#
# 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([(E[8]+E[6]+A[4]+2*A[1])=[[[[-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]]]]],(A[1]+A[2]+E[7]+D[5]+A[5])=[],(2*A[
1]+D[5]+D[7]+E[6])=[],(7*A[1]+A[3]+D[4]+E[6])=[],(2*A[1]+2*A[2]+A[3]+A[5]+E[6]
)=[],(A[1]+2*A[3]+A[7]+D[6])=[],(2*A[1]+3*A[2]+A[7]+D[5])=[],(A[2]+A[4]+A[6]+A
[8])=[[[[24, 9], [9, -36]], [[3, [1]], [5, [1]], [7, [-1]]]], [[[-24, 9], [9,
36]], [[3, [-1]], [5, [1]], [7, [1]]]], [[[12, 21], [21, -42]], [[3, [-1]], [5
, [-1]], [7, [-1]]]], [[[-12, 21], [21, 42]], [[3, [1]], [5, [-1]], [7, [1]]]]
],(3*A[1]+A[3]+A[6]+A[8])=[],(5*A[1]+A[2]+D[13])=[],(A[3]+A[4]+D[5]+D[8])=[],(
6*A[1]+A[2]+2*D[6])=[],(2*A[1]+A[5]+A[7]+D[6])=[[[[-2, 6], [6, 6]], [[2, [1, 5
]], [3, [-1]]]], [[[2, 6], [6, -6]], [[2, [3, 7]], [3, [1]]]]],(3*A[1]+A[12]+D
[5])=[],(A[1]+2*A[2]+A[3]+A[7]+D[5])=[],(A[4]+A[8]+2*D[4])=[],(2*A[1]+A[2]+2*A
[6]+D[4])=[],(A[1]+A[2]+A[5]+A[12])=[[[[18, 6], [6, -24]], [[2, [1, 3, 5, 7]],
[3, [1, -1]], [13, [-1]]]]],(7*A[1]+A[4]+A[9])=[],(8*A[1]+2*A[2]+A[8])=[],(8*A
[1]+A[2]+A[3]+A[7])=[],(E[8]+A[4]+2*A[3]+A[2])=[[[[-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]]]]],(E[7]+D[6]+A[4]+A[2]+A[1]
)=[],(8*A[1]+E[7]+D[5])=[],(A[1]+A[4]+A[8]+E[7])=[[[[-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]]]]],(6*A[1]+2*A[2]+A[3]+E[7])=[],(3*A[1]+A[2]+D[9]+E[6])=[]
,(8*A[1]+D[6]+E[6])=[],(4*A[1]+A[5]+D[4]+D[7])=[],(4*A[1]+A[9]+D[7])=[],(5*A[1
]+A[3]+A[5]+D[7])=[],(8*A[1]+A[5]+D[7])=[],(A[6]+D[4]+2*D[5])=[],(A[1]+A[5]+A[
14])=[[[[6, 12], [12, -6]], [[2, [1, 3, 5, 7]], [3, [1, -1]], [5, [-1]]]]],(6*
A[1]+A[14])=[],(3*A[2]+A[4]+A[10])=[],(A[3]+2*A[4]+A[9])=[[[[2, 6], [6, -2]],
[[2, [1, 7]], [5, [-1]]]], [[[6, 2], [2, -6]], [[2, [3, 5]], [5, [1]]]]],(9*A[
1]+A[2]+A[3]+A[6])=[],(E[8]+E[6]+A[3]+3*A[1])=[],(3*A[2]+A[3]+A[4]+E[7])=[],(A
[1]+2*A[2]+D[5]+D[10])=[[[[6, 6], [6, -6]], [[2, [3, 5]], [3, [1, -1]]]]],(2*A
[1]+A[2]+2*D[8])=[[[[-2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]], [[[2, 2], [2,
-4]], [[2, [1, 5]], [3, [-1]]]]],(2*A[1]+A[3]+D[7]+D[8])=[],(6*A[1]+A[2]+A[4]+
D[8])=[],(4*A[1]+5*A[2]+D[6])=[],(A[2]+A[5]+A[8]+D[5])=[[[[-2, 8], [8, 4]], [[
2, [3, 5]], [3, [-1]]]], [[[2, 8], [8, -4]], [[2, [3, 5]], [3, [1]]]]],(2*A[1]
+A[4]+A[10]+D[4])=[],(2*E[8]+A[3]+A[1])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(
E[8]+D[4]+A[3]+5*A[1])=[],(2*E[7]+A[2]+4*A[1])=[],(7*A[2]+E[6])=[],(12*A[1]+A[
2]+E[6])=[],(A[1]+A[2]+A[3]+D[14])=[[[[-2, 4], [4, 4]], [[2, [1, 3]], [3, [-1]
]]], [[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]]],(A[2]+A[8]+D[10])=[],(A[1]+
A[2]+A[7]+D[10])=[],(A[8]+2*D[6])=[],(3*A[1]+2*A[2]+A[4]+D[4]+D[5])=[],(A[2]+3
*A[3]+A[5]+D[4])=[],(5*A[1]+A[2]+A[6]+A[7])=[],(7*A[2]+2*A[3])=[],(E[8]+A[5]+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]+A[2]+D[11])=[],(A[1]+A[12]+D[7])=[[[[2, 10]
, [10, -2]], [[2, [3, 5]], [13, [1]]]], [[[10, 2], [2, -10]], [[2, [1, 7]], [
13, [-1]]]]],(3*A[3]+D[5]+D[6])=[],(2*A[1]+A[2]+2*A[3]+D[4]+D[6])=[],(A[1]+A[7
