:: POLYEQ_5 semantic presentation

REAL is set
NAT is non zero epsilon-transitive epsilon-connected ordinal Element of K6(REAL)
K6(REAL) is set
COMPLEX is set
K7(NAT,REAL) is set
K6(K7(NAT,REAL)) is set
K7(NAT,COMPLEX) is set
K6(K7(NAT,COMPLEX)) is set
K7(COMPLEX,COMPLEX) is set
K6(K7(COMPLEX,COMPLEX)) is set
K7(REAL,REAL) is set
K6(K7(REAL,REAL)) is set
NAT is non zero epsilon-transitive epsilon-connected ordinal set
K6(NAT) is set
K6(NAT) is set
RAT is set
INT is set
K7(K7(COMPLEX,COMPLEX),COMPLEX) is set
K6(K7(K7(COMPLEX,COMPLEX),COMPLEX)) is set
K7(K7(REAL,REAL),REAL) is set
K6(K7(K7(REAL,REAL),REAL)) is set
K7(RAT,RAT) is set
K6(K7(RAT,RAT)) is set
K7(K7(RAT,RAT),RAT) is set
K6(K7(K7(RAT,RAT),RAT)) is set
K7(INT,INT) is set
K6(K7(INT,INT)) is set
K7(K7(INT,INT),INT) is set
K6(K7(K7(INT,INT),INT)) is set
K7(NAT,NAT) is set
K7(K7(NAT,NAT),NAT) is set
K6(K7(K7(NAT,NAT),NAT)) is set
0 is zero epsilon-transitive epsilon-connected ordinal T-Sequence-like c=-linear natural complex real ext-real non positive non negative Element of NAT
1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
2 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
PI is complex real ext-real Element of REAL
K320(2,PI) is complex real ext-real Element of REAL
<i> is complex Element of COMPLEX
cos 0 is complex real ext-real Element of REAL
sin 0 is complex real ext-real Element of REAL
z is complex set
z * z is complex set
z |^ 2 is complex set
z |^ 1 is complex set
(z |^ 1) * z is complex set
1 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
z |^ (1 + 1) is complex set
3 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
z is complex set
z * z is complex set
(z * z) * z is complex set
z |^ 3 is complex set
z |^ 2 is complex set
(z |^ 2) * z is complex set
2 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
z |^ (2 + 1) is complex set
4 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
z is complex set
z * z is complex set
(z * z) * z is complex set
((z * z) * z) * z is complex set
z |^ 4 is complex set
z |^ 3 is complex set
(z |^ 3) * z is complex set
3 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
z |^ (3 + 1) is complex set
z is complex set
z |^ 2 is complex set
2 * z is complex set
a2 is complex set
z - a2 is complex set
(z - a2) |^ 2 is complex set
(2 * z) * a2 is complex set
(z |^ 2) - ((2 * z) * a2) is complex set
a2 |^ 2 is complex set
((z |^ 2) - ((2 * z) * a2)) + (a2 |^ 2) is complex set
(z - a2) * (z - a2) is complex set
z ^2 is complex set
z * z is complex set
(z ^2) - ((2 * z) * a2) is complex set
a2 ^2 is complex set
a2 * a2 is complex set
((z ^2) - ((2 * z) * a2)) + (a2 ^2) is complex set
((z |^ 2) - ((2 * z) * a2)) + (a2 * a2) is complex set
z is complex set
z |^ 3 is complex set
z |^ 2 is complex set
3 * (z |^ 2) is complex set
a2 is complex set
z - a2 is complex set
(z - a2) |^ 3 is complex set
(3 * (z |^ 2)) * a2 is complex set
(z |^ 3) - ((3 * (z |^ 2)) * a2) is complex set
a2 |^ 2 is complex set
3 * (a2 |^ 2) is complex set
(3 * (a2 |^ 2)) * z is complex set
((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((3 * (a2 |^ 2)) * z) is complex set
a2 |^ 3 is complex set
(((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((3 * (a2 |^ 2)) * z)) - (a2 |^ 3) is complex set
2 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(z - a2) |^ (2 + 1) is complex set
(z - a2) |^ 2 is complex set
((z - a2) |^ 2) * (z - a2) is complex set
2 * z is complex set
(2 * z) * a2 is complex set
(z |^ 2) - ((2 * z) * a2) is complex set
((z |^ 2) - ((2 * z) * a2)) + (a2 |^ 2) is complex set
(((z |^ 2) - ((2 * z) * a2)) + (a2 |^ 2)) * (z - a2) is complex set
(z |^ 2) * z is complex set
(z |^ 2) * a2 is complex set
((z |^ 2) * z) - ((z |^ 2) * a2) is complex set
((2 * z) * a2) * z is complex set
((2 * z) * a2) * a2 is complex set
(((2 * z) * a2) * z) - (((2 * z) * a2) * a2) is complex set
(((z |^ 2) * z) - ((z |^ 2) * a2)) - ((((2 * z) * a2) * z) - (((2 * z) * a2) * a2)) is complex set
(a2 |^ 2) * z is complex set
(a2 |^ 2) * a2 is complex set
((a2 |^ 2) * z) - ((a2 |^ 2) * a2) is complex set
((((z |^ 2) * z) - ((z |^ 2) * a2)) - ((((2 * z) * a2) * z) - (((2 * z) * a2) * a2))) + (((a2 |^ 2) * z) - ((a2 |^ 2) * a2)) is complex set
a2 |^ (2 + 1) is complex set
((a2 |^ 2) * z) - (a2 |^ (2 + 1)) is complex set
((((z |^ 2) * z) - ((z |^ 2) * a2)) - ((((2 * z) * a2) * z) - (((2 * z) * a2) * a2))) + (((a2 |^ 2) * z) - (a2 |^ (2 + 1))) is complex set
(z |^ 3) - ((z |^ 2) * a2) is complex set
z * z is complex set
2 * (z * z) is complex set
(2 * (z * z)) * a2 is complex set
((2 * (z * z)) * a2) - (((2 * z) * a2) * a2) is complex set
((z |^ 3) - ((z |^ 2) * a2)) - (((2 * (z * z)) * a2) - (((2 * z) * a2) * a2)) is complex set
((a2 |^ 2) * z) - (a2 |^ 3) is complex set
(((z |^ 3) - ((z |^ 2) * a2)) - (((2 * (z * z)) * a2) - (((2 * z) * a2) * a2))) + (((a2 |^ 2) * z) - (a2 |^ 3)) is complex set
z |^ 1 is complex set
(z |^ 1) * z is complex set
2 * ((z |^ 1) * z) is complex set
(2 * ((z |^ 1) * z)) * a2 is complex set
((2 * ((z |^ 1) * z)) * a2) - (((2 * z) * a2) * a2) is complex set
((z |^ 3) - ((z |^ 2) * a2)) - (((2 * ((z |^ 1) * z)) * a2) - (((2 * z) * a2) * a2)) is complex set
(((z |^ 3) - ((z |^ 2) * a2)) - (((2 * ((z |^ 1) * z)) * a2) - (((2 * z) * a2) * a2))) + (((a2 |^ 2) * z) - (a2 |^ 3)) is complex set
1 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
z |^ (1 + 1) is complex set
2 * (z |^ (1 + 1)) is complex set
(2 * (z |^ (1 + 1))) * a2 is complex set
((2 * (z |^ (1 + 1))) * a2) - (((2 * z) * a2) * a2) is complex set
((z |^ 3) - ((z |^ 2) * a2)) - (((2 * (z |^ (1 + 1))) * a2) - (((2 * z) * a2) * a2)) is complex set
(((z |^ 3) - ((z |^ 2) * a2)) - (((2 * (z |^ (1 + 1))) * a2) - (((2 * z) * a2) * a2))) + (((a2 |^ 2) * z) - (a2 |^ 3)) is complex set
a2 * a2 is complex set
2 * (a2 * a2) is complex set
(2 * (a2 * a2)) * z is complex set
((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * (a2 * a2)) * z) is complex set
(((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * (a2 * a2)) * z)) + ((a2 |^ 2) * z) is complex set
((((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * (a2 * a2)) * z)) + ((a2 |^ 2) * z)) - (a2 |^ 3) is complex set
a2 |^ 1 is complex set
(a2 |^ 1) * a2 is complex set
2 * ((a2 |^ 1) * a2) is complex set
