Matrix(24,12,{(1, 1) = 1-x4-2*x5-7/2*x6+3*x8-7*x2+8*x7, (1, 2) = 3*x8+x3-2*x2+
2*x7-x5-5/2*x6+3*x1, (1, 3) = 1-x3-x7+x2-x8, (1, 4) = -1/2*x4-2*x8+1/2*x3+x2-
x7+x5+2*x6-2*x1, (1, 5) = x8, (1, 6) = x4+3*x8-2*x2+2*x7-x5-7/2*x6+4*x1, (1, 7
) = x4-3/2*x8-x3+5/2*x2-3*x7+x5+3/4*x6-1/2*x1, (1, 8) = -x1+x5+3/2*x6-x7+x2-2*
x8, (1, 9) = 1+1/2*x5+2*x6-x3-x1-4*x7+4*x2-2*x8, (1, 10) = 1+x4-1/2*x6-x3-x8+2
*x2-2*x7+x1, (1, 11) = -1-x4+4*x8+2*x3-7*x2+7*x7-3/2*x5-2*x6, (1, 12) = -1-3*
x4-3*x5-2*x6+4*x3+6*x8-11*x2+12*x7, (2, 1) = 2+x4-2*x3-2*x8+7*x2-6*x7+2*x1, (2
, 2) = -x3+x4-1/2*x6-x1+x5-x8, (2, 3) = -1/2*x6+x1+x8, (2, 4) = -x4+x3-x2+x7+1
/2*x6, (2, 5) = 1-1/2*x5-1/2*x6-x3, (2, 6) = -1+x4-x5-7/2*x6+3*x8-6*x2+6*x7, (
2, 7) = 1+1/2*x4+1/2*x5+3/4*x6-1/2*x3-3/2*x8+7/2*x2-4*x7+1/2*x1, (2, 8) = -1-
x5-x6+5/2*x3-3/2*x4+6*x7-6*x2+3*x8, (2, 9) = 1-1/2*x5-x3+x2-x7, (2, 10) = -1+1
/2*x6+x3+x8-2*x2+2*x7-x1, (2, 11) = -x8+x2+x6+1/2*x5-x7, (2, 12) = -x8+x3+x2+1
/2*x6, (3, 1) = 2*x8-2*x2, (3, 2) = 2-2*x3-2*x7+2*x2-2*x8, (3, 3) = x7-x2+x8-
x1, (3, 4) = 1/2*x4+x8+1/2*x3-x2+x7-3/2*x6+x1, (3, 5) = 2+x4+x5+5/2*x6-2*x3-4*
x8+8*x2-8*x7, (3, 6) = 2+3*x6-2*x4-4*x7+4*x2-2*x8, (3, 7) = x7, (3, 8) = x8+x3
-x2+x7-x6+x1, (3, 9) = x4+x8-2*x2+2*x7-1/2*x5-3/2*x6, (3, 10) = -2*x4+2*x8+2*
x3-2*x2+2*x7-x5+x6, (3, 11) = -x8-x2+x7+1/2*x5+1/2*x6-x1, (3, 12) = -2*x7-2*x8
-2*x1+2*x5+2*x6, (4, 1) = 2*x4-2*x8-2*x3+4*x2-4*x7+x5, (4, 3) = 2+x5+2*x6-2*x3
+x4-8*x7+8*x2-4*x8, (4, 4) = x8-x2+x7-x6+x1, (4, 5) = -1/2*x5+x8, (4, 6) = -4*
x1+2*x5+4*x6-4*x7+4*x2-4*x8, (4, 7) = 3/2*x3-3/2*x4-3/2*x5-3/2*x6+6*x7-6*x2+3*
x8, (4, 8) = -1/2*x3+1/2*x4-3/2*x6+2*x7-2*x2, (4, 9) = x1-1/2*x5-1/2*x6+x7-x2+
x8, (4, 10) = -2*x1+x5+2*x6-2*x7+2*x2-2*x8, (4, 11) = x1-1/2*x5-x6+x7-x2+x8+x3