]+A[8]+D[4])=[],(4*A[1]+2*A[2]+A[4]+A[8])=[],(2*A[2]+A[3]+A[6]+A[7])=[],(E[8]+
E[7]+A[5])=[[[[-2, 2], [2, 4]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2, -4]],
[[2, [3, 7]], [3, [1]]]]],(E[8]+A[3]+3*A[2]+3*A[1])=[],(E[7]+E[6]+A[3]+2*A[2])
=[],(2*A[1]+A[2]+A[3]+A[6]+E[7])=[],(8*A[1]+A[6]+E[6])=[],(D[4]+D[6]+D[10])=[]
,(6*A[1]+2*A[2]+D[10])=[],(5*A[1]+A[8]+D[7])=[],(7*A[1]+2*D[4]+D[5])=[],(A[1]+
A[3]+A[4]+A[7]+D[5])=[[[[-2, 8], [8, 8]], [[2, [1, 5]], [5, [-1]]]], [[[2, 8],
[8, -8]], [[2, [3, 7]], [5, [-1]]]]],(A[1]+A[2]+4*A[3]+D[5])=[],(A[2]+A[10]+2*
D[4])=[],(A[1]+A[15]+D[4])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(6*A[1]+A[4]+A
[6]+D[4])=[],(14*A[1]+A[2]+D[4])=[],(6*A[1]+A[3]+A[11])=[],(2*A[1]+A[3]+3*A[5]
)=[],(11*A[1]+A[2]+A[3]+A[4])=[],(E[8]+A[12])=[[[[2, 3], [3, -2]], [[13, [-1]]
]]],(6*A[1]+A[7]+E[7])=[],(A[1]+2*A[2]+3*A[3]+E[6])=[],(A[1]+A[3]+2*D[4]+D[8])
=[],(A[3]+A[7]+D[4]+D[6])=[],(5*A[1]+A[2]+2*D[4]+D[5])=[],(2*A[3]+A[4]+A[6]+D[
4])=[],(13*A[1]+A[7])=[],(A[3]+A[5]+D[4]+D[8])=[],(2*A[1]+A[2]+A[3]+D[6]+D[7])
=[],(3*A[1]+A[2]+D[4]+D[5]+D[6])=[],(4*A[1]+2*A[2]+A[7]+D[5])=[],(A[1]+2*A[2]+
A[3]+3*A[4])=[],(E[8]+A[5]+A[3]+A[2]+2*A[1])=[],(2*A[1]+A[2]+A[4]+A[5]+E[7])=[
],(A[4]+A[5]+D[5]+E[6])=[],(A[1]+A[2]+A[3]+2*A[4]+E[6])=[],(3*A[2]+A[5]+D[9])=
[],(A[1]+A[2]+A[4]+D[5]+D[8])=[],(2*A[1]+2*A[2]+A[3]+A[5]+D[6])=[],(5*A[1]+A[2
]+A[3]+A[4]+D[6])=[],(A[1]+A[2]+2*A[4]+D[4]+D[5])=[],(4*A[1]+A[3]+A[8]+D[5])=[
],(A[1]+2*A[2]+A[4]+A[6]+D[5])=[],(A[1]+A[2]+A[13]+D[4])=[[[[-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]]]]],(4*A[1]+4*A[2]+A[4]+D[4])=[],(3*A[1]+3*A[3]+A[8])=
[],(2*A[1]+A[4]+2*A[7])=[],(3*A[1]+2*A[5]+A[7])=[],(A[1]+2*A[2]+3*A[5])=[],(3*
A[1]+2*A[2]+3*A[3]+A[4])=[],(E[7]+D[6]+D[4]+3*A[1])=[],(A[3]+A[10]+E[7])=[[[[6
, 4], [4, -12]], [[2, [5, 7]], [11, [1]]]], [[[-6, 4], [4, 12]], [[2, [1, 3]],
[11, [-1]]]]],(4*A[1]+A[5]+D[5]+E[6])=[],(9*A[1]+A[2]+A[3]+E[6])=[],(A[5]+A[9]
+D[6])=[[[[-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]]]
]],(A[2]+A[14]+D[4])=[[[[4, 2], [2, -4]], [[2, [1, 3, 5, 7]], [5, [-1]]]]],(4*
A[1]+A[2]+2*A[3]+A[4]+D[4])=[],(3*A[1]+2*A[3]+A[11])=[],(2*A[3]+A[6]+A[8])=[[[
[-8, 28], [28, 28]], [[2, [1, 5]], [3, [1]], [7, [-1]]]], [[[8, 28], [28, -28]
], [[2, [3, 7]], [3, [-1]], [7, [1]]]], [[[4, 28], [28, -56]], [[2, [3, 7]], [
3, [1]], [7, [1]]]], [[[-4, 28], [28, 56]], [[2, [1, 5]], [3, [-1]], [7, [-1]]
]]],(A[3]+A[4]+A[5]+A[8])=[[[[-6, 30], [30, 30]], [[2, [5, 7]], [3, [1]], [5,
[1]]]], [[[18, 18], [18, -42]], [[2, [1, 3]], [3, [1]], [5, [-1]]]], [[[6, 30]
, [30, -30]], [[2, [1, 3]], [3, [-1]], [5, [1]]]], [[[-18, 18], [18, 42]], [[2
, [5, 7]], [3, [-1]], [5, [-1]]]]],(A[2]+3*A[6])=[[[[2, 3], [3, -6]], [[3, [-1
]], [7, [1]]]], [[[-2, 3], [3, 6]], [[3, [1]], [7, [-1]]]]],(A[3]+A[5]+2*A[6])
=[[[[-14, 28], [28, 28]], [[2, [5, 7]], [3, [1]], [7, [1, -1]]]], [[[14, 28],
[28, -28]], [[2, [1, 3]], [3, [-1]], [7, [1, -1]]]]],(3*A[1]+A[3]+A[4]+2*A[5])
=[],(3*A[2]+A[4]+2*A[5])=[],(6*A[1]+A[2]+A[3]+A[4]+A[5])=[],(3*A[1]+A[2]+A[3]+
