1, 5]], [11, [-1]]]]],(4*A[2]+2*D[6])=[],( A[2]+A[3]+A[5]+D[4]+D[6])=[],(3*A[1]+A[4]+2*D[4]+D[5])=[],(6*A[1]+A[3]+A[6]+D[ 5])=[],(2*A[2]+A[3]+A[4]+A[9])=[[[[30, 30], [30, -30]], [[2, [3, 5]], [3, [1, -1]], [5, [1, -1]]]]],(8*A[1]+6*A[2])=[],(9*A[1]+D[4]+E[7])=[],(A[1]+D[6]+D[7] +E[6])=[],(4*A[1]+4*A[2]+D[8])=[],(A[4]+D[4]+D[5]+D[7])=[],(2*A[1]+A[2]+A[5]+D [5]+D[6])=[],(2*A[1]+3*A[4]+D[6])=[],(2*A[1]+6*A[2]+D[6])=[],(2*A[2]+A[3]+2*D[ 4]+D[5])=[],(3*A[1]+A[5]+A[8]+D[4])=[],(3*A[1]+2*A[2]+A[3]+A[6]+D[4])=[],(10*A [1]+2*A[3]+D[4])=[],(A[1]+A[2]+A[3]+A[4]+A[10])=[[[[-20, 20], [20, 46]], [[2, [1, 7]], [3, [-1]], [5, [1]], [11, [1]]]], [[[-28, 12], [12, 42]], [[2, [3, 5] ], [3, [1]], [5, [-1]], [11, [-1]]]], [[[-2, 36], [36, 12]], [[2, [1, 7]], [3, [-1]], [5, [-1]], [11, [-1]]]], [[[-4, 36], [36, 6]], [[2, [3, 5]], [3, [1]], [5, [1]], [11, [1]]]], [[[4, 36], [36, -6]], [[2, [3, 5]], [3, [-1]], [5, [1]] , [11, [-1]]]], [[[28, 12], [12, -42]], [[2, [3, 5]], [3, [-1]], [5, [-1]], [ 11, [1]]]], [[[20, 20], [20, -46]], [[2, [1, 7]], [3, [1]], [5, [1]], [11, [-1 ]]]], [[[2, 36], [36, -12]], [[2, [1, 7]], [3, [1]], [5, [-1]], [11, [1]]]]],( 3*A[1]+A[2]+A[6]+A[9])=[],(A[5]+A[8]+E[7])=[[[[6, 6], [6, -12]], [[2, [1, 5]], [3, [-1]]]], [[[-6, 6], [6, 12]], [[2, [3, 7]], [3, [1]]]]],(A[1]+D[4]+D[9]+E[ 6])=[],(2*A[1]+A[3]+A[4]+D[5]+E[6])=[],(A[1]+A[11]+D[8])=[[[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]], [[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]]],(3*A[ 1]+2*A[2]+2*D[4]+D[5])=[],(2*A[1]+A[10]+2*D[4])=[],(6*A[1]+A[5]+A[9])=[],(2*A[ 2]+2*A[8])=[],(2*A[1]+3*A[2]+A[3]+A[4]+A[5])=[],(E[8]+A[8]+4*A[1])=[],(A[1]+A[ 4]+D[4]+D[11])=[],(A[2]+A[3]+A[8]+D[7])=[],(2*A[1]+A[2]+A[3]+2*A[4]+D[5])=[],( A[1]+2*A[3]+A[5]+2*D[4])=[],(2*A[1]+A[6]+A[8]+D[4])=[],(A[2]+A[7]+D[4]+E[7])=[ ],(A[1]+A[5]+D[4]+D[10])=[[[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]]],(A[1]+2*A[3]+A[4]+D[9])=[],(A[1]+2*A[2 ]+2*A[3]+D[9])=[],(A[4]+A[5]+A[7]+D[4])=[],(A[3]+A[17])=[[[[2, 2], [2, -2]], [ [2, [3, 5]]]], [[[-2, 8], [8, 4]], [[2, [3, 5]], [3, [1]]]], [[[2, 8], [8, -4] ], [[2, [3, 5]], [3, [-1]]]]],(2*A[1]+3*A[3]+A[4]+A[5])=[],(A[3]+2*A[5]+E[7])= [[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(5*A[1]+A[3]+A[6]+E[6])=[], (3*A[3]+A[5]+E[6])=[],(14*A[1]+E[6])=[],(3*A[1]+3*A[4]+D[5])=[],(A[12]+2*D[4]) =[],(3*A[1]+A[2]+2*A[4]+A[7])=[],(2*A[1]+3*A[4]+A[6])=[],(8*A[1]+A[2]+A[4]+A[6 ])=[],(A[2]+A[3]+3*A[5])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(2 *A[1]+4*A[2]+2*A[5])=[],(E[7]+D[11]+2*A[1])=[],(E[7]+D[9]+A[4])=[[[[2, 6], [6, -2]], [[2, [3, 5]], [5, [1]]]], [[[6, 2], [2, -6]], [[2, [1, 7]], [5, [-1]]]]] ,(A[1]+A[12]+E[7])=[[[[6, 2], [2, -8]], [[2, [1, 3, 5, 7]], [13, [-1]]]]],(A[2 ]+2*A[3]+D[6]+E[6])=[],(3*A[1]+A[2]+A[4]+D[5]+E[6])=[],(A[1]+3*A[3]+D[4]+E[6]) =[],(4*A[1]+A[2]+D[14])=[],(A[1]+2*A[2]+A[4]+D[11])=[],(A[1]+A[2]+2*A[4]+D[9]) =[[[[10, 20], [20, -20]], [[2, [1, 3]], [3, [-1]], [5, [1, -1]]]], [[[-10, 20] , [20, 20]], [[2, [5, 7]], [3, [1]], [5, [1, -1]]]]],(7*A[1]+2*A[2]+D[9])=[],( A[1]+2*A[2]+A[3]+D[4]+D[8])=[],(5*A[1]+2*D[4]+D[7])=[],(A[1]+3*A[3]+A[4]+D[6]) =[],(4*A[1]+A[8]+2*D[4])=[],(2*A[2]+A[3]+A[4]+A[5]+D[4])=[],(A[1]+2*A[2]+A[15] )=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]], [[[6, 12], [12, -24]], [[ 2, [3]], [3, [1, -1]]]], [[[-6, 12], [12, 24]], [[2, [5]], [3, [1, -1]]]]],(5* A[1]+A[4]+A[11])=[],(3*A[1]+A[2]+A[4]+A[5]+A[6])=[],(E[8]+D[5]+D[4]+A[2]+A[1]) =[],(5*A[1]+A[4]+D[11])=[],(3*A[2]+D[4]+D[10])=[],(4*A[1]+A[4]+D[5]+D[7])=[],( A[1]+A[3]+A[4]+2*D[6])=[],(2*A[2]+A[4]+A[7]+D[5])=[],(A[1]+A[2]+2*A[6]+D[5])=[ [[[14, 28], [28, -28]], [[2, [5, 7]], [3, [1]], [7, [1, -1]]]], [[[-14, 28], [ 28, 28]], [[2, [1, 3]], [3, [-1]], [7, [1, -1]]]]],(7*A[1]+A[2]+2*A[3]+D[5])=[ ],(2*A[2]+A[9]+E[7])=[[[[6, 12], [12, -6]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]], [[[6, 