(2 * ((a2 |^ 1) * a2)) * z is complex set
((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * ((a2 |^ 1) * a2)) * z) is complex set
(((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * ((a2 |^ 1) * a2)) * z)) + ((a2 |^ 2) * z) is complex set
((((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * ((a2 |^ 1) * a2)) * z)) + ((a2 |^ 2) * z)) - (a2 |^ 3) is complex set
a2 |^ (1 + 1) is complex set
2 * (a2 |^ (1 + 1)) is complex set
(2 * (a2 |^ (1 + 1))) * z is complex set
((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * (a2 |^ (1 + 1))) * z) is complex set
(((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * (a2 |^ (1 + 1))) * z)) + ((a2 |^ 2) * z) is complex set
((((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((2 * (a2 |^ (1 + 1))) * z)) + ((a2 |^ 2) * z)) - (a2 |^ 3) is complex set
6 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
z is complex set
z |^ 4 is complex set
z |^ 3 is complex set
4 * (z |^ 3) is complex set
z |^ 2 is complex set
6 * (z |^ 2) is complex set
a2 is complex set
z - a2 is complex set
(z - a2) |^ 4 is complex set
(4 * (z |^ 3)) * a2 is complex set
(z |^ 4) - ((4 * (z |^ 3)) * a2) is complex set
a2 |^ 2 is complex set
(6 * (z |^ 2)) * (a2 |^ 2) is complex set
((z |^ 4) - ((4 * (z |^ 3)) * a2)) + ((6 * (z |^ 2)) * (a2 |^ 2)) is complex set
a2 |^ 3 is complex set
4 * (a2 |^ 3) is complex set
(4 * (a2 |^ 3)) * z is complex set
(((z |^ 4) - ((4 * (z |^ 3)) * a2)) + ((6 * (z |^ 2)) * (a2 |^ 2))) - ((4 * (a2 |^ 3)) * z) is complex set
a2 |^ 4 is complex set
((((z |^ 4) - ((4 * (z |^ 3)) * a2)) + ((6 * (z |^ 2)) * (a2 |^ 2))) - ((4 * (a2 |^ 3)) * z)) + (a2 |^ 4) is complex set
3 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(z - a2) |^ (3 + 1) is complex set
(z - a2) |^ 3 is complex set
((z - a2) |^ 3) * (z - a2) is complex set
3 * (z |^ 2) is complex set
(3 * (z |^ 2)) * a2 is complex set
(z |^ 3) - ((3 * (z |^ 2)) * a2) is complex set
3 * (a2 |^ 2) is complex set
(3 * (a2 |^ 2)) * z is complex set
((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((3 * (a2 |^ 2)) * z) is complex set
(((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((3 * (a2 |^ 2)) * z)) - (a2 |^ 3) is complex set
((((z |^ 3) - ((3 * (z |^ 2)) * a2)) + ((3 * (a2 |^ 2)) * z)) - (a2 |^ 3)) * (z - a2) is complex set
(z |^ 3) * z is complex set
(z |^ 3) * a2 is complex set
((z |^ 3) * z) - ((z |^ 3) * a2) is complex set
((3 * (z |^ 2)) * a2) * z is complex set
- (((3 * (z |^ 2)) * a2) * z) is complex set
((3 * (z |^ 2)) * a2) * a2 is complex set
(- (((3 * (z |^ 2)) * a2) * z)) + (((3 * (z |^ 2)) * a2) * a2) is complex set
(((z |^ 3) * z) - ((z |^ 3) * a2)) + ((- (((3 * (z |^ 2)) * a2) * z)) + (((3 * (z |^ 2)) * a2) * a2)) is complex set
((3 * (a2 |^ 2)) * z) * z is complex set
((3 * (a2 |^ 2)) * z) * a2 is complex set
(((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2) is complex set
((((z |^ 3) * z) - ((z |^ 3) * a2)) + ((- (((3 * (z |^ 2)) * a2) * z)) + (((3 * (z |^ 2)) * a2) * a2))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2)) is complex set
(a2 |^ 3) * z is complex set
- ((a2 |^ 3) * z) is complex set
(a2 |^ 3) * a2 is complex set
(- ((a2 |^ 3) * z)) + ((a2 |^ 3) * a2) is complex set
(((((z |^ 3) * z) - ((z |^ 3) * a2)) + ((- (((3 * (z |^ 2)) * a2) * z)) + (((3 * (z |^ 2)) * a2) * a2))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + ((a2 |^ 3) * a2)) is complex set
a2 |^ (3 + 1) is complex set
(- ((a2 |^ 3) * z)) + (a2 |^ (3 + 1)) is complex set
(((((z |^ 3) * z) - ((z |^ 3) * a2)) + ((- (((3 * (z |^ 2)) * a2) * z)) + (((3 * (z |^ 2)) * a2) * a2))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + (a2 |^ (3 + 1))) is complex set
(z |^ 4) - ((z |^ 3) * a2) is complex set
(z |^ 2) * z is complex set
3 * ((z |^ 2) * z) is complex set
(3 * ((z |^ 2) * z)) * a2 is complex set
- ((3 * ((z |^ 2) * z)) * a2) is complex set
(- ((3 * ((z |^ 2) * z)) * a2)) + (((3 * (z |^ 2)) * a2) * a2) is complex set
((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * ((z |^ 2) * z)) * a2)) + (((3 * (z |^ 2)) * a2) * a2)) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * ((z |^ 2) * z)) * a2)) + (((3 * (z |^ 2)) * a2) * a2))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2)) is complex set
(- ((a2 |^ 3) * z)) + (a2 |^ 4) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * ((z |^ 2) * z)) * a2)) + (((3 * (z |^ 2)) * a2) * a2))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
2 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
z |^ (2 + 1) is complex set
3 * (z |^ (2 + 1)) is complex set
(3 * (z |^ (2 + 1))) * a2 is complex set
- ((3 * (z |^ (2 + 1))) * a2) is complex set
(- ((3 * (z |^ (2 + 1))) * a2)) + (((3 * (z |^ 2)) * a2) * a2) is complex set
((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ (2 + 1))) * a2)) + (((3 * (z |^ 2)) * a2) * a2)) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ (2 + 1))) * a2)) + (((3 * (z |^ 2)) * a2) * a2))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ (2 + 1))) * a2)) + (((3 * (z |^ 2)) * a2) * a2))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
3 * (z |^ 3) is complex set
(3 * (z |^ 3)) * a2 is complex set
- ((3 * (z |^ 3)) * a2) is complex set
a2 * a2 is complex set
(3 * (z |^ 2)) * (a2 * a2) is complex set
(- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 * a2)) is complex set
((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 * a2))) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 * a2)))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 * a2)))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
a2 |^ 1 is complex set
(a2 |^ 1) * a2 is complex set
(3 * (z |^ 2)) * ((a2 |^ 1) * a2) is complex set
(- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * ((a2 |^ 1) * a2)) is complex set
((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * ((a2 |^ 1) * a2))) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * ((a2 |^ 1) * a2)))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * ((a2 |^ 1) * a2)))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
1 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
a2 |^ (1 + 1) is complex set
(3 * (z |^ 2)) * (a2 |^ (1 + 1)) is complex set
(- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ (1 + 1))) is complex set