A[5]+E[7])=[],(2*A[1]+A[2]+D[4]+2*E[6])=[],(A[1]+A[13]+E[6])=[[[[-2, 3], [3, 6
]], [[3, [-1]], [7, [1]]]], [[[8, 2], [2, -10]], [[2, [1, 3, 5, 7]], [3, [1]],
[7, [-1]]]], [[[2, 3], [3, -6]], [[3, [1]], [7, [-1]]]], [[[-8, 2], [2, 10]],
[[2, [1, 3, 5, 7]], [3, [-1]], [7, [1]]]]],(A[1]+4*A[2]+A[3]+D[8])=[],(3*A[2]+
2*D[7])=[],(A[1]+A[6]+D[6]+D[7])=[],(3*A[1]+A[2]+A[5]+2*D[5])=[],(A[2]+A[5]+A[
9]+D[4])=[],(A[1]+2*A[2]+A[3]+A[8]+D[4])=[],(A[1]+3*A[2]+A[3]+A[6]+D[4])=[],(A
[1]+3*A[3]+A[4]+A[6])=[],(2*A[1]+A[3]+A[4]+D[4]+E[7])=[],(6*A[1]+2*D[4]+E[6])=
[],(A[1]+A[7]+D[12])=[],(5*A[1]+A[2]+D[6]+D[7])=[],(A[1]+A[2]+A[5]+A[6]+D[6])=
[],(A[1]+5*A[2]+A[3]+D[6])=[],(5*A[1]+5*A[2]+D[5])=[],(8*A[1]+A[2]+A[6]+D[4])=
[],(4*A[1]+A[3]+A[4]+A[9])=[],(2*A[6]+A[8])=[],(8*A[1]+4*A[3])=[],(3*A[2]+2*D[
4]+E[6])=[],(4*A[1]+A[4]+A[6]+E[6])=[],(4*A[1]+A[2]+2*A[4]+E[6])=[],(A[9]+D[11
])=[[[[6, 2], [2, -6]], [[2, [3, 5]], [5, [1]]]], [[[2, 6], [6, -2]], [[2, [1,
7]], [5, [-1]]]]],(2*A[1]+2*D[5]+D[8])=[],(6*A[1]+2*A[3]+D[8])=[],(3*A[1]+A[4]
+A[6]+D[7])=[],(3*A[1]+A[2]+A[3]+A[5]+D[7])=[],(7*A[1]+2*A[2]+A[3]+D[6])=[],(2
*A[1]+2*D[4]+2*D[5])=[],(A[1]+A[10]+D[4]+D[5])=[],(4*A[1]+4*A[2]+A[3]+D[5])=[]
,(8*A[1]+A[4]+2*D[4])=[],(9*A[1]+A[2]+A[5]+D[4])=[],(A[1]+5*A[2]+A[9])=[],(E[7
]+D[9]+4*A[1])=[],(2*A[1]+A[3]+D[4]+D[5]+E[6])=[],(A[1]+A[5]+D[14])=[[[[-2, 2]
, [2, 4]], [[2, [1, 5]], [3, [-1]]]], [[[2, 2], [2, -4]], [[2, [3, 7]], [3, [1
]]]]],(A[4]+D[5]+D[11])=[],(A[2]+A[7]+D[11])=[[[[4, 8], [8, -8]], [[2, [1, 3]]
, [3, [-1]]]], [[[-4, 8], [8, 8]], [[2, [5, 7]], [3, [1]]]]],(A[2]+2*A[4]+D[10
])=[],(4*A[1]+2*D[8])=[],(6*A[1]+A[7]+D[7])=[],(A[1]+2*A[2]+D[4]+D[5]+D[6])=[]
,(A[1]+2*A[2]+A[5]+D[4]+D[6])=[],(A[1]+4*A[2]+A[5]+D[6])=[],(2*A[1]+A[2]+A[3]+
A[4]+D[4]+D[5])=[],(4*A[1]+A[4]+A[8]+D[4])=[],(A[2]+2*A[7]+D[4])=[[[[-4, 4], [
4, 8]], [[2, [1, 5]], [3, [-1]]]], [[[4, 4], [4, -8]], [[2, [3, 7]], [3, [1]]]
]],(A[4]+A[6]+A[10])=[[[[14, 7], [7, -24]], [[5, [-1]], [7, [-1]], [11, [-1]]]
], [[[-14, 7], [7, 24]], [[5, [-1]], [7, [1]], [11, [1]]]], [[[18, 5], [5, -20
]], [[5, [1]], [7, [-1]], [11, [1]]]], [[[-18, 5], [5, 20]], [[5, [1]], [7, [1
]], [11, [-1]]]]],(A[1]+A[2]+A[8]+A[9])=[[[[6, 18], [18, -36]], [[2, [3, 7]],
[3, [1]], [5, [1]]]], [[[-12, 18], [18, 18]], [[2, [1, 5]], [3, [1]], [5, [-1]
]]], [[[-6, 18], [18, 36]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[12, 18], [
18, -18]], [[2, [3, 7]], [3, [-1]], [5, [-1]]]]],(4*A[1]+2*A[5]+A[6])=[],(2*E[
7]+A[3]+A[2]+A[1])=[[[[2, 4], [4, -4]], [[2, [5, 7]], [3, [1]]]], [[[-2, 4], [
4, 4]], [[2, [1, 3]], [3, [-1]]]]],(A[1]+A[2]+A[4]+D[13])=[[[[-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]+2*A[3]+D[4]
+D[8])=[[[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]], [[[4, 4], [4, -8]], [[2
, [3, 7]], [3, [1]]]]],(3*A[1]+A[3]+A[4]+D[4]+D[6])=[],(A[2]+A[3]+A[5]+2*D[5])
=[],(A[3]+2*A[4]+D[4]+D[5])=[],(3*A[1]+A[3]+A[9]+D[5])=[],(A[1]+A[3]+A[5]+A[7]
+D[4])=[[[[-4, 8], [8, 8]], [[2, [1, 3]], [3, [-1]]]], [[[4, 8], [8, -8]], [[2