, (4, 12) = -x3+x4+2*x5+3*x6-8*x7+8*x2-4*x8, (5, 1) = x2, (5, 3) = -1/2*x3+1/2
*x4-x6+x7-x2, (5, 4) = 1/2*x3+1/2*x6-1/2*x4, (5, 5) = x1-1/2*x5-x6+x7-x2+x8, (
5, 6) = -x6+x4, (5, 7) = -1/2*x1+1/2*x5+3/4*x6-x7+1/2*x2-1/2*x8, (5, 9) = 1+1/
2*x5+3/2*x6-x3-2*x8+4*x2-4*x7, (5, 10) = -1-x5-5/2*x6+x3+6*x7-6*x2+3*x8, (5, 
11) = x2-x7+1/2*x6, (5, 12) = -x8+x2+1/2*x6, (6, 1) = 2+x4+x5+5/2*x6-2*x3-3*x8
+7*x2-8*x7, (6, 2) = 1-x3-x1, (6, 3) = x7+x8-x2, (6, 4) = 1+1/2*x4-1/2*x3-3/2*
x6+x1, (6, 5) = 1-1/2*x5, (6, 6) = 1-x4-x5-1/2*x6+x8-2*x2+2*x7, (6, 7) = -3/2*
x8-1/2*x3+7/2*x2-3*x7+3/4*x6+1/2*x1+1+1/2*x4+1/2*x5, (6, 8) = 1+1/2*x3-1/2*x4+
x1-x7+x2, (6, 9) = 2*x8+x3-3*x2+3*x7-x5-x6, (6, 10) = -x4+x3-2*x2+2*x7+x6-x1,
(6, 11) = -x1+x5+x6-x8, (6, 12) = x5-x2+x3, (7, 1) = 2*x1-x5-2*x6+2*x7+2*x8, (
7, 2) = -x3+x4-2*x6+2*x7-2*x2, (7, 3) = -x1+x5+1/2*x6-x7+x2-x8-1/2*x3+1/2*x4,
(7, 4) = 3/2*x3-3/2*x4+3/2*x6, (7, 5) = 2+x4+1/2*x5+x6-2*x3-3*x8+7*x2-7*x7+x1,
(7, 6) = -2-2*x5-5*x6+2*x3+12*x7-12*x2+6*x8, (7, 7) = -x7+1/2*x5+1/2*x6, (7, 8
) = x3, (7, 9) = 2+1/2*x5+2*x6-2*x3-6*x7+6*x2-3*x8, (7, 10) = -2-2*x5-4*x6+2*
x3+6*x8-10*x2+10*x7, (7, 11) = -2*x8+3*x2-3*x7+x5+5/2*x6-x1, (7, 12) = -2*x8+2
*x2+x6, (8, 1) = 4+4*x4+3*x5+5*x6-6*x3-10*x8+20*x2-20*x7, (8, 2) = 2*x7+2*x8-2
*x2-2*x1, (8, 3) = 2-7*x7-3*x8+7*x2+x1+x5+2*x6-2*x3+x4, (8, 4) = 2+1/2*x4-5/2*
x6-3/2*x3+2*x1, (8, 5) = -x4+5*x8+2*x3-8*x2+8*x7-5/2*x5-5/2*x6, (8, 6) = -4*x2
+4*x7-4*x1, (8, 7) = 2-1/2*x4-1/2*x5+1/2*x3+x2-x7+x1, (8, 8) = 2-1/2*x4-1/2*x6
-1/2*x3-x8+x2-x7+x1, (8, 9) = -x4+4*x8+2*x3-5*x2+5*x7-2*x5-x6+x1, (8, 10) = -4
*x1+2*x5+3*x6-4*x8, (8, 11) = x3+x5+1/2*x6, (8, 12) = x4-2*x8+x3+6*x2-6*x7+2*
x5+x6+2*x1, (9, 1) = 2-2*x4+10*x7-10*x2-3*x5-4*x6+4*x8, (9, 2) = x3+4*x1-x5-3*