3], [3, -6]], [[3, [1, -1]], [5, [-1]]]]],(3*A[1]+2*A[3]+D[ 5]+E[6])=[],(3*A[1]+A[2]+A[4]+D[11])=[],(3*A[1]+A[2]+2*A[3]+D[9])=[],(5*A[1]+2 *A[2]+D[4]+D[7])=[],(A[1]+2*A[2]+A[6]+D[4]+D[5])=[],(3*A[1]+A[2]+A[3]+A[7]+D[5 ])=[],(4*A[1]+A[2]+A[6]+A[8])=[],(3*A[1]+2*A[3]+A[5]+A[6])=[],(E[8]+A[6]+A[2]+ 4*A[1])=[],(3*A[1]+3*A[2]+D[11])=[],(D[5]+D[7]+D[8])=[],(2*A[1]+2*A[5]+D[8])=[ ],(A[1]+A[2]+3*A[3]+D[8])=[],(4*A[1]+D[4]+2*D[6])=[],(6*A[1]+2*D[4]+D[6])=[],( 2*A[3]+2*A[4]+D[6])=[],(A[1]+A[3]+A[4]+A[12])=[[[[14, 10], [10, -30]], [[2, [3 , 5]], [5, [1]], [13, [1]]]], [[[22, 6], [6, -22]], [[2, [1, 7]], [5, [-1]], [ 13, [1]]]], [[[18, 14], [14, -18]], [[2, [3, 5]], [5, [-1]], [13, [-1]]]], [[[ 6, 20], [20, -20]], [[2, [1, 7]], [5, [1]], [13, [-1]]]]],(5*A[1]+2*A[2]+A[5]+ A[6])=[],(10*A[1]+A[2]+2*A[4])=[],(5*A[1]+3*A[2]+3*A[3])=[],(E[8]+2*A[3]+3*A[2 ])=[],(A[4]+D[10]+E[6])=[[[[-2, 6], [6, 12]], [[2, [3, 7]], [3, [1]], [5, [1]] ]], [[[2, 6], [6, -12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-4, 6], [6, 6 ]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[4, 6], [6, -6]], [[2, [1, 5]], [3 , [1]], [5, [-1]]]]],(D[5]+D[9]+E[6])=[[[[-4, 4], [4, 8]], [[2, [3, 7]], [3, [ 1]]]], [[[4, 4], [4, -8]], [[2, [1, 5]], [3, [-1]]]]],(2*A[1]+A[2]+A[5]+D[5]+E [6])=[],(A[1]+A[6]+A[7]+E[6])=[[[[-10, 14], [14, 14]], [[2, [3, 7]], [3, [1]], [7, [-1]]]], [[[10, 14], [14, -14]], [[2, [1, 5]], [3, [-1]], [7, [1]]]], [[[2 , 18], [18, -6]], [[2, [1, 5]], [3, [1]], [7, [-1]]]], [[[-2, 18], [18, 6]], [ [2, [3, 7]], [3, [-1]], [7, [1]]]]],(2*A[2]+2*A[3]+A[4]+E[6])=[],(A[2]+D[5]+D[ 13])=[],(2*A[1]+A[2]+A[4]+D[12])=[[[[-2, 6], [6, 12]], [[2, [1, 5]], [3, [-1]] , [5, [1]]]], [[[4, 6], [6, -6]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[2, 6], [6, -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-4, 6], [6, 6]], [[2, [1 , 5]], [3, [1]], [5, [-1]]]]],(A[2]+2*D[4]+D[10])=[],(2*A[3]+D[5]+D[9])=[],(3* A[2]+D[5]+D[9])=[],(5*A[1]+A[2]+D[5]+D[8])=[],(A[2]+A[5]+D[6]+D[7])=[],(7*A[1] +A[2]+D[4]+D[7])=[],(2*A[1]+A[12]+D[6])=[],(5*A[2]+2*A[3]+D[4])=[],(2*A[3]+A[4 ]+A[10])=[[[[20, 20], [20, -24]], [[2, [3, 7]], [5, [1]], [11, [1]]]], [[[-12, 20], [20, 40]], [[2, [3, 7]], [5, [-1]], [11, [-1]]]], [[[-20, 20], [20, 24]], [[2, [1, 5]], [5, [1]], [11, [-1]]]], [[[12, 20], [20, -40]], [[2, [1, 5]], [5 , [-1]], [11, [1]]]]],(E[8]+A[8]+2*A[2])=[],(2*A[1]+A[2]+A[4]+2*E[6])=[],(3*A[ 1]+2*A[2]+A[3]+A[4]+E[6])=[],(3*A[1]+2*A[4]+A[5]+D[4])=[],(2*A[1]+2*A[2]+A[5]+ A[9])=[],(A[1]+A[2]+2*A[4]+A[9])=[[[[2, 6], [6, -12]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-4, 6], [6, 6]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[4, 6], [6, -6]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-2, 6], [6, 12]], [[2, [3, 7 ]], [3, [-1]], [5, [-1]]]]],(2*A[1]+A[2]+4*A[3]+A[4])=[],(E[8]+D[5]+2*A[3]+A[1 ])=[],(5*A[1]+A[2]+D[7]+E[6])=[],(3*A[1]+A[2]+A[3]+D[4]+D[8])=[],(2*D[4]+2*D[6 ])=[],(4*A[1]+3*A[2]+2*A[3]+D[4])=[],(4*A[1]+A[2]+2*A[4]+A[6])=[],(E[7]+D[7]+A [6])=[[[[-4, 4], [4, 10]], [[2, [1, 3]], [7, [-1]]]], [[[4, 4], [4, -10]], [[2 , [5, 7]], [7, [1]]]]],(8*A[1]+A[2]+A[3]+E[7])=[],(A[1]+A[7]+D[6]+E[6])=[[[[-2 , 6], [6, 6]], [[2, [1, 5]], [3, [-1]]]], [[[2, 6], [6, -6]], [[2, [3, 7]], [3 , [1]]]]],(2*A[1]+2*A[2]+A[4]+D[4]+E[6])=[],(2*A[2]+A[3]+A[7]+E[6])=[],(7*A[1] +A[5]+D[8])=[],(7*A[1]+3*A[2]+D[7])=[],(A[1]+2*A[2]+3*D[5])=[],(E[8]+D[5]+A[6] +A[1])=[[[[-4, 4], [4, 10]], [[2, [1, 3]], [7, [-1]]]], [[[4, 4], [4, -10]], [ [2, [5, 7]], [7, [1]]]]],(2*E[7]+D[4]+A[2])=[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(E[7]+D[7]+6*A[1])= [],(4*A[2]+2*A[3]+E[6])=[],(2*A[1]+D[4]+D[5]+D[9])=[],(3*A[1]+2*A[2]+2*A[3]+D[ 7])=[],(2*A[1]+A[3]+A[9]+D[6])=[],(A[1]+A[3]+A[7]+D[4]+D[5])=[],(3*A[1]+2*A[2] +A[5]+2*D[4])=[],(5*A[2]+2*A[3]+A[4])=[],(A[1]+6*A[2]+A[3]+A[4])=[],(3*A[1]+A[ 