, [5, 7]], [3, [1]]]]],(9*A[1]+A[3]+A[4]+D[4])=[],(2*A[4]+A[12])=[],(E[8]+E[6]
+D[4]+2*A[1])=[],(A[1]+A[3]+D[4]+D[12])=[],(A[1]+A[2]+A[3]+A[5]+D[9])=[],(A[1]
+2*A[3]+A[5]+D[8])=[[[[-4, 4], [4, 8]], [[2, [3, 7]], [3, [1]]]], [[[4, 4], [4
, -8]], [[2, [1, 5]], [3, [-1]]]]],(2*A[2]+2*A[3]+A[5]+D[5])=[],(3*A[1]+A[2]+2
*A[3]+A[4]+D[5])=[],(2*A[1]+A[3]+A[7]+2*D[4])=[],(E[8]+E[6]+6*A[1])=[],(E[8]+D
[4]+4*A[2])=[],(E[7]+D[10]+A[3])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(E[7]+D[
7]+D[4]+2*A[1])=[],(2*A[1]+A[6]+2*E[6])=[],(3*A[1]+A[2]+A[3]+D[12])=[],(A[1]+2
*A[3]+D[6]+D[7])=[],(3*A[1]+2*A[2]+A[6]+D[7])=[],(4*A[3]+2*D[4])=[],(A[1]+A[3]
+A[16])=[[[[10, 4], [4, -12]], [[2, [1, 7]], [17, [-1]]]], [[[-10, 4], [4, 12]
], [[2, [1, 7]], [17, [-1]]]], [[[-4, 8], [8, 18]], [[2, [3, 5]], [17, [1]]]],
[[[4, 8], [8, -18]], [[2, [3, 5]], [17, [1]]]]],(A[2]+2*A[4]+A[10])=[],(3*A[1]
+3*A[2]+A[4]+A[7])=[],(2*A[2]+2*A[3]+2*A[5])=[],(8*A[1]+A[3]+A[4]+A[5])=[],(E[
7]+E[6]+D[6]+A[1])=[],(E[7]+D[8]+A[3]+A[2])=[],(A[1]+4*A[2]+D[4]+E[7])=[],(A[3
]+D[11]+E[6])=[],(3*A[1]+D[11]+E[6])=[],(2*A[5]+D[4]+E[6])=[[[[-2, 2], [2, 4]]
, [[2, [3, 7]], [3, [1]]]], [[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]]],(A[
1]+4*A[2]+D[11])=[],(3*A[1]+A[8]+D[9])=[],(A[5]+D[7]+D[8])=[],(3*A[3]+A[5]+D[6
])=[],(2*A[1]+3*A[2]+A[3]+D[4]+D[5])=[],(A[1]+A[4]+3*A[5])=[],(4*A[3]+2*A[4])=
[],(9*A[1]+A[3]+2*A[4])=[],(3*A[3]+D[4]+E[7])=[],(3*A[1]+3*A[2]+D[4]+E[7])=[],
(3*A[3]+A[4]+E[7])=[],(A[4]+A[5]+D[4]+D[7])=[],(3*A[2]+A[3]+A[4]+D[7])=[],(A[1
]+A[3]+A[5]+D[5]+D[6])=[[[[-4, 4], [4, 8]], [[2, [3, 7]], [3, [1]]]], [[[4, 4]
, [4, -8]], [[2, [1, 5]], [3, [-1]]]]],(2*A[1]+A[2]+2*A[5]+D[6])=[],(A[1]+2*A[
2]+A[7]+A[8])=[],(A[3]+A[4]+A[6]+A[7])=[[[[24, 16], [16, -36]], [[2, [5, 7]],
[5, [1]], [7, [1]]]], [[[-24, 16], [16, 36]], [[2, [1, 3]], [5, [1]], [7, [-1]
]]], [[[12, 28], [28, -28]], [[2, [1, 3]], [5, [-1]], [7, [1]]]], [[[-12, 28],
[28, 28]], [[2, [5, 7]], [5, [-1]], [7, [-1]]]]],(4*A[1]+2*A[2]+A[3]+A[4]+A[5]
)=[],(7*A[1]+2*A[2]+3*A[3])=[],(A[2]+2*A[3]+E[7]+D[5])=[],(3*A[1]+A[6]+D[4]+E[
7])=[],(4*A[1]+D[4]+D[12])=[],(2*A[1]+2*A[2]+D[5]+D[9])=[],(2*A[2]+2*A[3]+D[4]
+D[6])=[],(6*A[1]+2*A[2]+A[3]+A[7])=[],(3*A[1]+A[2]+A[3]+3*A[4])=[],(2*A[1]+2*
A[2]+2*A[3]+2*A[4])=[],(13*A[1]+2*A[2]+A[3])=[],(E[8]+D[4]+A[5]+A[3])=[],(2*A[
1]+A[5]+D[13])=[],(A[6]+D[5]+D[9])=[],(2*A[1]+2*A[3]+A[8]+D[4])=[],(6*A[1]+2*A
[5]+D[4])=[],(A[2]+A[4]+A[14])=[],(A[2]+A[5]+A[6]+A[7])=[[[[18, 24], [24, -24]
], [[2, [3, 7]], [3, [1, -1]], [7, [1]]]], [[[-18, 24], [24, 24]], [[2, [1, 5]
], [3, [1, -1]], [7, [-1]]]]],(A[1]+4*A[2]+A[4]+A[7])=[],(E[8]+A[10]+A[2])=[[[
[-4, 3], [3, 6]], [[3, [1]], [11, [-1]]]], [[[4, 3], [3, -6]], [[3, [-1]], [11
, [1]]]]],(E[7]+D[7]+A[2]+4*A[1])=[],(2*A[1]+A[8]+D[4]+E[6])=[],(2*A[2]+A[3]+D
[4]+D[9])=[],(2*A[1]+A[2]+A[3]+D[5]+D[8])=[],(3*A[1]+A[6]+D[4]+D[7])=[],(A[3]+
A[6]+D[5]+D[6])=[],(A[1]+2*A[7]+D[5])=[[[[2, 2], [2, -2]], [[2, [3, 5]]]]],(A[
1]+3*A[2]+A[3]+A[5]+D[5])=[],(2*A[1]+7*A[2]+D[4])=[],(3*A[1]+A[4]+A[13])=[[[[2