((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ (1 + 1)))) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ (1 + 1))))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ (1 + 1))))) + ((((3 * (a2 |^ 2)) * z) * z) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
(3 * (z |^ 2)) * (a2 |^ 2) is complex set
(- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)) is complex set
((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2))) is complex set
z * z is complex set
(3 * (a2 |^ 2)) * (z * z) is complex set
((3 * (a2 |^ 2)) * (z * z)) - (((3 * (a2 |^ 2)) * z) * a2) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * (z * z)) - (((3 * (a2 |^ 2)) * z) * a2)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * (z * z)) - (((3 * (a2 |^ 2)) * z) * a2))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
z |^ 1 is complex set
(z |^ 1) * z is complex set
(3 * (a2 |^ 2)) * ((z |^ 1) * z) is complex set
(3 * (a2 |^ 2)) * a2 is complex set
((3 * (a2 |^ 2)) * a2) * z is complex set
((3 * (a2 |^ 2)) * ((z |^ 1) * z)) - (((3 * (a2 |^ 2)) * a2) * z) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * ((z |^ 1) * z)) - (((3 * (a2 |^ 2)) * a2) * z)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * ((z |^ 1) * z)) - (((3 * (a2 |^ 2)) * a2) * z))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
z |^ (1 + 1) is complex set
(3 * (a2 |^ 2)) * (z |^ (1 + 1)) is complex set
(a2 |^ 2) * a2 is complex set
3 * ((a2 |^ 2) * a2) is complex set
(3 * ((a2 |^ 2) * a2)) * z is complex set
((3 * (a2 |^ 2)) * (z |^ (1 + 1))) - ((3 * ((a2 |^ 2) * a2)) * z) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * (z |^ (1 + 1))) - ((3 * ((a2 |^ 2) * a2)) * z)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * (z |^ (1 + 1))) - ((3 * ((a2 |^ 2) * a2)) * z))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
(3 * (a2 |^ 2)) * (z |^ 2) is complex set
a2 |^ (2 + 1) is complex set
3 * (a2 |^ (2 + 1)) is complex set
(3 * (a2 |^ (2 + 1))) * z is complex set
((3 * (a2 |^ 2)) * (z |^ 2)) - ((3 * (a2 |^ (2 + 1))) * z) is complex set
(((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * (z |^ 2)) - ((3 * (a2 |^ (2 + 1))) * z)) is complex set
((((z |^ 4) - ((z |^ 3) * a2)) + ((- ((3 * (z |^ 3)) * a2)) + ((3 * (z |^ 2)) * (a2 |^ 2)))) + (((3 * (a2 |^ 2)) * (z |^ 2)) - ((3 * (a2 |^ (2 + 1))) * z))) + ((- ((a2 |^ 3) * z)) + (a2 |^ 4)) is complex set
z is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative set
a2 is complex set
|.a2.| is complex real ext-real Element of REAL
z -root |.a2.| is complex real ext-real set
Arg a2 is complex real ext-real Element of REAL
(Arg a2) / z is complex real ext-real Element of COMPLEX
cos ((Arg a2) / z) is complex real ext-real set
sin ((Arg a2) / z) is complex real ext-real set
(sin ((Arg a2) / z)) * <i> is complex set
(cos ((Arg a2) / z)) + ((sin ((Arg a2) / z)) * <i>) is complex set
(z -root |.a2.|) * ((cos ((Arg a2) / z)) + ((sin ((Arg a2) / z)) * <i>)) is complex set
z is complex set
a2 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative set
(a2,z) is complex set
|.z.| is complex real ext-real Element of REAL
a2 -root |.z.| is complex real ext-real set
Arg z is complex real ext-real Element of REAL
(Arg z) / a2 is complex real ext-real Element of COMPLEX
cos ((Arg z) / a2) is complex real ext-real set
sin ((Arg z) / a2) is complex real ext-real set
(sin ((Arg z) / a2)) * <i> is complex set
(cos ((Arg z) / a2)) + ((sin ((Arg z) / a2)) * <i>) is complex set
(a2 -root |.z.|) * ((cos ((Arg z) / a2)) + ((sin ((Arg z) / a2)) * <i>)) is complex set
(a2,z) |^ a2 is complex set
a1 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
a1 -root |.z.| is complex real ext-real set
2 * PI is complex real ext-real Element of REAL
(2 * PI) * 0 is complex real ext-real Element of REAL
(Arg z) + ((2 * PI) * 0) is complex real ext-real Element of REAL
((Arg z) + ((2 * PI) * 0)) / a1 is complex real ext-real Element of COMPLEX
cos (((Arg z) + ((2 * PI) * 0)) / a1) is complex real ext-real set
(a1 -root |.z.|) * (cos (((Arg z) + ((2 * PI) * 0)) / a1)) is complex real ext-real set
sin (((Arg z) + ((2 * PI) * 0)) / a1) is complex real ext-real set
(a1 -root |.z.|) * (sin (((Arg z) + ((2 * PI) * 0)) / a1)) is complex real ext-real set
((a1 -root |.z.|) * (sin (((Arg z) + ((2 * PI) * 0)) / a1))) * <i> is complex set
((a1 -root |.z.|) * (cos (((Arg z) + ((2 * PI) * 0)) / a1))) + (((a1 -root |.z.|) * (sin (((Arg z) + ((2 * PI) * 0)) / a1))) * <i>) is complex set
(((a1 -root |.z.|) * (cos (((Arg z) + ((2 * PI) * 0)) / a1))) + (((a1 -root |.z.|) * (sin (((Arg z) + ((2 * PI) * 0)) / a1))) * <i>)) |^ a1 is complex set
z is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative set
a2 is complex real ext-real set
(z,a2) is complex set
|.a2.| is complex real ext-real Element of REAL
z -root |.a2.| is complex real ext-real set
Arg a2 is complex real ext-real Element of REAL
(Arg a2) / z is complex real ext-real Element of COMPLEX
cos ((Arg a2) / z) is complex real ext-real set
sin ((Arg a2) / z) is complex real ext-real set
(sin ((Arg a2) / z)) * <i> is complex set
(cos ((Arg a2) / z)) + ((sin ((Arg a2) / z)) * <i>) is complex set
(z -root |.a2.|) * ((cos ((Arg a2) / z)) + ((sin ((Arg a2) / z)) * <i>)) is complex set
z -root a2 is complex real ext-real set
a1 is complex real ext-real Element of REAL
Arg a1 is complex real ext-real Element of REAL
z is complex set
a2 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative set
(a2,z) is complex set
|.z.| is complex real ext-real Element of REAL
a2 -root |.z.| is complex real ext-real set
Arg z is complex real ext-real Element of REAL
(Arg z) / a2 is complex real ext-real Element of COMPLEX
cos ((Arg z) / a2) is complex real ext-real set
sin ((Arg z) / a2) is complex real ext-real set
(sin ((Arg z) / a2)) * <i> is complex set
(cos ((Arg z) / a2)) + ((sin ((Arg z) / a2)) * <i>) is complex set
(a2 -root |.z.|) * ((cos ((Arg z) / a2)) + ((sin ((Arg z) / a2)) * <i>)) is complex set
a1 is complex real ext-real set
z / a1 is complex Element of COMPLEX
(a2,(z / a1)) is complex set
|.(z / a1).| is complex real ext-real Element of REAL
a2 -root |.(z / a1).| is complex real ext-real set
Arg (z / a1) is complex real ext-real Element of REAL
(Arg (z / a1)) / a2 is complex real ext-real Element of COMPLEX
cos ((Arg (z / a1)) / a2) is complex real ext-real set