2]+5*A[3])=[],(2*A[1]+2*A[4]+D[4]+E[6])=[],(3*A[1]+2*A[2]+D[13])=[],(6*A[1]+A[ 2]+D[12])=[],(2*D[5]+D[10])=[],(2*A[1]+A[2]+D[4]+D[5]+D[7])=[],(2*A[1]+3*A[2]+ 2*A[3]+D[6])=[],(4*A[1]+2*A[2]+2*A[3]+D[6])=[],(4*A[1]+A[2]+A[4]+A[5]+D[5])=[] ,(E[8]+2*E[6])=[],(E[7]+D[6]+D[4]+A[2]+A[1])=[],(2*A[2]+D[16])=[],(3*A[1]+A[3] +D[6]+D[8])=[],(10*A[1]+A[2]+2*D[4])=[],(A[3]+A[4]+A[9]+D[4])=[],(A[1]+A[2]+A[ 3]+2*A[7])=[[[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(E[7]+E[6]+A[5]+A[2])=[],(2*A[4]+D[6]+E[6])=[],(10* A[1]+A[4]+E[6])=[],(4*A[1]+A[2]+A[3]+D[11])=[],(4*A[1]+A[2]+A[6]+D[8])=[],(2*A [1]+2*A[2]+2*D[7])=[],(2*A[1]+A[2]+A[3]+A[7]+D[6])=[],(A[1]+3*A[2]+A[5]+2*D[4] )=[],(11*A[1]+A[2]+A[3]+D[4])=[],(3*A[2]+A[3]+A[11])=[],(5*A[1]+A[2]+A[3]+2*A[ 5])=[],(E[8]+E[7]+5*A[1])=[],(E[7]+2*D[5]+3*A[1])=[],(E[7]+D[5]+2*D[4])=[],(2* A[1]+A[2]+A[3]+D[7]+E[6])=[],(2*A[1]+4*A[2]+A[4]+E[6])=[],(A[1]+A[8]+D[11])=[[ [[2, 8], [8, -4]], [[2, [3, 5]], [3, [1]]]], [[[-2, 8], [8, 4]], [[2, [3, 5]], [3, [-1]]]]],(A[4]+A[6]+D[10])=[[[[4, 10], [10, -10]], [[2, [3, 7]], [5, [-1]] , [7, [-1]]]], [[[-2, 10], [10, 20]], [[2, [3, 7]], [5, [1]], [7, [1]]]], [[[-\ 4, 10], [10, 10]], [[2, [1, 5]], [5, [-1]], [7, [1]]]], [[[2, 10], [10, -20]], [[2, [1, 5]], [5, [1]], [7, [-1]]]]],(2*A[3]+A[6]+D[8])=[[[[-8, 4], [4, 12]], [[2, [1, 5]], [7, [-1]]]], [[[8, 4], [4, -12]], [[2, [3, 7]], [7, [1]]]]],(3*A [1]+A[3]+A[7]+D[7])=[],(3*A[1]+A[5]+A[6]+D[6])=[],(A[1]+2*A[2]+A[5]+2*D[5])=[] ,(4*A[1]+A[3]+A[4]+A[5]+D[4])=[],(5*A[1]+A[2]+A[13])=[],(4*A[2]+A[3]+A[9])=[], (8*A[1]+A[4]+A[8])=[],(4*A[1]+A[3]+2*A[4]+A[5])=[],(4*A[1]+4*A[3]+A[4])=[],(A[ 1]+A[2]+A[8]+D[9])=[[[[6, 12], [12, -12]], [[2, [5, 7]], [3, [1]]]], [[[-6, 12 ], [12, 12]], [[2, [1, 3]], [3, [-1]]]]],(4*A[1]+A[2]+D[6]+D[8])=[],(A[2]+A[3] +A[7]+D[8])=[[[[-4, 8], [8, 8]], [[2, [5, 7]], [3, [1]]]], [[[4, 8], [8, -8]], [[2, [1, 3]], [3, [-1]]]]],(3*A[1]+A[3]+D[4]+2*D[5])=[],(A[1]+3*A[2]+A[3]+A[4] +A[6])=[],(4*A[1]+A[2]+3*A[3]+A[5])=[],(E[8]+D[6]+6*A[1])=[],(2*E[7]+D[4]+2*A[ 1])=[],(3*A[1]+A[3]+A[7]+E[7])=[],(A[2]+3*E[6])=[],(8*A[1]+A[2]+D[4]+E[6])=[], (2*A[1]+3*A[2]+D[5]+D[7])=[],(A[1]+A[3]+A[6]+D[4]+D[6])=[],(A[2]+A[3]+A[4]+A[5 ]+D[6])=[[[[18, 6], [6, -18]], [[2, [3, 5]], [3, [1, -1]], [5, [1]]]], [[[6, 18], [18, -6]], [[2, [1, 7]], [3, [1, -1]], [5, [-1]]]]],(A[2]+A[5]+2*D[4]+D[5 ])=[],(A[1]+A[2]+A[4]+A[9]+D[4])=[[[[-10, 10], [10, 20]], [[2, [1, 5]], [3, [-\ 1]], [5, [1, -1]]]], [[[10, 10], [10, -20]], [[2, [3, 7]], [3, [1]], [5, [1, -\ 1]]]]],(6*A[1]+2*A[2]+2*A[3]+D[4])=[],(6*A[1]+2*A[2]+A[4]+A[6])=[],(E[7]+D[8]+ A[4]+A[1])=[[[[2, 4], [4, -2]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(3*A[1]+2*A[2 ]+A[6]+E[7])=[],(3*A[2]+A[4]+D[10])=[],(A[1]+A[2]+A[3]+D[6]+D[8])=[[[[2, 4], [ 4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]] ]]],(A[1]+A[6]+A[8]+D[5])=[[[[-18, 6], [6, 26]], [[2, [1, 3]], [3, [1]], [7, [ -1]]]], [[[18, 6], [6, -26]], [[2, [5, 7]], [3, [-1]], [7, [1]]]], [[[-10, 18] , [18, 18]], [[2, [5, 7]], [3, [1]], [7, [1]]]], [[[10, 18], [18, -18]], [[2, [1, 3]], [3, [-1]], [7, [-1]]]]],(3*A[3]+A[7]+D[4])=[[[[4, 4], [4, -4]], [[2, [3, 5]]]]],(5*A[1]+A[2]+A[3]+A[6]+D[4])=[],(3*A[1]+A[3]+A[14])=[],(A[1]+A[4]+A [6]+A[9])=[[[[-20, 10], [10, 30]], [[2, [3, 7]], [5, [1, -1]], [7, [1]]]], [[[ 20, 10], [10, -30]], [[2, [1, 5]], [5, [1, -1]], [7, [-1]]]]],(A[2]+2*A[3]+A[4 ]+A[8])=[[[[12, 36], [36, -72]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[-12, 36], [36, 72]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[24, 36], [36, -36]], [[ 2, [1, 5]], [3, [1]], [5, [-1]]]], [[[-24, 36], [36, 36]], [[2, [3, 7]], [3, [ -1]], [5, [-1]]]]],(A[1]+A[2]+A[3]+2*A[4]+A[6])=[],(E[8]+D[5]+A[3]+2*A[2])=[], (E[8]+2*D[4]+A[4])=[],(E[8]+2*A[5]+A[2])=[],(2*E[7]+D[6])=[],(A[2]+4*A[3]+D[6] )=[],(5*A[1]+A[2]+A[3]+A[5]+D[5])=[],(2*A[1]+3*A[3]+A[4]+D[5])=[],(A[3]+A[13]+ D[4])=[],(2*A[4]+A[8]+D[4])=[],(5*A[2]+A[6]+D[4])=[],(A[1]+A[8]+A[11])=[[[[6, 12], [12, -12]], [[2, [5, 7]], [3, [1]]]], [[[-6, 12], [12, 12]], [[2, [1, 3]] , [3, [-1]]]]],(A[1]+A[3]+A[5]+A[11])=[],(2*A[1]+A[5]+A[6]+A[7])=[[[[-2, 18], [18, 6]], [[2, [3, 7]], [3, [-1]], [7, [1]]]], [[[10, 14], [14, -14]], [[2, [1 , 5]], [3, [-1]], [7, [1]]]], [[[2, 18], [18, -6]], [[2, [1, 5]], [3, [1]], [7 , [-1]]]], [[[-10, 14], [14, 14]], [[2, [3, 7]], [3, [1]], [7, [-1]]]]],(2*A[1 ]+2*A[2]+3*A[3]+A[5])=[],(4*A[1]+6*A[2]+A[4])=[],(4*A[1]+A[4]+D[6]+E[6])=[],(A [1]+A[3]+A[10]+E[6])=[[[[-10, 8], [8, 20]], [[2, [1, 7]], [3, [1]], [11, [-1]] ]], [[[-2, 16], [16, 4]], [[2, [3, 5]], [3, [-1]], [11, [-1]]]], [[[10, 8], [8 , -20]], [[2, [1, 7]], [3, [-1]], [11, [1]]]], [[[2, 16], [16, -4]], [[2, [3, 5]], [3, [1]], [11, [1]]]]],(2*A[2]+A[3]+D[5]+D[8])=[],(A[4]+A[9]+D[7])=[[[[10 , 10], [10, -10]], [[2, [3, 5]], [5, [1, -1]]]]],(A[4]+A[6]+D[4]+D[6])=[],(A[2 ]+A[4]+2*A[5]+D[4])=[],(3*A[1]+4*A[2]+A[4]+A[5])=[],(E[8]+E[7]+2*A[2]+A[1])=[] ,(E[8]+2*A[3]+6*A[1])=[],(D[14]+E[6])=[[[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [ -1]]]], [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]]],(4*A[1]+A[3]+D[7]+E[6])= [],(5*A[1]+A[2]+A[3]+D[4]+E[6])=[],(2*A[1]+A[2]+D[4]+D[12])=[],(D[4]+D[5]+D[11 ])=[],(3*A[2]+D[6]+D[8])=[],(A[4]+A[8]+D[8])=[],(A[1]+A[2]+2*D[5]+D[7])=[],(8* A[1]+A[2]+D[4]+D[6])=[],(2*A[1]+A[2]+A[4]+A[6]+D[6])=[],(2*A[1]+A[5]+A[9]+D[4] )=[],(10*A[1]+2*A[2]+A[6])=[],(A[1]+3*A[2]+2*A[4]+A[5])=[],(3*A[1]+E[7]+D[5]+A [5])=[],(3*A[1]+A[2]+A[3]+E[7]+D[5])=[],(A[2]+2*D[6]+E[6])=[],(A[1]+A[5]+A[8]+ E[6])=[],(2*A[1]+2*A[2]+2*A[4]+E[6])=[],(A[1]+4*A[2]+D[5]+D[6])=[],(2*A[1]+4*A [3]+D[6])=[],(A[3]+3*D[4]+D[5])=[],(8*A[1]+4*A[2]+D[4])=[],(2*A[1]+A[2]+2*A[3] +A[10])=[],(3*A[2]+2*A[4]+A[6])=[],(6*A[1]+A[2]+2*A[3]+A[6])=[],(E[7]+D[7]+A[3 ]+3*A[1])=[],(4*A[1]+D[4]+D[6]+E[6])=[],(2*A[3]+2*D[4]+E[6])=[],(2*A[1]+2*D[4] +D[10])=[],(4*A[1]+D[7]+D[9])=[],(A[2]+2*D[4]+2*D[5])=[],(6*A[1]+A[4]+2*D[5])= [],(2*A[1]+A[6]+A[7]+D[5])=[],(2*A[2]+4*D[4])=[],(3*A[1]+A[3]+A[10]+D[4])=[],( 3*A[1]+A[2]+A[4]+A[7]+D[4])=[],(A[3]+2*A[4]+A[5]+D[4])=[],(2*A[1]+3*A[2]+2*A[4 ]+D[4])=[],(4*A[1]+A[3]+A[13])=[],(8*A[1]+A[12])=[],(A[1]+2*A[2]+2*A[3]+A[9])= [],(7*A[1]+4*A[2]+A[5])=[],(A[3]+D[5]+D[6]+E[6])=[],(5*A[1]+A[4]+D[4]+D[7])=[] ,(A[1]+A[2]+A[7]+2*D[5])=[[[[2, 6], [6, -6]], [[2, [1, 5]], [3, [-1]]]], [[[-2 , 6], [6, 6]], [[2, [3, 7]], [3, [1]]]]],(2*A[2]+A[3]+2*A[4]+D[5])=[],(16*A[1] +D[4])=[],(A[2]+A[3]+2*A[4]+A[7])=[[[[20, 40], [40, -40]], [[2, [5, 7]], [3, [ 1]], [5, [1, -1]]]], [[[-20, 40], [40, 40]], [[2, [1, 3]], [3, [-1]], [5, [1, -1]]]]],(2*A[1]+A[3]+A[4]+A[5]+A[6])=[],(E[7]+E[6]+A[4]+A[2]+A[1])=[],(6*A[1]+ A[3]+D[4]+E[7])=[],(A[2]+A[8]+D[4]+E[6])=[],(4*A[1]+A[2]+A[5]+D[9])=[],(A[1]+2 *A[5]+D[4]+D[5])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(2*A[1]+A[ 2]+A[3]+A[5]+2*D[4])=[],(A[2]+A[3]+A[4]+A[11])=[[[[12, 24], [24, -12]], [[2, [ 1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]], [[[12, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(2*A[2]+A[4]+A[5]+A[7])=[],(A[9]+D[4]+E[7])=[[ [[4, 2], [2, -4]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(5*A[1]+A[8]+E[7])=[],(A[3 ]+A[7]+D[4]+E[6])=[],(6*A[1]+A[4]+D[4]+E[6])=[],(6*A[1]+A[5]+D[9])=[],(3*A[1]+ A[2]+A[6]+D[4]+D[5])=[],(3*A[1]+A[2]+2*A[3]+D[4]+D[5])=[],(2*A[3]+A[6]+2*D[4]) =[],(3*A[4]+2*D[4])=[],(5*A[1]+A[2]+A[9]+D[4])=[],(6*A[1]+A[2]+A[8]+D[4])=[],( 10*A[1]+3*A[2]+D[4])=[],(A[2]+A[3]+A[6]+A[9])=[[[[10, 20], [20, -44]], [[2, [1 , 7]], [3, [1]], [5, [1]], [7, [-1]]]], [[[4, 28], [28, -14]], [[2, [3, 5]], [ 3, [1]], [5, [1]], [7, [1]]]], [[[-10, 20], [20, 44]], [[2, [1, 7]], [3, [-1]] , [5, [1]], [7, [1]]]], [[[20, 20], [20, -22]], [[2, [1, 7]], [3, [-1]], [5, [ -1]], [7, [-1]]]], [[[-20, 20], [20, 22]], [[2, [1, 7]], [3, [1]], [5, [-1]], [7, [1]]]], [[[-2, 