, 10], [10, -20]], [[2, [1, 5]], [5, [1]], [7, [-1]]]], [[[-4, 10], [10, 10]],
[[2, [1, 5]], [5, [-1]], [7, [1]]]], [[[-2, 10], [10, 20]], [[2, [3, 7]], [5,
[1]], [7, [1]]]], [[[4, 10], [10, -10]], [[2, [3, 7]], [5, [-1]], [7, [-1]]]]]
,(8*A[1]+A[2]+A[10])=[],(5*A[1]+2*A[2]+A[3]+A[8])=[],(9*A[1]+A[4]+A[7])=[],(A[
2]+3*A[4]+A[6])=[],(4*A[1]+3*A[2]+2*A[5])=[],(3*A[1]+2*A[2]+2*A[4]+A[5])=[],(7
*A[1]+A[2]+2*A[3]+A[5])=[],(A[2]+A[5]+D[7]+E[6])=[],(A[1]+3*A[2]+D[6]+D[7])=[]
,(10*A[1]+2*D[5])=[],(2*A[1]+2*A[2]+A[9]+D[5])=[],(2*A[1]+A[2]+A[3]+A[9]+D[4])
=[],(E[7]+D[7]+2*A[2]+2*A[1])=[],(5*A[1]+A[3]+D[6]+E[6])=[],(A[1]+2*A[4]+D[5]+
E[6])=[[[[10, 20], [20, -20]], [[2, [5, 7]], [3, [1]], [5, [1, -1]]]], [[[-10,
20], [20, 20]], [[2, [1, 3]], [3, [-1]], [5, [1, -1]]]]],(8*A[1]+A[2]+A[3]+D[7
])=[],(A[1]+2*A[2]+A[11]+D[4])=[[[[-2, 4], [4, 4]], [[2, [5, 7]], [3, [1]]]],
[[[2, 4], [4, -4]], [[2, [1, 3]], [3, [-1]]]]],(3*A[1]+3*A[3]+A[4]+D[4])=[],(2
*A[1]+A[2]+A[4]+E[7]+D[5])=[],(6*A[1]+D[8]+E[6])=[],(A[1]+3*A[2]+A[7]+E[6])=[]
,(A[2]+2*A[3]+D[12])=[[[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]], [[[4, 4],
[4, -8]], [[2, [3, 7]], [3, [1]]]]],(A[1]+2*A[2]+2*A[4]+D[7])=[],(A[2]+A[3]+A[
4]+A[6]+D[5])=[[[[-4, 40], [40, 20]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1]],
[7, [-1]]]], [[[28, 28], [28, -32]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [-1]],
[7, [-1]]]], [[[-28, 28], [28, 32]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [-1]],
[7, [1]]]], [[[4, 40], [40, -20]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [1]], [7
, [1]]]]],(A[1]+A[4]+A[7]+2*D[4])=[],(2*A[2]+A[4]+A[8]+D[4])=[],(A[2]+2*A[4]+A
[6]+D[4])=[[[[20, 30], [30, -60]], [[2, [1, 3, 5, 7]], [3, [-1]], [5, [1, -1]]
, [7, [1]]]], [[[-20, 30], [30, 60]], [[2, [1, 3, 5, 7]], [3, [1]], [5, [1, -1
]], [7, [-1]]]]],(A[2]+A[7]+A[11])=[[[[12, 12], [12, -12]], [[2, [3, 5]], [3,
[1, -1]]]]],(A[4]+A[7]+A[9])=[],(2*A[2]+2*A[4]+A[8])=[],(3*A[1]+6*A[2]+A[5])=[
],(E[8]+E[6]+A[5]+A[1])=[],(E[8]+D[4]+A[4]+A[2]+2*A[1])=[],(A[1]+A[2]+2*A[3]+A
[4]+E[7])=[],(4*A[1]+2*D[5]+E[6])=[],(A[2]+A[4]+A[8]+E[6])=[[[[2, 5], [5, -10]
], [[3, [1]], [5, [-1]]]], [[[-2, 5], [5, 10]], [[3, [-1]], [5, [-1]]]]],(6*A[
1]+A[6]+D[8])=[],(4*A[1]+A[3]+D[6]+D[7])=[],(A[9]+D[4]+D[7])=[],(4*A[1]+A[2]+A
[3]+A[4]+D[7])=[],(8*A[1]+2*D[6])=[],(4*A[1]+A[3]+A[7]+D[6])=[],(A[2]+A[8]+2*D
[5])=[],(5*A[1]+A[5]+2*D[5])=[],(4*A[1]+2*A[2]+A[3]+D[4]+D[5])=[],(3*A[1]+2*A[
2]+A[8]+D[5])=[],(2*A[2]+2*A[6]+D[4])=[],(3*A[1]+4*A[2]+A[5]+D[4])=[],(A[1]+A[
3]+3*A[4]+D[4])=[],(4*A[1]+4*A[4])=[],(6*A[1]+A[2]+4*A[3])=[],(9*A[1]+4*A[2]+A
[3])=[],(E[7]+2*D[5]+A[2]+A[1])=[[[[4, 4], [4, -8]], [[2, [3, 7]], [3, [1]]]],
[[[-4, 4], [4, 8]], [[2, [1, 5]], [3, [-1]]]]],(6*A[1]+A[8]+E[6])=[],(A[3]+A[5
]+A[6]+E[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]]]]],(3*A[1]+2*A[3
]+A[5]+E[6])=[],(10*A[1]+D[10])=[],(A[1]+2*A[2]+A[3]+A[4]+D[8])=[],(A[1]+A[3]+
A[4]+D[5]+D[7])=[],(4*A[1]+A[2]+A[3]+D[4]+D[7])=[],(A[1]+3*A[2]+A[7]+D[6])=[],