sin ((Arg (z / a1)) / a2) is complex real ext-real set
(sin ((Arg (z / a1)) / a2)) * <i> is complex set
(cos ((Arg (z / a1)) / a2)) + ((sin ((Arg (z / a1)) / a2)) * <i>) is complex set
(a2 -root |.(z / a1).|) * ((cos ((Arg (z / a1)) / a2)) + ((sin ((Arg (z / a1)) / a2)) * <i>)) is complex set
(a2,a1) is complex set
|.a1.| is complex real ext-real Element of REAL
a2 -root |.a1.| is complex real ext-real set
Arg a1 is complex real ext-real Element of REAL
(Arg a1) / a2 is complex real ext-real Element of COMPLEX
cos ((Arg a1) / a2) is complex real ext-real set
sin ((Arg a1) / a2) is complex real ext-real set
(sin ((Arg a1) / a2)) * <i> is complex set
(cos ((Arg a1) / a2)) + ((sin ((Arg a1) / a2)) * <i>) is complex set
(a2 -root |.a1.|) * ((cos ((Arg a1) / a2)) + ((sin ((Arg a1) / a2)) * <i>)) is complex set
(a2,z) / (a2,a1) is complex Element of COMPLEX
1 / a1 is complex real ext-real Element of COMPLEX
0 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
a3 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
z * (1 / a1) is complex set
a0 is complex real ext-real Element of REAL
z * a0 is complex set
Arg (z * a0) is complex real ext-real Element of REAL
|.z.| / |.a1.| is complex real ext-real Element of COMPLEX
a3 -root (|.z.| / |.a1.|) is complex real ext-real set
(Arg z) / a3 is complex real ext-real Element of COMPLEX
cos ((Arg z) / a3) is complex real ext-real set
sin ((Arg z) / a3) is complex real ext-real set
(sin ((Arg z) / a3)) * <i> is complex set
(cos ((Arg z) / a3)) + ((sin ((Arg z) / a3)) * <i>) is complex set
(a3 -root (|.z.| / |.a1.|)) * ((cos ((Arg z) / a3)) + ((sin ((Arg z) / a3)) * <i>)) is complex set
a3 -root |.z.| is complex real ext-real set
a3 -root |.a1.| is complex real ext-real set
(a3 -root |.z.|) / (a3 -root |.a1.|) is complex real ext-real Element of COMPLEX
((a3 -root |.z.|) / (a3 -root |.a1.|)) * ((cos ((Arg z) / a3)) + ((sin ((Arg z) / a3)) * <i>)) is complex set
(a3 -root |.a1.|) / (a3 -root |.z.|) is complex real ext-real Element of COMPLEX
((cos ((Arg z) / a3)) + ((sin ((Arg z) / a3)) * <i>)) / ((a3 -root |.a1.|) / (a3 -root |.z.|)) is complex Element of COMPLEX
(a3 -root |.z.|) * ((cos ((Arg z) / a3)) + ((sin ((Arg z) / a3)) * <i>)) is complex set
((a3 -root |.z.|) * ((cos ((Arg z) / a3)) + ((sin ((Arg z) / a3)) * <i>))) / (a3 -root |.a1.|) is complex Element of COMPLEX
a3 -root a1 is complex real ext-real set
(a2,z) / (a3 -root a1) is complex Element of COMPLEX
z is complex set
(2,z) is complex set
|.z.| is complex real ext-real Element of REAL
2 -root |.z.| is complex real ext-real set
Arg z is complex real ext-real Element of REAL
(Arg z) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg z) / 2) is complex real ext-real set
sin ((Arg z) / 2) is complex real ext-real set
(sin ((Arg z) / 2)) * <i> is complex set
(cos ((Arg z) / 2)) + ((sin ((Arg z) / 2)) * <i>) is complex set
(2 -root |.z.|) * ((cos ((Arg z) / 2)) + ((sin ((Arg z) / 2)) * <i>)) is complex set
- (2,z) is complex set
a2 is complex set
a2 |^ 2 is complex set
(2,z) |^ 2 is complex set
(2,z) * (2,z) is complex set
a2 * a2 is complex set
a2 - (2,z) is complex set
a2 + (2,z) is complex set
(a2 - (2,z)) * (a2 + (2,z)) is complex set
(a2 * a2) - ((2,z) * (2,z)) is complex set
z is complex set
z |^ 2 is complex set
a2 is complex set
a2 * z is complex set
(z |^ 2) + (a2 * z) is complex set
a1 is complex set
a0 is complex set
a1 + a0 is complex set
- (a1 + a0) is complex set
a1 * a0 is complex set
a3 is complex set
((z |^ 2) + (a2 * z)) + a3 is complex set
z - a1 is complex set
z - a0 is complex set
(z - a1) * (z - a0) is complex set
z * z is complex set
(z * z) + (a2 * z) is complex set
((z * z) + (a2 * z)) + a3 is complex set
z is complex set
z |^ 2 is complex set
a2 is complex set
a2 * (z |^ 2) is complex set
2 * a2 is complex set
a1 is complex set
a1 * z is complex set
(a2 * (z |^ 2)) + (a1 * z) is complex set
a1 / (2 * a2) is complex Element of COMPLEX
- (a1 / (2 * a2)) is complex Element of COMPLEX
a0 is complex set
((a2 * (z |^ 2)) + (a1 * z)) + a0 is complex set
delta (a0,a1,a2) is complex set
a1 ^2 is complex set
a1 * a1 is complex set
4 * a0 is complex set
(4 * a0) * a2 is complex set
(a1 ^2) - ((4 * a0) * a2) is complex set
(2,(delta (a0,a1,a2))) is complex set
|.(delta (a0,a1,a2)).| is complex real ext-real Element of REAL
2 -root |.(delta (a0,a1,a2)).| is complex real ext-real set
Arg (delta (a0,a1,a2)) is complex real ext-real Element of REAL
(Arg (delta (a0,a1,a2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (delta (a0,a1,a2))) / 2) is complex real ext-real set
sin ((Arg (delta (a0,a1,a2))) / 2) is complex real ext-real set
(sin ((Arg (delta (a0,a1,a2))) / 2)) * <i> is complex set
(cos ((Arg (delta (a0,a1,a2))) / 2)) + ((sin ((Arg (delta (a0,a1,a2))) / 2)) * <i>) is complex set
(2 -root |.(delta (a0,a1,a2)).|) * ((cos ((Arg (delta (a0,a1,a2))) / 2)) + ((sin ((Arg (delta (a0,a1,a2))) / 2)) * <i>)) is complex set
(2,(delta (a0,a1,a2))) / (2 * a2) is complex Element of COMPLEX
(- (a1 / (2 * a2))) + ((2,(delta (a0,a1,a2))) / (2 * a2)) is complex Element of COMPLEX
(- (a1 / (2 * a2))) - ((2,(delta (a0,a1,a2))) / (2 * a2)) is complex Element of COMPLEX
((- (a1 / (2 * a2))) + ((2,(delta (a0,a1,a2))) / (2 * a2))) + ((- (a1 / (2 * a2))) - ((2,(delta (a0,a1,a2))) / (2 * a2))) is complex Element of COMPLEX
- (((- (a1 / (2 * a2))) + ((2,(delta (a0,a1,a2))) / (2 * a2))) + ((- (a1 / (2 * a2))) - ((2,(delta (a0,a1,a2))) / (2 * a2)))) is complex Element of COMPLEX
(a1 / (2 * a2)) + (a1 / (2 * a2)) is complex Element of COMPLEX
1 / 2 is non zero complex real ext-real positive non negative Element of COMPLEX
a1 / a2 is complex Element of COMPLEX
(1 / 2) * (a1 / a2) is complex Element of COMPLEX
((1 / 2) * (a1 / a2)) + (a1 / (2 * a2)) is complex Element of COMPLEX
((1 / 2) * (a1 / a2)) + ((1 / 2) * (a1 / a2)) is complex Element of COMPLEX
(((a2 * (z |^ 2)) + (a1 * z)) + a0) / a2 is complex Element of COMPLEX
((((a2 * (z |^ 2)) + (a1 * z)) + a0) / a2) * a2 is complex set
(a2 * (z |^ 2)) / a2 is complex Element of COMPLEX
(a1 * z) / a2 is complex Element of COMPLEX
((a2 * (z |^ 2)) / a2) + ((a1 * z) / a2) is complex Element of COMPLEX
a0 / a2 is complex Element of COMPLEX
(((a2 * (z |^ 2)) / a2) + ((a1 * z) / a2)) + (a0 / a2) is complex Element of COMPLEX