x6+2*x7-2*x2+4*x8, (9, 3) = 2+x6-x3-2*x8+5*x2-5*x7+x1, (9, 4) = -3*x1+3/2*x5+2
*x6-x7+x2-3*x8, (9, 5) = 1/2*x4+x8-1/2*x3-x2+x7-1/2*x6-x1, (9, 6) = 4*x1-x6+2*
x8, (9, 7) = -x3+x4+1/2*x5-2*x7+2*x2-x8, (9, 8) = -x1+x5+3/2*x6-x7+x2-2*x8, (9
, 9) = x6-2*x1, (9, 10) = 2+x5+2*x6-2*x3+x4+2*x1-8*x7+8*x2-4*x8, (9, 11) = -1/
2*x4+2*x8+3/2*x3-4*x2+4*x7-x5-3/2*x6, (9, 12) = -2-5*x4-5*x5-5*x6+7*x3+12*x8-\
22*x2+22*x7, (10, 1) = 1-x4-x5-1/2*x6+x8-2*x2+2*x7, (10, 2) = -1/2*x6+x1+x8, (
10, 3) = -1/2*x3+1+x1-3*x7+3*x2-x8+1/2*x4, (10, 4) = -x1+1/2*x5+1/2*x6-x8, (10
, 5) = -1/2*x3+1/2*x4-1/2*x5-3/2*x6+2*x7-2*x2+x8, (10, 6) = x5+3/2*x6-2*x7+2*
x2-x8, (10, 9) = 1/2*x6-x1, (10, 10) = x1, (10, 11) = 1+1/2*x5+x6-1/2*x3+1/2*
x4-4*x7+4*x2-2*x8, (10, 12) = -1-2*x4-2*x5-5/2*x6+3*x3+5*x8-10*x2+10*x7, (11,
1) = x4-x3+2*x2-4*x7+x5+2*x6-2*x1, (11, 2) = 4+x5+4*x6-3*x3-6*x8+12*x2-12*x7,
(11, 3) = -2*x5-4*x6+8*x7-8*x2+4*x8, (11, 4) = x4+2*x1-3*x6+2*x7-2*x2+2*x8, (
11, 5) = x6, (11, 6) = 4+2*x5+6*x6-2*x3-16*x7+16*x2-8*x8, (11, 7) = 1/2*x3-1/2
*x4-x1-1/2*x5-1/2*x6+4*x7-3*x2+x8, (11, 8) = x5, (11, 9) = x4, (11, 10) = -2*
x4+2*x8+3*x3-4*x2+4*x7-x5, (11, 11) = -x4+2*x8+x3-4*x2+4*x7-x5-x6, (11, 12) =
x4-4*x8-x3+2*x2-4*x7+3*x5+2*x6-2*x1, (12, 1) = -x3+x4-2*x7+2*x2, (12, 2) = 2+
x5+2*x6-2*x3+x4-8*x7+8*x2-4*x8, (12, 3) = -1/2*x4+2*x8+1/2*x3-4*x2+4*x7-x5-3/2
*x6, (12, 4) = x8-x2+x7-x6+x1, (12, 5) = -x8+x2-x7+1/2*x5+3/2*x6-x1, (12, 7) =
-1/2*x4+2*x8+1/2*x3-4*x2+4*x7-x5-3/2*x6, (12, 8) = -x8+x2-x7+x5+x6-x1, (12, 9)
= 1/2*x6, (12, 10) = x3, (12, 11) = -x4+x8+x3-2*x2+2*x7-1/2*x5, (12, 12) = -x3
+x4+x5-2*x7+2*x2-2*x8, (13, 1) = x4-2*x8+x3+6*x2-6*x7+2*x5+x6+2*x1, (13, 2) =