(4*A[1]+A[2]+A[5]+D[4]+D[5])=[],(A[2]+A[4]+A[6]+2*D[4])=[],(4*A[1]+A[2]+2*A[3]
+2*D[4])=[],(3*A[1]+3*A[2]+A[11])=[],(2*A[1]+A[2]+A[6]+A[10])=[[[[10, 22], [22
, -44]], [[2, [1, 5]], [3, [-1]], [7, [1]], [11, [1]]]], [[[4, 30], [30, -6]],
[[2, [1, 5]], [3, [-1]], [7, [-1]], [11, [-1]]]], [[[-4, 30], [30, 6]], [[2, [
3, 7]], [3, [1]], [7, [1]], [11, [1]]]], [[[26, 12], [12, -30]], [[2, [1, 5]],
[3, [1]], [7, [1]], [11, [-1]]]], [[[-10, 22], [22, 44]], [[2, [3, 7]], [3, [1
]], [7, [-1]], [11, [-1]]]], [[[-2, 30], [30, 12]], [[2, [3, 7]], [3, [-1]], [
7, [1]], [11, [-1]]]], [[[-26, 12], [12, 30]], [[2, [3, 7]], [3, [-1]], [7, [-\
1]], [11, [1]]]], [[[2, 30], [30, -12]], [[2, [1, 5]], [3, [1]], [7, [-1]], [
11, [1]]]]],(A[2]+2*A[9])=[[[[2, 2], [2, -4]], [[2, [1, 5]], [3, [-1]]]], [[[-\
2, 2], [2, 4]], [[2, [3, 7]], [3, [1]]]]],(3*A[1]+A[2]+A[4]+D[4]+E[7])=[],(2*A
[2]+A[4]+D[6]+E[6])=[],(A[2]+4*A[3]+E[6])=[],(D[5]+D[15])=[],(2*A[1]+D[5]+D[13
])=[],(2*A[1]+2*A[3]+A[4]+D[8])=[],(2*A[2]+2*A[3]+A[6]+D[4])=[],(5*A[1]+2*A[3]
+A[5]+D[4])=[],(2*A[1]+3*A[2]+A[3]+A[5]+D[4])=[],(A[5]+A[7]+A[8])=[[[[-6, 18],
[18, 18]], [[2, [3, 7]], [3, [1]]]], [[[6, 18], [18, -18]], [[2, [1, 5]], [3,
[-1]]]]],(A[1]+A[2]+A[3]+A[6]+A[8])=[[[[6, 36], [36, -36]], [[2, [3, 5]], [3,
[1]], [7, [1]]]], [[[12, 36], [36, -18]], [[2, [1, 7]], [3, [-1]], [7, [1]]]],
[[[-6, 36], [36, 36]], [[2, [3, 5]], [3, [-1]], [7, [-1]]]], [[[-12, 36], [36,
18]], [[2, [1, 7]], [3, [1]], [7, [-1]]]]],(7*A[1]+A[3]+A[4]+A[6])=[],(5*A[2]+
2*A[5])=[],(E[8]+D[8]+A[4])=[],(E[8]+D[5]+2*A[2]+3*A[1])=[],(A[2]+A[3]+A[4]+D[
4]+E[7])=[],(4*A[1]+3*A[3]+D[7])=[],(A[2]+2*A[3]+A[6]+D[6])=[],(2*A[1]+2*A[2]+
A[10]+D[4])=[],(4*A[1]+4*A[3]+D[4])=[],(A[8]+A[12])=[[[[-2, 9], [9, 18]], [[3,
[1]], [13, [-1]]]], [[[2, 9], [9, -18]], [[3, [-1]], [13, [-1]]]]],(A[1]+4*A[2
]+A[11])=[],(A[1]+A[3]+A[4]+2*A[6])=[[[[14, 42], [42, -14]], [[2, [1, 7]], [5,
[-1]], [7, [1, -1]]]], [[[42, 14], [14, -42]], [[2, [3, 5]], [5, [1]], [7, [1,
-1]]]]],(5*A[1]+2*A[2]+2*A[3]+A[5])=[],(E[8]+D[9]+3*A[1])=[],(2*E[7]+A[6])=[[[
[4, 2], [2, -6]], [[2, [3, 7]], [7, [1]]]], [[[-4, 2], [2, 6]], [[2, [1, 5]],
[7, [-1]]]]],(2*E[7]+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]+E[6]+7*A[1])=[],(D[8]+2*E[6])=[],(A[3]+D[5]+
2*E[6])=[],(4*A[1]+A[2]+D[8]+E[6])=[],(3*A[2]+2*A[3]+D[8])=[],(3*A[1]+A[8]+D[4
]+D[5])=[],(3*A[1]+2*A[2]+A[3]+A[5]+D[5])=[],(2*A[5]+A[6]+D[4])=[],(2*A[1]+A[2
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[[2, [1, 5]], [3, [-1]]]], [[[4, 4], [4, -8]], [[2, [3, 7]], [3, [1]]]]],(2*A[
1]+2*A[4]+A[10])=[[[[-10, 30], [30, 20]], [[2, [3, 7]], [5, [1, -1]], [11, [1]
]]], [[[10, 30], [30, -20]], [[2, [1, 5]], [5, [1, -1]], [11, [-1]]]]],(2*A[1]
+A[2]+A[3]+A[4]+A[9])=[],(E[8]+D[4]+A[6]+2*A[1])=[],(3*A[1]+4*A[2]+A[3]+E[6])=
[],(3*A[1]+2*A[2]+A[4]+D[9])=[],(3*A[1]+2*A[3]+D[5]+D[6])=[],(A[1]+A[2]+A[3]+2
*A[4]+D[6])=[],(6*A[1]+A[3]+A[5]+A[6])=[],(6*A[1]+4*A[2]+2*A[3])=[],(E[8]+D[4]
+3*A[2]+2*A[1])=[],(4*A[1]+A[3]+D[4]+D[9])=[],(3*A[1]+A[2]+A[3]+2*D[6])=[],(A[