((((a2 * (z |^ 2)) / a2) + ((a1 * z) / a2)) + (a0 / a2)) * a2 is complex set
(z |^ 2) + ((a1 * z) / a2) is complex set
((z |^ 2) + ((a1 * z) / a2)) + (a0 / a2) is complex set
(((z |^ 2) + ((a1 * z) / a2)) + (a0 / a2)) * a2 is complex set
z / a2 is complex Element of COMPLEX
a1 * (z / a2) is complex set
(z |^ 2) + (a1 * (z / a2)) is complex set
((z |^ 2) + (a1 * (z / a2))) + (a0 / a2) is complex set
(((z |^ 2) + (a1 * (z / a2))) + (a0 / a2)) * a2 is complex set
a2 / a1 is complex Element of COMPLEX
z / (a2 / a1) is complex Element of COMPLEX
(z |^ 2) + (z / (a2 / a1)) is complex set
((z |^ 2) + (z / (a2 / a1))) + (a0 / a2) is complex set
(((z |^ 2) + (z / (a2 / a1))) + (a0 / a2)) * a2 is complex set
(a1 / a2) * z is complex set
(z |^ 2) + ((a1 / a2) * z) is complex set
((z |^ 2) + ((a1 / a2) * z)) + (a0 / a2) is complex set
(((z |^ 2) + ((a1 / a2) * z)) + (a0 / a2)) * a2 is complex set
((- (a1 / (2 * a2))) + ((2,(delta (a0,a1,a2))) / (2 * a2))) * ((- (a1 / (2 * a2))) - ((2,(delta (a0,a1,a2))) / (2 * a2))) is complex Element of COMPLEX
(a1 / (2 * a2)) * (a1 / (2 * a2)) is complex Element of COMPLEX
((2,(delta (a0,a1,a2))) / (2 * a2)) * ((2,(delta (a0,a1,a2))) / (2 * a2)) is complex Element of COMPLEX
((a1 / (2 * a2)) * (a1 / (2 * a2))) - (((2,(delta (a0,a1,a2))) / (2 * a2)) * ((2,(delta (a0,a1,a2))) / (2 * a2))) is complex Element of COMPLEX
(2 * a2) * (2 * a2) is complex set
(a1 * a1) / ((2 * a2) * (2 * a2)) is complex Element of COMPLEX
((a1 * a1) / ((2 * a2) * (2 * a2))) - (((2,(delta (a0,a1,a2))) / (2 * a2)) * ((2,(delta (a0,a1,a2))) / (2 * a2))) is complex Element of COMPLEX
4 * a2 is complex set
(4 * a2) * a2 is complex set
(a1 * a1) / ((4 * a2) * a2) is complex Element of COMPLEX
(2,(delta (a0,a1,a2))) * (2,(delta (a0,a1,a2))) is complex set
((2,(delta (a0,a1,a2))) * (2,(delta (a0,a1,a2)))) / ((2 * a2) * (2 * a2)) is complex Element of COMPLEX
((a1 * a1) / ((4 * a2) * a2)) - (((2,(delta (a0,a1,a2))) * (2,(delta (a0,a1,a2)))) / ((2 * a2) * (2 * a2))) is complex Element of COMPLEX
(2,(delta (a0,a1,a2))) |^ 2 is complex set
((2,(delta (a0,a1,a2))) |^ 2) / ((2 * a2) * (2 * a2)) is complex Element of COMPLEX
((a1 * a1) / ((4 * a2) * a2)) - (((2,(delta (a0,a1,a2))) |^ 2) / ((2 * a2) * (2 * a2))) is complex Element of COMPLEX
(delta (a0,a1,a2)) / ((2 * a2) * (2 * a2)) is complex Element of COMPLEX
((a1 * a1) / ((4 * a2) * a2)) - ((delta (a0,a1,a2)) / ((2 * a2) * (2 * a2))) is complex Element of COMPLEX
(a1 * a1) - (delta (a0,a1,a2)) is complex set
((a1 * a1) - (delta (a0,a1,a2))) / ((4 * a2) * a2) is complex Element of COMPLEX
a0 * (4 * a2) is complex set
a2 * (4 * a2) is complex set
(a0 * (4 * a2)) / (a2 * (4 * a2)) is complex Element of COMPLEX
(4 * a2) / (4 * a2) is complex Element of COMPLEX
(a0 / a2) * ((4 * a2) / (4 * a2)) is complex Element of COMPLEX
(a0 / a2) * 1 is complex set
9 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
27 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
54 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
z is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
a2 / 3 is complex Element of COMPLEX
a2 |^ 2 is complex set
9 * a2 is complex set
a2 |^ 3 is complex set
2 * (a2 |^ 3) is complex set
a2 * (z |^ 2) is complex set
(z |^ 3) + (a2 * (z |^ 2)) is complex set
a1 is complex set
3 * a1 is complex set
(3 * a1) - (a2 |^ 2) is complex set
((3 * a1) - (a2 |^ 2)) / 9 is complex Element of COMPLEX
(9 * a2) * a1 is complex set
((9 * a2) * a1) - (2 * (a2 |^ 3)) is complex set
a1 * z is complex set
((z |^ 3) + (a2 * (z |^ 2))) + (a1 * z) is complex set
a0 is complex set
27 * a0 is complex set
(((9 * a2) * a1) - (2 * (a2 |^ 3))) - (27 * a0) is complex set
((((9 * a2) * a1) - (2 * (a2 |^ 3))) - (27 * a0)) / 54 is complex Element of COMPLEX
(((z |^ 3) + (a2 * (z |^ 2))) + (a1 * z)) + a0 is complex set
a3 is complex set
a3 - (a2 / 3) is complex set
a3 |^ 3 is complex set
a4 is complex set
3 * a4 is complex set
(3 * a4) * a3 is complex set
(a3 |^ 3) + ((3 * a4) * a3) is complex set
s4 is complex set
2 * s4 is complex set
((a3 |^ 3) + ((3 * a4) * a3)) - (2 * s4) is complex set
3 * z is complex set
3 * a3 is complex set
(3 * a3) - a2 is complex set
(3 * a3) |^ 2 is complex set
3 |^ 2 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
a3 |^ 2 is complex set
(3 |^ 2) * (a3 |^ 2) is complex set
3 * 3 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(3 * 3) * (a3 |^ 2) is complex set
9 * (a3 |^ 2) is complex set
(3 * a3) |^ 3 is complex set
3 |^ 3 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
(3 |^ 3) * (a3 |^ 3) is complex set
(3 * 3) * 3 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
((3 * 3) * 3) * (a3 |^ 3) is complex set
27 * (a3 |^ 3) is complex set
27 * (z |^ 3) is complex set
((3 * 3) * 3) * (z |^ 3) is complex set
(3 |^ 3) * (z |^ 3) is complex set
((3 * a3) - a2) |^ 3 is complex set
3 * (9 * (a3 |^ 2)) is complex set
(3 * (9 * (a3 |^ 2))) * a2 is complex set
(27 * (a3 |^ 3)) - ((3 * (9 * (a3 |^ 2))) * a2) is complex set
3 * (a2 |^ 2) is complex set
(3 * (a2 |^ 2)) * (3 * a3) is complex set
((27 * (a3 |^ 3)) - ((3 * (9 * (a3 |^ 2))) * a2)) + ((3 * (a2 |^ 2)) * (3 * a3)) is complex set
(((27 * (a3 |^ 3)) - ((3 * (9 * (a3 |^ 2))) * a2)) + ((3 * (a2 |^ 2)) * (3 * a3))) - (a2 |^ 3) is complex set
27 * a2 is complex set
(27 * a2) * (a3 |^ 2) is complex set
(27 * (a3 |^ 3)) - ((27 * a2) * (a3 |^ 2)) is complex set
9 * (a2 |^ 2) is complex set
(9 * (a2 |^ 2)) * a3 is complex set
((27 * (a3 |^ 3)) - ((27 * a2) * (a3 |^ 2))) + ((9 * (a2 |^ 2)) * a3) is complex set
(((27 * (a3 |^ 3)) - ((27 * a2) * (a3 |^ 2))) + ((9 * (a2 |^ 2)) * a3)) - (a2 |^ 3) is complex set
27 * a1 is complex set
(27 * a1) * z is complex set
(27 * a1) * a3 is complex set
((27 * a1) * a3) - ((9 * a2) * a1) is complex set
27 * 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(27 * 1) * a2 is complex set
((27 * 1) * a2) * (z |^ 2) is complex set
3 * a2 is complex set
(3 * a2) * (3 * 3) is complex set
1 * 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
((3 * a2) * (3 * 3)) * (1 * 1) is complex set
(((3 * a2) * (3 * 3)) * (1 * 1)) * (z |^ 2) is complex set
(3 * a2) * (3 |^ 2) is complex set
((3 * a2) * (3 |^ 2)) * (z |^ 2) is complex set
(3 |^ 2) * (z |^ 2) is complex set