-4*x1+2*x5+3*x6-4*x8, (13, 3) = x3+x5+1/2*x6, (13, 4) = -x4+4*x8+2*x3-5*x2+5*
x7-2*x5-x6+x1, (13, 5) = 2-1/2*x4-1/2*x6-1/2*x3-x8+x2-x7+x1, (13, 6) = -4*x2+4
*x7-4*x1, (13, 7) = 2-1/2*x4-1/2*x5+1/2*x3+x2-x7+x1, (13, 8) = -x4+5*x8+2*x3-8
*x2+8*x7-5/2*x5-5/2*x6, (13, 9) = 2+1/2*x4-5/2*x6-3/2*x3+2*x1, (13, 10) = 2*x7
+2*x8-2*x2-2*x1, (13, 11) = 2-7*x7-3*x8+7*x2+x1+x5+2*x6-2*x3+x4, (13, 12) = 4+
4*x4+3*x5+5*x6-6*x3-10*x8+20*x2-20*x7, (14, 1) = x5-x2+x3, (14, 2) = -x4+x3-2*
x2+2*x7+x6-x1, (14, 3) = -x1+x5+x6-x8, (14, 4) = 2*x8+x3-3*x2+3*x7-x5-x6, (14,
5) = 1+1/2*x3-1/2*x4+x1-x7+x2, (14, 6) = 1-x4-x5-1/2*x6+x8-2*x2+2*x7, (14, 7)
= -3/2*x8-1/2*x3+7/2*x2-3*x7+3/4*x6+1/2*x1+1+1/2*x4+1/2*x5, (14, 8) = 1-1/2*x5
, (14, 9) = 1+1/2*x4-1/2*x3-3/2*x6+x1, (14, 10) = 1-x3-x1, (14, 11) = x7+x8-x2
, (14, 12) = 2+x4+x5+5/2*x6-2*x3-3*x8+7*x2-8*x7, (15, 1) = -2*x8+2*x2+x6, (15,
2) = -2-2*x5-4*x6+2*x3+6*x8-10*x2+10*x7, (15, 3) = -2*x8+3*x2-3*x7+x5+5/2*x6-
x1, (15, 4) = 2+1/2*x5+2*x6-2*x3-6*x7+6*x2-3*x8, (15, 5) = x3, (15, 6) = -2-2*
x5-5*x6+2*x3+12*x7-12*x2+6*x8, (15, 7) = -x7+1/2*x5+1/2*x6, (15, 8) = 2+x4+1/2
*x5+x6-2*x3-3*x8+7*x2-7*x7+x1, (15, 9) = 3/2*x3-3/2*x4+3/2*x6, (15, 10) = -x3+
x4-2*x6+2*x7-2*x2, (15, 11) = -x1+x5+1/2*x6-x7+x2-x8-1/2*x3+1/2*x4, (15, 12) =
2*x1-x5-2*x6+2*x7+2*x8, (16, 1) = -x8+x2+1/2*x6, (16, 2) = -1-x5-5/2*x6+x3+6*
x7-6*x2+3*x8, (16, 3) = x2-x7+1/2*x6, (16, 4) = 1+1/2*x5+3/2*x6-x3-2*x8+4*x2-4
*x7, (16, 6) = -x6+x4, (16, 7) = -1/2*x1+1/2*x5+3/4*x6-x7+1/2*x2-1/2*x8, (16,
8) = x1-1/2*x5-x6+x7-x2+x8, (16, 9) = 1/2*x3+1/2*x6-1/2*x4, (16, 11) = -1/2*x3
+1/2*x4-x6+x7-x2, (16, 12) = x2, (17, 1) = -x3+x4+x5-2*x7+2*x2-2*x8, (17, 2) =
x3, (17, 3) = -x4+x8+x3-2*x2+2*x7-1/2*x5, (17, 4) = 1/2*x6, (17, 5) = -x8+x2-