28], [28, 28]], [[2, [3, 5]], [3, [1]], [5, [-1]], [7, [-1] ]]], [[[2, 28], [28, -28]], [[2, [3, 5]], [3, [-1]], [5, [-1]], [7, [1]]]], [[ [-4, 28], [28, 14]], [[2, [3, 5]], [3, [-1]], [5, [1]], [7, [-1]]]]],(4*A[1]+2 *A[2]+A[5]+A[7])=[],(3*A[1]+A[5]+2*A[6])=[],(9*A[1]+A[2]+3*A[3])=[],(E[8]+2*D[ 5]+A[2])=[],(E[8]+D[5]+D[4]+3*A[1])=[],(E[8]+A[6]+2*A[3])=[[[[8, 4], [4, -12]] , [[2, [3, 7]], [7, [1]]]], [[[-8, 4], [4, 12]], [[2, [1, 5]], [7, [-1]]]]],(E [8]+4*A[3])=[],(A[1]+2*A[2]+D[4]+D[5]+E[6])=[],(A[10]+D[4]+E[6])=[],(2*A[2]+2* A[5]+E[6])=[[[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]], [[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]]],(A[1]+D[5]+2*D[7])=[],(A[3]+A[5]+D[5]+D[7])=[],(5*A [1]+A[2]+A[6]+D[7])=[],(2*A[1]+3*D[6])=[],(3*A[1]+A[5]+2*D[6])=[],(7*A[1]+A[4] +D[4]+D[5])=[],(3*A[2]+A[3]+A[6]+D[5])=[],(2*A[2]+A[8]+2*D[4])=[],(2*A[1]+5*A[ 2]+A[8])=[],(E[8]+D[4]+A[5]+A[2]+A[1])=[],(E[7]+D[6]+3*A[2]+A[1])=[],(A[1]+A[3 ]+A[4]+E[7]+D[5])=[],(A[4]+D[7]+D[9])=[],(5*A[1]+A[2]+A[3]+2*D[5])=[],(3*A[2]+ 2*A[3]+A[4]+D[4])=[],(5*A[1]+4*A[2]+A[3]+D[4])=[],(3*A[1]+7*A[2]+A[3])=[],(E[8 ]+A[8]+A[3]+A[1])=[[[[2, 8], [8, -4]], [[2, [3, 5]], [3, [1]]]], [[[-2, 8], [8 , 4]], [[2, [3, 5]], [3, [-1]]]]],(2*A[1]+3*A[2]+2*E[6])=[],(A[1]+2*A[3]+D[7]+ E[6])=[],(A[1]+2*A[2]+A[3]+D[6]+E[6])=[],(6*A[1]+A[2]+D[6]+E[6])=[],(5*A[1]+3* A[2]+A[3]+E[6])=[],(6*A[1]+D[14])=[],(2*A[2]+2*D[8])=[],(2*A[1]+A[3]+2*D[4]+D[ 7])=[],(2*A[2]+A[7]+D[4]+D[5])=[[[[12, 12], [12, -12]], [[2, [3, 5]], [3, [1, -1]]]]],(A[1]+A[3]+A[4]+A[5]+A[7])=[[[[12, 12], [12, -28]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[-12, 12], [12, 28]], [[2, [5, 7]], [3, [-1]], [5, [-1]]] ], [[[-4, 20], [20, 20]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[4, 20], [20, -20]], [[2, [1, 3]], [3, [-1]], [5, [1]]]]],(E[8]+D[5]+3*A[2]+A[1])=[],(E[7]+D [9]+A[2]+2*A[1])=[],(4*A[1]+2*A[2]+2*E[6])=[],(2*A[3]+2*D[7])=[],(2*A[2]+D[4]+ 2*D[6])=[],(A[1]+2*A[2]+A[4]+D[5]+D[6])=[],(4*A[1]+A[6]+D[4]+D[6])=[],(2*A[1]+ A[8]+2*D[5])=[],(A[1]+3*A[3]+2*D[5])=[],(2*A[1]+A[4]+A[5]+D[4]+D[5])=[],(5*A[1 ]+A[10]+D[5])=[],(3*A[1]+A[2]+A[4]+A[6]+D[5])=[],(3*A[1]+6*A[2]+D[5])=[],(A[2] +A[3]+A[5]+A[6]+D[4])=[],(2*A[1]+5*A[2]+A[4]+D[4])=[],(A[2]+A[11]+E[7])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(A[2]+A[3]+D[9]+E[6])=[],(A[1]+A[2 ]+D[17])=[[[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[ 2, [1, 3]], [3, [-1]]]]],(A[4]+D[4]+D[12])=[],(5*A[1]+A[3]+D[12])=[],(2*A[1]+2 *A[2]+2*A[3]+D[8])=[],(A[4]+2*A[5]+D[6])=[[[[12, 6], [6, -12]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(3*A[1]+A[2]+3*D[5])=[],(A[4]+A[12]+D[4])=[],( 3*A[1]+A[2]+A[11]+D[4])=[],(6*A[1]+3*A[2]+A[4]+D[4])=[],(A[4]+A[16])=[[[[2, 9] , [9, -2]], [[5, [1]], [17, [-1]]]], [[[6, 5], [5, -10]], [[5, [-1]], [17, [1] ]]]],(2*A[1]+2*A[2]+A[4]+2*A[5])=[],(E[8]+A[4]+2*A[3]+2*A[1])=[],(A[2]+A[5]+A[ 6]+E[7])=[[[[-12, 6], [6, 18]], [[2, [3, 7]], [3, [1, -1]], [7, [1]]]], [[[12, 6], [6, -18]], [[2, [1, 5]], [3, [1, -1]], [7, [-1]]]]],(A[1]+2*A[2]+A[7]+D[8] )=[],(A[5]+3*D[5])=[],(A[1]+A[2]+A[3]+A[5]+D[4]+D[5])=[],(4*A[1]+A[3]+A[4]+D[4 ]+D[5])=[],(2*A[1]+A[3]+2*A[5]+D[5])=[],(3*A[1]+A[4]+A[9]+D[4])=[],(5*A[1]+A[3 ]+A[4]+A[8])=[],(E[8]+D[7]+A[3]+A[2])=[[[[4, 4], [4, -8]], [[2, [3, 7]], [3, [ 1]]]], [[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]]],(A[1]+A[2]+A[3]+A[4]+D[4 ]+E[6])=[],(8*A[1]+A[2]+A[4]+D[6])=[],(A[1]+A[4]+2*A[5]+D[5])=[],(2*A[1]+3*A[2 ]+A[8]+D[4])=[],(8*A[1]+2*A[2]+A[4]+D[4])=[],(2*A[1]+3*A[2]+A[3]+A[9])=[],(E[8 ]+D[5]+A[4]+A[3])=[],(E[8]+A[6]+3*A[2])=[],(E[8]+A[4]+3*A[2]+2*A[1])=[],(E[8]+ A[3]+A[2]+7*A[1])=[],(2*A[4]+2*E[6])=[],(3*A[2]+A[4]+D[4]+E[6])=[],(A[2]+D[4]+ D[14])=[],(A[1]+3*A[2]+A[4]+D[9])=[],(7*A[1]+A[9]+D[4])=[],(5*A[1]+4*A[2]+A[7] )=[],(8*A[1]+3*A[2]+2*A[3])=[],(4*A[1]+A[2]+A[3]+D[5]+E[6])=[],(A[1]+2*A[2]+A[ 