(3 * a2) * ((3 |^ 2) * (z |^ 2)) is complex set
(3 * z) |^ 2 is complex set
(3 * a2) * ((3 * z) |^ 2) is complex set
2 * (3 * a3) is complex set
(2 * (3 * a3)) * a2 is complex set
((3 * a3) |^ 2) - ((2 * (3 * a3)) * a2) is complex set
(((3 * a3) |^ 2) - ((2 * (3 * a3)) * a2)) + (a2 |^ 2) is complex set
(3 * a2) * ((((3 * a3) |^ 2) - ((2 * (3 * a3)) * a2)) + (a2 |^ 2)) is complex set
(3 * a3) * (3 * a3) is complex set
((3 * a3) * (3 * a3)) - ((2 * (3 * a3)) * a2) is complex set
(((3 * a3) * (3 * a3)) - ((2 * (3 * a3)) * a2)) + (a2 |^ 2) is complex set
(3 * a2) * ((((3 * a3) * (3 * a3)) - ((2 * (3 * a3)) * a2)) + (a2 |^ 2)) is complex set
(27 * a2) * a3 is complex set
((27 * a2) * a3) * a3 is complex set
((2 * (3 * a3)) * a2) * (3 * a2) is complex set
(((27 * a2) * a3) * a3) - (((2 * (3 * a3)) * a2) * (3 * a2)) is complex set
(a2 |^ 2) * (3 * a2) is complex set
((((27 * a2) * a3) * a3) - (((2 * (3 * a3)) * a2) * (3 * a2))) + ((a2 |^ 2) * (3 * a2)) is complex set
a3 * a3 is complex set
(27 * a2) * (a3 * a3) is complex set
18 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
a2 * a2 is complex set
18 * (a2 * a2) is complex set
(18 * (a2 * a2)) * a3 is complex set
((27 * a2) * (a3 * a3)) - ((18 * (a2 * a2)) * a3) is complex set
(3 * a2) * (a2 * a2) is complex set
(((27 * a2) * (a3 * a3)) - ((18 * (a2 * a2)) * a3)) + ((3 * a2) * (a2 * a2)) is complex set
((27 * a2) * (a3 |^ 2)) - ((18 * (a2 * a2)) * a3) is complex set
(3 * a2) * a2 is complex set
((3 * a2) * a2) * a2 is complex set
(((27 * a2) * (a3 |^ 2)) - ((18 * (a2 * a2)) * a3)) + (((3 * a2) * a2) * a2) is complex set
18 * (a2 |^ 2) is complex set
(18 * (a2 |^ 2)) * a3 is complex set
((27 * a2) * (a3 |^ 2)) - ((18 * (a2 |^ 2)) * a3) is complex set
(a2 * a2) * a2 is complex set
3 * ((a2 * a2) * a2) is complex set
(((27 * a2) * (a3 |^ 2)) - ((18 * (a2 |^ 2)) * a3)) + (3 * ((a2 * a2) * a2)) is complex set
3 * (a2 |^ 3) is complex set
(((27 * a2) * (a3 |^ 2)) - ((18 * (a2 |^ 2)) * a3)) + (3 * (a2 |^ 3)) is complex set
27 * ((((z |^ 3) + (a2 * (z |^ 2))) + (a1 * z)) + a0) is complex set
- (9 * (a2 |^ 2)) is complex set
(- (9 * (a2 |^ 2))) + (27 * a1) is complex set
((- (9 * (a2 |^ 2))) + (27 * a1)) * a3 is complex set
(27 * (a3 |^ 3)) + (((- (9 * (a2 |^ 2))) + (27 * a1)) * a3) is complex set
(2 * (a2 |^ 3)) - ((9 * a2) * a1) is complex set
((2 * (a2 |^ 3)) - ((9 * a2) * a1)) + (27 * a0) is complex set
((27 * (a3 |^ 3)) + (((- (9 * (a2 |^ 2))) + (27 * a1)) * a3)) + (((2 * (a2 |^ 3)) - ((9 * a2) * a1)) + (27 * a0)) is complex set
27 * (((a3 |^ 3) + ((3 * a4) * a3)) - (2 * s4)) is complex set
z is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
a2 * (z |^ 2) is complex set
(z |^ 3) + (a2 * (z |^ 2)) is complex set
a1 is complex set
a0 is complex set
a1 + a0 is complex set
a1 * a0 is complex set
a3 is complex set
a3 * z is complex set
((z |^ 3) + (a2 * (z |^ 2))) + (a3 * z) is complex set
a4 is complex set
(((z |^ 3) + (a2 * (z |^ 2))) + (a3 * z)) + a4 is complex set
s4 is complex set
(a1 + a0) + s4 is complex set
- ((a1 + a0) + s4) is complex set
a1 * s4 is complex set
(a1 * a0) + (a1 * s4) is complex set
a0 * s4 is complex set
((a1 * a0) + (a1 * s4)) + (a0 * s4) is complex set
(a1 * a0) * s4 is complex set
- ((a1 * a0) * s4) is complex set
z - a1 is complex set
z - a0 is complex set
(z - a1) * (z - a0) is complex set
z - s4 is complex set
((z - a1) * (z - a0)) * (z - s4) is complex set
z * z is complex set
(z * z) * z is complex set
a2 * z is complex set
(a2 * z) * z is complex set
((z * z) * z) + ((a2 * z) * z) is complex set
(((z * z) * z) + ((a2 * z) * z)) + (a3 * z) is complex set
((((z * z) * z) + ((a2 * z) * z)) + (a3 * z)) + a4 is complex set
a2 * (z * z) is complex set
(z |^ 3) + (a2 * (z * z)) is complex set
((z |^ 3) + (a2 * (z * z))) + (a3 * z) is complex set
(((z |^ 3) + (a2 * (z * z))) + (a3 * z)) + a4 is complex set
(2,3) is complex set
|.3.| is complex real ext-real Element of REAL
2 -root |.3.| is complex real ext-real set
Arg 3 is complex real ext-real Element of REAL
(Arg 3) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg 3) / 2) is complex real ext-real set
sin ((Arg 3) / 2) is complex real ext-real set
(sin ((Arg 3) / 2)) * <i> is complex set
(cos ((Arg 3) / 2)) + ((sin ((Arg 3) / 2)) * <i>) is complex set
(2 -root |.3.|) * ((cos ((Arg 3) / 2)) + ((sin ((Arg 3) / 2)) * <i>)) is complex set
z is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
3 * a2 is complex set
a2 * z is complex set
a1 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
((3 * a2) - (a1 |^ 2)) / 9 is complex Element of COMPLEX
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
a1 * (z |^ 2) is complex set
(z |^ 3) + (a1 * (z |^ 2)) is complex set
((z |^ 3) + (a1 * (z |^ 2))) + (a2 * z) is complex set
a1 / 3 is complex Element of COMPLEX
a0 is complex set
27 * a0 is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * a0) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * a0)) / 54 is complex Element of COMPLEX
(((z |^ 3) + (a1 * (z |^ 2))) + (a2 * z)) + a0 is complex set
a3 is complex set
a4 is complex set
a3 + a4 is complex set
(a3 + a4) - (a1 / 3) is complex set
(a3 + a4) / 2 is complex Element of COMPLEX
- ((a3 + a4) / 2) is complex Element of COMPLEX
(- ((a3 + a4) / 2)) - (a1 / 3) is complex Element of COMPLEX
a3 - a4 is complex set
(a3 - a4) * (2,3) is complex set
((a3 - a4) * (2,3)) * <i> is complex set
(((a3 - a4) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((a3 + a4) / 2)) - (a1 / 3)) + ((((a3 - a4) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
((- ((a3 + a4) / 2)) - (a1 / 3)) - ((((a3 - a4) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
s4 is complex set
s4 |^ 3 is complex set
s4 / a3 is complex Element of COMPLEX
- (s4 / a3) is complex Element of COMPLEX
s3 is complex set
s3 |^ 2 is complex set
(s4 |^ 3) + (s3 |^ 2) is complex set
(2,((s4 |^ 3) + (s3 |^ 2))) is complex set
|.((s4 |^ 3) + (s3 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((s4 |^ 3) + (s3 |^ 2)).| is complex real ext-real set
Arg ((s4 |^ 3) + (s3 |^ 2)) is complex real ext-real Element of REAL