x7+x5+x6-x1, (17, 7) = -1/2*x4+2*x8+1/2*x3-4*x2+4*x7-x5-3/2*x6, (17, 8) = -x8+
x2-x7+1/2*x5+3/2*x6-x1, (17, 9) = x8-x2+x7-x6+x1, (17, 10) = 2+x5+2*x6-2*x3+x4
-8*x7+8*x2-4*x8, (17, 11) = -1/2*x4+2*x8+1/2*x3-4*x2+4*x7-x5-3/2*x6, (17, 12)
= -x3+x4-2*x7+2*x2, (18, 1) = -1-2*x4-2*x5-5/2*x6+3*x3+5*x8-10*x2+10*x7, (18,
2) = x1, (18, 3) = 1+1/2*x5+x6-1/2*x3+1/2*x4-4*x7+4*x2-2*x8, (18, 4) = 1/2*x6-
x1, (18, 6) = x5+3/2*x6-2*x7+2*x2-x8, (18, 8) = -1/2*x3+1/2*x4-1/2*x5-3/2*x6+2
*x7-2*x2+x8, (18, 9) = -x1+1/2*x5+1/2*x6-x8, (18, 10) = -1/2*x6+x1+x8, (18, 11
) = -1/2*x3+1+x1-3*x7+3*x2-x8+1/2*x4, (18, 12) = 1-x4-x5-1/2*x6+x8-2*x2+2*x7,
(19, 1) = x4-4*x8-x3+2*x2-4*x7+3*x5+2*x6-2*x1, (19, 2) = -2*x4+2*x8+3*x3-4*x2+
4*x7-x5, (19, 3) = -x4+2*x8+x3-4*x2+4*x7-x5-x6, (19, 4) = x4, (19, 5) = x5, (
19, 6) = 4+2*x5+6*x6-2*x3-16*x7+16*x2-8*x8, (19, 7) = 1/2*x3-1/2*x4-x1-1/2*x5-\
1/2*x6+4*x7-3*x2+x8, (19, 8) = x6, (19, 9) = x4+2*x1-3*x6+2*x7-2*x2+2*x8, (19,
10) = 4+x5+4*x6-3*x3-6*x8+12*x2-12*x7, (19, 11) = -2*x5-4*x6+8*x7-8*x2+4*x8, (
19, 12) = x4-x3+2*x2-4*x7+x5+2*x6-2*x1, (20, 1) = -2-5*x4-5*x5-5*x6+7*x3+12*x8
-22*x2+22*x7, (20, 2) = 2+x5+2*x6-2*x3+x4+2*x1-8*x7+8*x2-4*x8, (20, 3) = -1/2*
x4+2*x8+3/2*x3-4*x2+4*x7-x5-3/2*x6, (20, 4) = x6-2*x1, (20, 5) = -x1+x5+3/2*x6
-x7+x2-2*x8, (20, 6) = 4*x1-x6+2*x8, (20, 7) = -x3+x4+1/2*x5-2*x7+2*x2-x8, (20
, 8) = 1/2*x4+x8-1/2*x3-x2+x7-1/2*x6-x1, (20, 9) = -3*x1+3/2*x5+2*x6-x7+x2-3*
x8, (20, 10) = x3+4*x1-x5-3*x6+2*x7-2*x2+4*x8, (20, 11) = 2+x6-x3-2*x8+5*x2-5*
x7+x1, (20, 12) = 2-2*x4+10*x7-10*x2-3*x5-4*x6+4*x8, (21, 1) = -x3+x4+2*x5+3*
x6-8*x7+8*x2-4*x8, (21, 2) = -2*x1+x5+2*x6-2*x7+2*x2-2*x8, (21, 3) = x1-1/2*x5
-x6+x7-x2+x8+x3, (21, 4) = x1-1/2*x5-1/2*x6+x7-x2+x8, (21, 5) = -1/2*x3+1/2*x4