1]+3*A[2]+A[3]+2*D[5])=[],(A[1]+A[2]+A[5]+A[7]+D[5])=[],(8*A[1]+3*D[4])=[],(4*
A[1]+2*A[2]+A[4]+2*D[4])=[],(3*A[1]+A[2]+A[3]+A[4]+A[8])=[],(2*A[1]+2*A[2]+A[3
]+A[5]+A[6])=[],(5*A[1]+A[4]+D[4]+E[7])=[],(A[1]+4*A[3]+E[7])=[],(A[2]+A[3]+A[
4]+A[5]+E[6])=[],(5*A[1]+3*A[2]+D[9])=[],(2*A[1]+A[2]+2*D[4]+D[8])=[],(2*A[1]+
A[2]+A[9]+D[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[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
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]], [[[-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,
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[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]
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[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]
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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
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+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])=[]
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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]
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]]]], [[[-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])=[]
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[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]
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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]
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[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
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[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
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], [[[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
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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
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]+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
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[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])
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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
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[[2, [1, 5]], [5, [1]], [7, [-1]]]]],(A[1]+A[2]+2*A[3]+A[4]+D[7])=[],(3*A[1]+2
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[18, 9], [9, -18]], [[3, [1, -1]], [5, [-1]]]]],(2*A[1]+A[2]+2*A[3]+A[4]+A[6])
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[[3, [1, -1]], [17, [-1]]]]],(12*A[1]+A[2]+2*A[3])=[],(2*A[1]+3*E[6])=[[[[2, 2
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[-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
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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])
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[[-8, 12], [12, 12]], [[2, [1, 5]], [3, [-1]], [5, [1]]]], [[[4, 12], [12, -24
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[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