(Arg ((s4 |^ 3) + (s3 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s4 |^ 3) + (s3 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((s4 |^ 3) + (s3 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((s4 |^ 3) + (s3 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((s4 |^ 3) + (s3 |^ 2))) / 2)) + ((sin ((Arg ((s4 |^ 3) + (s3 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((s4 |^ 3) + (s3 |^ 2)).|) * ((cos ((Arg ((s4 |^ 3) + (s3 |^ 2))) / 2)) + ((sin ((Arg ((s4 |^ 3) + (s3 |^ 2))) / 2)) * <i>)) is complex set
s2 is complex set
s3 + s2 is complex set
(3,(s3 + s2)) is complex set
|.(s3 + s2).| is complex real ext-real Element of REAL
3 -root |.(s3 + s2).| is complex real ext-real set
Arg (s3 + s2) is complex real ext-real Element of REAL
(Arg (s3 + s2)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (s3 + s2)) / 3) is complex real ext-real set
sin ((Arg (s3 + s2)) / 3) is complex real ext-real set
(sin ((Arg (s3 + s2)) / 3)) * <i> is complex set
(cos ((Arg (s3 + s2)) / 3)) + ((sin ((Arg (s3 + s2)) / 3)) * <i>) is complex set
(3 -root |.(s3 + s2).|) * ((cos ((Arg (s3 + s2)) / 3)) + ((sin ((Arg (s3 + s2)) / 3)) * <i>)) is complex set
(a3 - a4) / 2 is complex Element of COMPLEX
z + (a1 / 3) is complex set
2 * ((a3 + a4) / 2) is complex set
((a3 - a4) / 2) * (2,3) is complex set
(((a3 - a4) / 2) * (2,3)) * <i> is complex set
(- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>) is complex set
(- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>) is complex set
(2 * ((a3 + a4) / 2)) + ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>)) is complex set
((2 * ((a3 + a4) / 2)) + ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>))) + ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>)) is complex set
- (((2 * ((a3 + a4) / 2)) + ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>))) + ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>))) is complex set
a3 |^ 3 is complex set
s2 |^ 2 is complex set
s2 * s2 is complex set
- s2 is complex set
(- s2) * (- s2) is complex set
s4 * s4 is complex set
(s4 * s4) * s4 is complex set
a4 * a4 is complex set
(a4 * a4) * a4 is complex set
(s4 / a3) * (s4 / a3) is complex Element of COMPLEX
((s4 / a3) * (s4 / a3)) * (s4 / a3) is complex Element of COMPLEX
- (((s4 / a3) * (s4 / a3)) * (s4 / a3)) is complex Element of COMPLEX
s4 * s4 is complex set
a3 * a3 is complex set
(s4 * s4) / (a3 * a3) is complex Element of COMPLEX
((s4 * s4) / (a3 * a3)) * (s4 / a3) is complex Element of COMPLEX
- (((s4 * s4) / (a3 * a3)) * (s4 / a3)) is complex Element of COMPLEX
(s4 * s4) * s4 is complex set
(a3 * a3) * a3 is complex set
((s4 * s4) * s4) / ((a3 * a3) * a3) is complex Element of COMPLEX
- (((s4 * s4) * s4) / ((a3 * a3) * a3)) is complex Element of COMPLEX
(3,(s3 + s2)) |^ 3 is complex set
((s4 * s4) * s4) / ((3,(s3 + s2)) |^ 3) is complex Element of COMPLEX
- (((s4 * s4) * s4) / ((3,(s3 + s2)) |^ 3)) is complex Element of COMPLEX
((s4 * s4) * s4) / (s3 + s2) is complex Element of COMPLEX
- (((s4 * s4) * s4) / (s3 + s2)) is complex Element of COMPLEX
(s4 |^ 3) / (s3 + s2) is complex Element of COMPLEX
- ((s4 |^ 3) / (s3 + s2)) is complex Element of COMPLEX
a3 |^ 3 is complex set
(2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>)) is complex set
(2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>)) is complex set
((2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>))) + ((2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>))) is complex set
((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>)) * ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>)) is complex set
(((2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>))) + ((2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>)))) + (((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>)) * ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>))) is complex set
3 * ((a3 + a4) / 2) is complex set
(3 * ((a3 + a4) / 2)) * ((a3 + a4) / 2) is complex set
- ((3 * ((a3 + a4) / 2)) * ((a3 + a4) / 2)) is complex set
((a3 - a4) / 2) * ((a3 - a4) / 2) is complex Element of COMPLEX
(2,3) * (2,3) is complex set
(((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) * (2,3)) is complex set
- 1 is non zero complex real ext-real non positive negative Element of REAL
((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) * (2,3))) * (- 1) is complex set
(- ((3 * ((a3 + a4) / 2)) * ((a3 + a4) / 2))) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) * (2,3))) * (- 1)) is complex set
(2,3) |^ 2 is complex set
(((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) |^ 2) is complex set
((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) |^ 2)) * (- 1) is complex set
(- ((3 * ((a3 + a4) / 2)) * ((a3 + a4) / 2))) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) |^ 2)) * (- 1)) is complex set
(((a3 - a4) / 2) * ((a3 - a4) / 2)) * 3 is complex set
((((a3 - a4) / 2) * ((a3 - a4) / 2)) * 3) * (- 1) is complex set
(- ((3 * ((a3 + a4) / 2)) * ((a3 + a4) / 2))) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * 3) * (- 1)) is complex set
a3 * (s4 / a3) is complex set
3 * (a3 * (s4 / a3)) is complex set
a3 * s4 is complex set
(a3 * s4) / a3 is complex Element of COMPLEX
3 * ((a3 * s4) / a3) is complex set
3 * s4 is complex set
((2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>))) * ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>)) is complex set
- (((2 * ((a3 + a4) / 2)) * ((- ((a3 + a4) / 2)) + ((((a3 - a4) / 2) * (2,3)) * <i>))) * ((- ((a3 + a4) / 2)) - ((((a3 - a4) / 2) * (2,3)) * <i>))) is complex set
- (2 * ((a3 + a4) / 2)) is complex set
((a3 + a4) / 2) * ((a3 + a4) / 2) is complex Element of COMPLEX
(((a3 + a4) / 2) * ((a3 + a4) / 2)) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) * (2,3))) * (- 1)) is complex set
(- (2 * ((a3 + a4) / 2))) * ((((a3 + a4) / 2) * ((a3 + a4) / 2)) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) * (2,3))) * (- 1))) is complex set
(((a3 + a4) / 2) * ((a3 + a4) / 2)) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) |^ 2)) * (- 1)) is complex set
(- (2 * ((a3 + a4) / 2))) * ((((a3 + a4) / 2) * ((a3 + a4) / 2)) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * ((2,3) |^ 2)) * (- 1))) is complex set
(((a3 + a4) / 2) * ((a3 + a4) / 2)) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * 3) * (- 1)) is complex set
(- (2 * ((a3 + a4) / 2))) * ((((a3 + a4) / 2) * ((a3 + a4) / 2)) - (((((a3 - a4) / 2) * ((a3 - a4) / 2)) * 3) * (- 1))) is complex set