-3/2*x6+2*x7-2*x2, (21, 6) = -4*x1+2*x5+4*x6-4*x7+4*x2-4*x8, (21, 7) = 3/2*x3-\
3/2*x4-3/2*x5-3/2*x6+6*x7-6*x2+3*x8, (21, 8) = -1/2*x5+x8, (21, 9) = x8-x2+x7-
x6+x1, (21, 11) = 2+x5+2*x6-2*x3+x4-8*x7+8*x2-4*x8, (21, 12) = 2*x4-2*x8-2*x3+
4*x2-4*x7+x5, (22, 1) = -x8+x3+x2+1/2*x6, (22, 2) = -1+1/2*x6+x3+x8-2*x2+2*x7-
x1, (22, 3) = -x8+x2+x6+1/2*x5-x7, (22, 4) = 1-1/2*x5-x3+x2-x7, (22, 5) = -1-
x5-x6+5/2*x3-3/2*x4+6*x7-6*x2+3*x8, (22, 6) = -1+x4-x5-7/2*x6+3*x8-6*x2+6*x7,
(22, 7) = 1+1/2*x4+1/2*x5+3/4*x6-1/2*x3-3/2*x8+7/2*x2-4*x7+1/2*x1, (22, 8) = 1
-1/2*x5-1/2*x6-x3, (22, 9) = -x4+x3-x2+x7+1/2*x6, (22, 10) = -x3+x4-1/2*x6-x1+
x5-x8, (22, 11) = -1/2*x6+x1+x8, (22, 12) = 2+x4-2*x3-2*x8+7*x2-6*x7+2*x1, (23
, 1) = -2*x7-2*x8-2*x1+2*x5+2*x6, (23, 2) = -2*x4+2*x8+2*x3-2*x2+2*x7-x5+x6, (
23, 3) = -x8-x2+x7+1/2*x5+1/2*x6-x1, (23, 4) = x4+x8-2*x2+2*x7-1/2*x5-3/2*x6,
(23, 5) = x8+x3-x2+x7-x6+x1, (23, 6) = 2+3*x6-2*x4-4*x7+4*x2-2*x8, (23, 7) = 
x7, (23, 8) = 2+x4+x5+5/2*x6-2*x3-4*x8+8*x2-8*x7, (23, 9) = 1/2*x4+x8+1/2*x3-
x2+x7-3/2*x6+x1, (23, 10) = 2-2*x3-2*x7+2*x2-2*x8, (23, 11) = x7-x2+x8-x1, (23
, 12) = 2*x8-2*x2, (24, 1) = -1-3*x4-3*x5-2*x6+4*x3+6*x8-11*x2+12*x7, (24, 2)
= 1+x4-1/2*x6-x3-x8+2*x2-2*x7+x1, (24, 3) = -1-x4+4*x8+2*x3-7*x2+7*x7-3/2*x5-2
*x6, (24, 4) = 1+1/2*x5+2*x6-x3-x1-4*x7+4*x2-2*x8, (24, 5) = -x1+x5+3/2*x6-x7+
x2-2*x8, (24, 6) = x4+3*x8-2*x2+2*x7-x5-7/2*x6+4*x1, (24, 7) = x4-3/2*x8-x3+5/
2*x2-3*x7+x5+3/4*x6-1/2*x1, (24, 8) = x8, (24, 9) = -1/2*x4-2*x8+1/2*x3+x2-x7+
x5+2*x6-2*x1, (24, 10) = 3*x8+x3-2*x2+2*x7-x5-5/2*x6+3*x1, (24, 11) = 1-x3-x7+
x2-x8, (24, 12) = 1-x4-2*x5-7/2*x6+3*x8-7*x2+8*x7},datatype = anything,storage
= rectangular,order = Fortran_order,shape = [])