3]+A[6]+E[6])=[],(2*A[1]+A[3]+D[6]+D[9])=[],(A[1]+A[2]+A[4]+D[4]+D[9])=[],(A[1 ]+3*A[2]+D[4]+D[9])=[],(3*A[1]+D[4]+D[6]+D[7])=[],(2*A[4]+A[5]+D[7])=[[[[10, 20], [20, -20]], [[2, [5, 7]], [3, [1]], [5, [1, -1]]]], [[[-10, 20], [20, 20] ], [[2, [1, 3]], [3, [-1]], [5, [1, -1]]]]],(2*A[1]+A[2]+A[4]+A[5]+D[7])=[],(A [7]+A[8]+D[5])=[],(A[1]+A[7]+3*D[4])=[],(5*A[1]+A[3]+A[4]+2*D[4])=[],(9*A[1]+A [7]+D[4])=[],(3*A[1]+A[7]+A[10])=[],(3*A[1]+A[2]+2*A[3]+A[9])=[],(5*A[1]+A[2]+ A[3]+A[4]+A[6])=[],(A[1]+D[5]+D[14])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(A[1 ]+2*A[3]+D[5]+D[8])=[],(A[1]+A[4]+A[5]+2*D[5])=[],(2*A[1]+2*A[2]+A[3]+A[11])=[ [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1]]]], [[[-2, 2], [2, 4]], [[2, [1, 5]] , [3, [-1]]]]],(2*A[1]+A[2]+A[3]+A[5]+A[8])=[],(E[7]+E[6]+A[3]+4*A[1])=[],(3*A [1]+2*A[3]+D[4]+E[7])=[],(A[2]+A[3]+2*A[4]+E[7])=[[[[10, 20], [20, -20]], [[2, [1, 3]], [3, [-1]], [5, [1, -1]]]], [[[-10, 20], [20, 20]], [[2, [5, 7]], [3, [1]], [5, [1, -1]]]]],(3*A[1]+D[5]+D[6]+E[6])=[],(D[9]+D[11])=[],(4*A[1]+A[7]+ D[9])=[],(2*A[1]+3*A[2]+A[5]+D[7])=[],(A[1]+6*A[2]+D[7])=[],(A[1]+A[13]+D[6])= [[[[-4, 2], [2, 6]], [[2, [1, 5]], [7, [-1]]]], [[[4, 2], [2, -6]], [[2, [3, 7 ]], [7, [1]]]]],(4*A[1]+A[3]+A[5]+A[8])=[],(5*A[1]+4*A[2]+A[3]+A[4])=[],(E[8]+ E[6]+D[5]+A[1])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[[2, 4], [4, -\ 4]], [[2, [1, 3]], [3, [-1]]]]],(A[1]+A[3]+D[4]+D[6]+E[6])=[],(5*A[2]+D[4]+E[6 ])=[],(5*A[1]+D[15])=[],(2*A[1]+A[2]+A[7]+D[9])=[],(A[2]+A[4]+A[5]+D[9])=[[[[6 , 18], [18, -6]], [[2, [1, 7]], [3, [1, -1]], [5, [-1]]]], [[[18, 6], [6, -18] ], [[2, [3, 5]], [3, [1, -1]], [5, [1]]]]],(4*A[1]+2*A[2]+A[3]+D[9])=[],(2*A[2 ]+2*D[4]+D[8])=[],(2*D[4]+D[5]+D[7])=[],(4*A[1]+2*A[2]+2*D[6])=[],(5*A[2]+D[4] +D[6])=[],(2*A[2]+2*A[3]+2*D[5])=[],(2*A[1]+A[3]+A[6]+D[4]+D[5])=[],(A[2]+3*A[ 3]+D[4]+D[5])=[],(A[1]+A[5]+A[9]+D[5])=[[[[6, 6], [6, -14]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[-6, 6], [6, 14]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10 ]], [[2, [1, 3]], [3, [-1]], [5, [1]]]]],(2*A[1]+A[2]+A[6]+D[4]+E[6])=[],(2*A[ 2]+A[10]+E[6])=[],(2*A[2]+A[4]+A[6]+E[6])=[],(5*A[2]+D[10])=[],(4*A[1]+3*A[2]+ D[10])=[],(A[5]+2*D[4]+D[7])=[],(3*A[1]+A[2]+A[8]+D[7])=[],(3*A[1]+A[3]+A[8]+D [6])=[],(A[2]+2*A[6]+D[6])=[[[[14, 14], [14, -28]], [[2, [1, 5]], [3, [-1]], [ 7, [1, -1]]]], [[[-14, 14], [14, 28]], [[2, [3, 7]], [3, [1]], [7, [1, -1]]]]] ,(9*A[1]+A[6]+D[5])=[],(A[1]+A[4]+A[11]+D[4])=[[[[-2, 10], [10, 10]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [5, 7]], [3, [-1]], [5 , [-1]]]], [[[-6, 6], [6, 14]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[6, 6], [6, -14]], [[2, [5, 7]], [3, [1]], [5, [1]]]]],(6*A[1]+A[2]+A[4]+A[8])=[],(4*A [1]+2*A[3]+A[4]+A[6])=[],(4*A[2]+2*A[3]+A[6])=[],(A[1]+5*A[2]+A[3]+A[6])=[],(2 *A[1]+2*A[2]+D[6]+D[8])=[],(4*A[1]+A[3]+A[6]+D[7])=[],(2*A[1]+A[2]+A[4]+2*D[6] )=[],(A[1]+2*A[2]+A[9]+D[6])=[[[[6, 12], [12, -6]], [[2, [1, 3, 5, 7]], [3, [1 , -1]], [5, [-1]]]]],(5*A[1]+A[2]+A[7]+D[6])=[],(A[4]+A[7]+D[4]+D[5])=[],(4*A[ 1]+4*A[2]+2*A[4])=[],(10*A[1]+2*A[2]+2*A[3])=[],(A[1]+A[2]+2*A[5]+E[7])=[],(4* A[1]+A[4]+D[4]+D[8])=[],(7*A[1]+A[3]+D[4]+D[6])=[],(2*A[2]+A[3]+A[7]+D[6])=[], (2*A[3]+A[5]+D[4]+D[5])=[],(E[8]+A[8]+A[2]+2*A[1])=[],(E[7]+D[12]+A[1])=[],(A[ 6]+A[8]+E[6])=[[[[6, 9], [9, -18]], [[3, [-1]], [7, [1]]]], [[[-6, 9], [9, 18] ], [[3, [1]], [7, [-1]]]]],(A[10]+D[10])=[[[[2, 6], [6, -4]], [[2, [1, 5]], [ 11, [-1]]]], [[[-2, 6], [6, 4]], [[2, [3, 7]], [11, [1]]]]],(A[1]+2*D[4]+D[5]+ D[6])=[],(A[1]+A[2]+A[3]+A[8]+D[6])=[],(A[1]+3*A[2]+A[3]+A[4]+D[6])=[],(4*A[1] +4*A[2]+A[8])=[],(A[1]+4*A[2]+2*A[3]+A[5])=[],(2*A[2]+4*A[3]+A[4])=[],(E[8]+D[ 6]+A[4]+A[2])=[[[[4, 6], [6, -6]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[-4 , 6], [6, 6]], [[2, [1, 5]], [3, [1]], [5, [-1]]]], [[[2, 