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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[
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[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]
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=[],(2*A[1]+2*A[2]+A[6]+A[8])=[],(2*A[2]+A[3]+A[6]+E[7])=[[[[-12, 12], [12, 30
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]], [3, [1, -1]], [7, [-1]]]]],(A[1]+A[3]+D[10]+E[6])=[[[[2, 4], [4, -4]], [[2
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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])=[],(
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4], [4, -12]], [[2, [3, 5]], [5, [1]]]]],(A[1]+A[2]+A[4]+A[5]+2*D[4])=[],(2*A[
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A[10])=[[[[12, 9], [9, -18]], [[3, [-1]], [11, [1]]]], [[[-12, 9], [9, 18]], [
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*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
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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])=[
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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]
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=[],(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])=[
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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
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[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
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[[[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
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+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
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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]
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[[[-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], [
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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]+
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[],(A[1]+A[8]+D[5]+D[6])=[],(5*A[1]+A[5]+D[4]+D[6])=[],(3*A[1]+A[2]+A[15])=[[[
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[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
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[[[-4, 2], [2, 6]], [[2, [1, 5]], [7, [-1]]]]],(2*A[1]+A[4]+D[14])=[[[[2, 4],
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7]+D[8])=[],(6*A[1]+D[6]+D[8])=[],(A[1]+A[2]+A[9]+D[8])=[[[[-2, 6], [6, 12]],
[[2, [3, 7]], [3, [-1]], [5, [-1]]]], [[[-4, 6], [6, 6]], [[2, [3, 7]], [3, [1
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[[[-14, 14], [14, 28]], [[2, [1, 5]], [3, [-1]], [7, [1, -1]]]]],(A[5]+A[6]+D[
9])=[[[[-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
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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[
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