6], [6, -12]], [[2, [3, 7]], [3, [1]], [5, [1]]]], [[[-2, 6], [6, 12]], [[2, [1, 5]], [3, [-1]], [ 5, [1]]]]],(E[7]+D[7]+D[5]+A[1])=[],(4*A[1]+A[3]+A[6]+E[7])=[],(A[1]+A[3]+D[16 ])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(3*A[2]+A[3]+D[11])=[],(2*A[1]+A[3]+A[ 6]+D[9])=[],(2*A[1]+2*A[3]+A[5]+D[7])=[],(5*A[1]+A[11]+D[4])=[],(2*A[1]+A[7]+A [11])=[[[[4, 8], [8, -8]], [[2, [1, 3]], [3, [-1]]]], [[[-4, 8], [8, 8]], [[2, [5, 7]], [3, [1]]]]],(4*A[1]+3*A[2]+A[10])=[],(A[1]+3*A[3]+2*A[5])=[],(5*A[1]+ A[3]+3*A[4])=[],(E[8]+A[7]+A[3]+A[2])=[[[[4, 8], [8, -8]], [[2, [1, 3]], [3, [ -1]]]], [[[-4, 8], [8, 8]], [[2, [5, 7]], [3, [1]]]]],(3*A[1]+2*A[2]+A[3]+D[4] +E[6])=[],(A[1]+A[4]+A[8]+D[7])=[[[[-2, 18], [18, 18]], [[2, [3, 5]], [3, [1]] , [5, [1]]]], [[[10, 10], [10, -26]], [[2, [1, 7]], [3, [1]], [5, [-1]]]], [[[ 2, 18], [18, -18]], [[2, [3, 5]], [3, [-1]], [5, [1]]]], [[[-10, 10], [10, 26] ], [[2, [1, 7]], [3, [-1]], [5, [-1]]]]],(A[2]+3*D[4]+D[6])=[],(A[1]+3*A[3]+D[ 4]+D[6])=[],(3*A[1]+A[2]+2*A[3]+A[5]+D[4])=[],(A[7]+A[13])=[[[[-6, 8], [8, 8]] , [[2, [3, 7]], [7, [1]]]], [[[6, 8], [8, -8]], [[2, [1, 5]], [7, [-1]]]]],(A[ 1]+2*A[2]+A[3]+A[4]+A[8])=[],(2*A[1]+9*A[2])=[],(E[8]+2*D[5]+2*A[1])=[],(E[8]+ D[4]+2*A[3]+2*A[1])=[],(2*A[1]+A[3]+2*D[4]+E[7])=[],(8*A[1]+A[5]+E[7])=[],(3*A [1]+D[5]+2*E[6])=[],(8*A[1]+3*A[2]+E[6])=[],(2*A[3]+D[14])=[],(2*A[2]+A[3]+D[ 13])=[],(4*A[3]+D[8])=[],(A[1]+A[2]+A[3]+2*D[7])=[],(2*A[1]+A[11]+D[7])=[[[[4, 4], [4, -8]], [[2, [3, 7]], [3, [1]]]], [[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]], [[[2, 2], [2, -4]], [[2 , [1, 5]], [3, [-1]]]]],(4*A[1]+A[2]+A[7]+D[7])=[],(2*A[10])=[],(E[8]+A[10]+2* A[1])=[[[[2, 6], [6, -4]], [[2, [1, 5]], [11, [-1]]]], [[[-2, 6], [6, 4]], [[2 , [3, 7]], [11, [1]]]]],(2*A[1]+A[5]+D[7]+E[6])=[],(A[2]+A[3]+D[4]+D[5]+E[6])= [],(A[1]+2*A[2]+A[6]+D[9])=[[[[-12, 12], [12, 30]], [[2, [5, 7]], [3, [1, -1]] , [7, [1]]]], [[[12, 12], [12, -30]], [[2, [1, 3]], [3, [1, -1]], [7, [-1]]]]] ,(4*A[1]+A[8]+D[8])=[],(5*D[4])=[],(3*A[1]+3*A[2]+A[7]+D[4])=[],(2*A[5]+A[10]) =[[[[-6, 18], [18, 12]], [[2, [3, 7]], [3, [1, -1]], [11, [1]]]], [[[6, 18], [ 18, -12]], [[2, [1, 5]], [3, [1, -1]], [11, [-1]]]]],(2*A[1]+A[4]+A[5]+A[9])=[ [[[-10, 10], [10, 20]], [[2, [3, 7]], [3, [1]], [5, [1, -1]]]], [[[10, 10], [ 10, -20]], [[2, [1, 5]], [3, [-1]], [5, [1, -1]]]]],(2*A[1]+A[2]+2*A[4]+A[8])= [],(2*A[1]+3*A[2]+A[4]+A[8])=[],(8*A[1]+2*A[6])=[],(E[8]+E[7]+D[5])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(E[7]+E[6]+A[7])=[[[[-2, 6], [6, 6]], [[2, [1, 5]], [3, [-1]]]], [[[2, 6], [6, -6]], [[2, [3, 7]], [3, [1]]]]],(5*A[1]+2*A[2]+D[4] +E[7])=[],(A[1]+A[4]+A[9]+E[6])=[[[[-10, 10], [10, 20]], [[2, [3, 7]], [3, [1] ], [5, [1, -1]]]], [[[10, 10], [10, -20]], [[2, [1, 5]], [3, [-1]], [5, [1, -1 ]]]]],(3*A[1]+A[3]+D[14])=[],(4*A[1]+D[5]+D[11])=[],(2*A[2]+D[7]+D[9])=[],(2*A [1]+2*A[2]+A[3]+D[4]+D[7])=[],(6*A[1]+A[3]+D[4]+D[7])=[],(A[1]+A[2]+A[3]+2*D[4 ]+D[6])=[],(2*A[2]+A[3]+A[4]+D[4]+D[5])=[],(11*A[1]+A[4]+D[5])=[],(A[1]+2*A[2] +A[3]+2*A[4]+D[4])=[],(3*A[1]+2*A[2]+3*A[3]+D[4])=[],(8*A[1]+A[2]+2*A[3]+D[4]) =[],(7*A[1]+A[2]+A[11])=[],(5*A[1]+A[2]+A[3]+A[10])=[],(9*A[1]+A[3]+A[8])=[],( 2*A[1]+2*A[2]+A[3]+A[4]+A[7])=[],(6*A[1]+A[4]+2*A[5])=[],(7*A[1]+5*A[2]+A[3])= [],(3*A[1]+A[2]+2*D[4]+E[7])=[],(2*A[1]+A[3]+A[8]+E[7])=[],(A[1]+A[4]+D[4]+D[5 ]+E[6])=[],(A[2]+2*A[3]+2*A[4]+D[4])=[],(4*A[3]+A[8])=[],(E[8]+A[4]+2*A[2]+4*A [1])=[],(3*A[1]+D[4]+D[7]+E[6])=[],(4*A[1]+A[6]+D[4]+E[6])=[],(4*A[1]+A[2]+D[4 ]+D[10])=[],(A[1]+A[2]+2*A[3]+D[4]+D[7])=[],(2*A[1]+4*A[2]+A[3]+D[7])=[],(A[8] +3*D[4])=[],(7*A[1]+2*A[2]+A[5]+D[4])=[],(E[8]+D[10]+A[2])=[[[[2, 2], [2, -4]] , [[2, [1, 5]], [3, [-1]]]], [[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(E[ 8]+4*A[2]+4*A[1])=[],(E[7]+D[7]+A[4]+2*A[1])=[],(A[2]+A[3]+A[5]+D[4]+E[6])=[], (A[1]+A[2]+2*A[3]+A[5]+E[6])=[],(2*A[1]+A[4]+D[6]+D[8])=[],(4*A[1]+A[3]+D[5]+D [8])=[],(A[1]+A[2]+A[5]+D[5]+D[7])=[],(2*A[1]+3*A[2]+2*D[6])=[],(A[1]+A[6]+2*D [4]+D[5])=[],(2*A[1]+A[4]+A[9]+D[5])=[[[[10, 10], [10, -10]], [[2, [3, 5]], [5 , [1, -1]]]]],(4*A[1]+3*A[2]+A[5]+D[5])=[],(5*A[1]+2*A[2]+2*A[3]+D[5])=[],(3*A [1]+A[17])=[],(2*A[2]+A[5]+A[11])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -\ 1]]]]],(3*A[2]+A[5]+A[9])=[],(D[7]+D[13])=[],(5*A[1]+D[4]+D[11])=[],(A[4]+A[5] +D[11])=[[[[6, 6], [6, -14]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[-6, 6], [6, 14]], [[2, [5, 7]], [3, [1]], [5, [1]]]], [[[-2, 10], [10, 10]], [[2, [5, 7]], [3, [-1]], [5, [-1]]]], [[[2, 10], [10, -10]], [[2, [1, 3]], [3, [1]], [5 , [-1]]]]],(A[5]+D[5]+D[10])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]], [[ [2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]]],(2*A[1]+A[3]+A[8]+D[7])=[],(2*A[3 ]+A[4]+D[4]+D[6])=[],(5*A[1]+A[2]+A[8]+D[5])=[],(2*A[2]+A[3]+A[5]+2*D[4])=[],( 4*A[1]+4*A[2]+2*D[4])=[],(2*A[3]+A[10]+D[4])=[],(2*A[1]+A[2]+A[4]+A[12])=[[[[ 12, 18], [18, -38]], [[2, [1, 5]], [3, [-1]], [5, [-1]], [13, [-1]]]], [[[-4, 26], [26, 26]], [[2, [1, 5]], [3, [1]], [5, [1]], [13, [-1]]]], [[[-12, 18], [ 18, 38]], [[2, [3, 7]], [3, [1]], [5, [-1]], [13, [-1]]]], [[[20, 10], [10, -\ 34]], [[2, [3, 7]], [3, [1]], [5, [1]], [13, [1]]]], [[[-20, 10], [10, 34]], [ [2, [1, 5]], [3, [-1]], [5, [1]], [13, [1]]]], [[[4, 26], [26, -26]], [[2, [3, 7]], [3, [-1]], [5, [1]], [13, [-1]]]], [[[2, 26], [26, -52]], [[2, [1, 5]], [ 3, [1]], [5, [-1]], [13, [1]]]], [[[-2, 26], [26, 52]], [[2, [3, 7]], [3, [-1] ], [5, [-1]], [13, [1]]]]],(2*A[1]+3*A[2]+2*A[6])=[],(9*A[1]+A[5]+A[6])=[],(A[ 1]+A[3]+4*A[4])=[],(E[8]+A[7]+A[3]+2*A[1])=[[[[4, 4], [4, -4]], [[2, [3, 5]]]] ],(2*A[1]+2*A[2]+D[8]+E[6])=[],(3*A[1]+A[2]+A[3]+D[5]+D[7])=[],(7*A[1]+A[2]+A[ 4]+D[7])=[],(A[11]+D[4]+D[5])=[],(A[1]+2*A[2]+A[5]+A[6]+D[4])=[],(9*A[1]+2*A[2 ]+A[3]+D[4])=[],(2*A[1]+A[2]+A[16])=[[[[12, 6], [6, -14]], [[2, [1, 5]], [3, [ -1]], [17, [1]]]], [[[-12, 6], [6, 14]], [[2, [3, 7]], [3, [1]], [17, [1]]]], [[[-2, 14], [14, 4]], [[2, [3, 7]], [3, [-1]], [17, [-1]]]], [[[2, 14], [14, -\ 4]], [[2, [1, 5]], [3, [1]], [17, [-1]]]]],(A[1]+A[4]+A[5]+A[10])=[[[[24, 6], [6, -26]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [-1]], [11, [-1]]]], [[[-24, 6], [6, 26]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [-1]], [11, [1]]]], [[[-8, 18], [ 18, 42]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [1]], [11, [1]]]], [[[8, 18], [18 , -42]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1]], [11, [-1]]]]],(8*A[1]+4*A[2]+ A[4])=[],(A[1]+2*A[2]+A[3]+E[7]+D[5])=[],(3*A[2]+2*A[4]+E[6])=[],(5*A[2]+A[4]+ E[6])=[],(7*A[1]+2*A[2]+A[3]+E[6])=[],(2*A[1]+2*A[2]+D[14])=[],(4*A[2]+D[12])= [],(A[1]+A[8]+D[5]+D[6])=[],(5*A[1]+A[5]+D[4]+D[6])=[],(3*A[1]+A[2]+A[15])=[[[ [2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]]]]],(A[1]+A[2]+2*A[5]+A[7])=[],(4*A[1]+A[2]+A[3]+A[4]+A[7])=[],(3*A[1 ]+5*A[2]+A[3]+A[4])=[],(6*A[1]+7*A[2])=[],(E[8]+D[6]+D[5]+A[1])=[],(A[1]+A[2]+ A[6]+D[4]+E[7])=[],(A[6]+2*D[4]+E[6])=[],(5*A[1]+A[2]+A[7]+E[6])=[],(4*A[1]+2* A[2]+A[6]+E[6])=[],(A[6]+D[14])=[[[[4, 2], [2, -6]], [[2, [3, 7]], [7, [1]]]], [[[-4, 2], [2, 6]], [[2, [1, 5]], [7, [-1]]]]],(2*A[1]+A[4]+D[14])=[[[[2, 4], [4, -2]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(A[3]+A[8]+D[9])=[],(A[1]+2*A[2]+D[ 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[3, 5]], [3, [-1]], [7, [-1]]]]],(5*A[1]+2*A[3]+D[9])=[],(A[3]+A[4]+D[6]+D[7])=[],(9*A[1]+A[4]+D[7])=[ ],(5*A[2]+A[3]+D[7])=[],(9*A[1]+A[5]+D[6])=[],(3*A[1]+A[2]+3*A[3]+D[6])=[],(A[ 3]+3*A[4]+D[5])=[],(8*A[1]+A[3]+A[4]+D[5])=[],(5*A[1]+A[4]+A[7]+D[4])=[],(7*A[ 1]+3*A[3]+A[4])=[],(E[8]+A[7]+5*A[1])=[],(E[8]+3*A[3]+A[2]+A[1])=[],(7*A[1]+A[ 2]+D[4]+E[7])=[],(3*A[1]+3*A[2]+A[4]+D[7])=[],(3*A[1]+A[2]+A[4]+A[11])=[]]);