(s3 + s2) - ((s4 |^ 3) / (s3 + s2)) is complex set
- ((s3 + s2) - ((s4 |^ 3) / (s3 + s2))) is complex set
(s3 + s2) * (s3 + s2) is complex set
((s3 + s2) * (s3 + s2)) / (s3 + s2) is complex Element of COMPLEX
(((s3 + s2) * (s3 + s2)) / (s3 + s2)) - ((s4 |^ 3) / (s3 + s2)) is complex Element of COMPLEX
- ((((s3 + s2) * (s3 + s2)) / (s3 + s2)) - ((s4 |^ 3) / (s3 + s2))) is complex Element of COMPLEX
s3 * s3 is complex set
2 * s2 is complex set
(2 * s2) * s3 is complex set
(s3 * s3) + ((2 * s2) * s3) is complex set
s2 * s2 is complex set
((s3 * s3) + ((2 * s2) * s3)) + (s2 * s2) is complex set
(((s3 * s3) + ((2 * s2) * s3)) + (s2 * s2)) - (s4 |^ 3) is complex set
((((s3 * s3) + ((2 * s2) * s3)) + (s2 * s2)) - (s4 |^ 3)) / (s3 + s2) is complex Element of COMPLEX
- (((((s3 * s3) + ((2 * s2) * s3)) + (s2 * s2)) - (s4 |^ 3)) / (s3 + s2)) is complex Element of COMPLEX
(2,((s4 |^ 3) + (s3 |^ 2))) |^ 2 is complex set
((s3 * s3) + ((2 * s2) * s3)) + ((2,((s4 |^ 3) + (s3 |^ 2))) |^ 2) is complex set
(((s3 * s3) + ((2 * s2) * s3)) + ((2,((s4 |^ 3) + (s3 |^ 2))) |^ 2)) - (s4 |^ 3) is complex set
((((s3 * s3) + ((2 * s2) * s3)) + ((2,((s4 |^ 3) + (s3 |^ 2))) |^ 2)) - (s4 |^ 3)) / (s3 + s2) is complex Element of COMPLEX
- (((((s3 * s3) + ((2 * s2) * s3)) + ((2,((s4 |^ 3) + (s3 |^ 2))) |^ 2)) - (s4 |^ 3)) / (s3 + s2)) is complex Element of COMPLEX
((s3 * s3) + ((2 * s2) * s3)) + ((s4 |^ 3) + (s3 |^ 2)) is complex set
(((s3 * s3) + ((2 * s2) * s3)) + ((s4 |^ 3) + (s3 |^ 2))) - (s4 |^ 3) is complex set
((((s3 * s3) + ((2 * s2) * s3)) + ((s4 |^ 3) + (s3 |^ 2))) - (s4 |^ 3)) / (s3 + s2) is complex Element of COMPLEX
- (((((s3 * s3) + ((2 * s2) * s3)) + ((s4 |^ 3) + (s3 |^ 2))) - (s4 |^ 3)) / (s3 + s2)) is complex Element of COMPLEX
((s3 * s3) + ((2 * s2) * s3)) + (s3 |^ 2) is complex set
(((s3 * s3) + ((2 * s2) * s3)) + (s3 |^ 2)) / (s3 + s2) is complex Element of COMPLEX
- ((((s3 * s3) + ((2 * s2) * s3)) + (s3 |^ 2)) / (s3 + s2)) is complex Element of COMPLEX
((s3 * s3) + ((2 * s2) * s3)) + (s3 * s3) is complex set
(((s3 * s3) + ((2 * s2) * s3)) + (s3 * s3)) / (s3 + s2) is complex Element of COMPLEX
- ((((s3 * s3) + ((2 * s2) * s3)) + (s3 * s3)) / (s3 + s2)) is complex Element of COMPLEX
2 * s3 is complex set
(2 * s3) * (s3 + s2) is complex set
((2 * s3) * (s3 + s2)) / (s3 + s2) is complex Element of COMPLEX
- (((2 * s3) * (s3 + s2)) / (s3 + s2)) is complex Element of COMPLEX
- (2 * s3) is complex set
(z + (a1 / 3)) |^ 3 is complex set
(z + (a1 / 3)) |^ 2 is complex set
0 * ((z + (a1 / 3)) |^ 2) is complex set
((z + (a1 / 3)) |^ 3) + (0 * ((z + (a1 / 3)) |^ 2)) is complex set
(3 * s4) * (z + (a1 / 3)) is complex set
(((z + (a1 / 3)) |^ 3) + (0 * ((z + (a1 / 3)) |^ 2))) + ((3 * s4) * (z + (a1 / 3))) is complex set
((((z + (a1 / 3)) |^ 3) + (0 * ((z + (a1 / 3)) |^ 2))) + ((3 * s4) * (z + (a1 / 3)))) + (- (2 * s3)) is complex set
(z + (a1 / 3)) - (a1 / 3) is complex set
((z + (a1 / 3)) |^ 3) + ((3 * s4) * (z + (a1 / 3))) is complex set
(((z + (a1 / 3)) |^ 3) + ((3 * s4) * (z + (a1 / 3)))) - (2 * s3) is complex set
z is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
3 * a2 is complex set
a2 * z is complex set
a1 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
((3 * a2) - (a1 |^ 2)) / 9 is complex Element of COMPLEX
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
a1 * (z |^ 2) is complex set
(z |^ 3) + (a1 * (z |^ 2)) is complex set
((z |^ 3) + (a1 * (z |^ 2))) + (a2 * z) is complex set
a1 / 3 is complex Element of COMPLEX
a0 is complex set
27 * a0 is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * a0) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * a0)) / 54 is complex Element of COMPLEX
(((z |^ 3) + (a1 * (z |^ 2))) + (a2 * z)) + a0 is complex set
a3 is complex set
a3 - (a1 / 3) is complex set
a3 / 2 is complex Element of COMPLEX
- (a3 / 2) is complex Element of COMPLEX
(- (a3 / 2)) - (a1 / 3) is complex Element of COMPLEX
a3 * (2,3) is complex set
(a3 * (2,3)) * <i> is complex set
((a3 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (a3 / 2)) - (a1 / 3)) + (((a3 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
((- (a3 / 2)) - (a1 / 3)) - (((a3 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
a4 is complex set
s4 is complex set
2 * s4 is complex set
(3,(2 * s4)) is complex set
|.(2 * s4).| is complex real ext-real Element of REAL
3 -root |.(2 * s4).| is complex real ext-real set
Arg (2 * s4) is complex real ext-real Element of REAL
(Arg (2 * s4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * s4)) / 3) is complex real ext-real set
sin ((Arg (2 * s4)) / 3) is complex real ext-real set
(sin ((Arg (2 * s4)) / 3)) * <i> is complex set
(cos ((Arg (2 * s4)) / 3)) + ((sin ((Arg (2 * s4)) / 3)) * <i>) is complex set
(3 -root |.(2 * s4).|) * ((cos ((Arg (2 * s4)) / 3)) + ((sin ((Arg (2 * s4)) / 3)) * <i>)) is complex set
2 * (a3 / 2) is complex set
(a3 / 2) * (2,3) is complex set
((a3 / 2) * (2,3)) * <i> is complex set
(- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>) is complex set
(- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>) is complex set
(2 * (a3 / 2)) * ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>)) is complex set
(2 * (a3 / 2)) * ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>)) is complex set
((2 * (a3 / 2)) * ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>))) + ((2 * (a3 / 2)) * ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>))) is complex set
((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>)) * ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>)) is complex set
(((2 * (a3 / 2)) * ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>))) + ((2 * (a3 / 2)) * ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>)))) + (((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>)) * ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>))) is complex set
3 * (a3 / 2) is complex set
(3 * (a3 / 2)) * (a3 / 2) is complex set
- ((3 * (a3 / 2)) * (a3 / 2)) is complex set
(a3 / 2) * (a3 / 2) is complex Element of COMPLEX
(2,3) * (2,3) is complex set
((a3 / 2) * (a3 / 2)) * ((2,3) * (2,3)) is complex set
- 1 is non zero complex real ext-real non positive negative Element of REAL
(((a3 / 2) * (a3 / 2)) * ((2,3) * (2,3))) * (- 1) is complex set
(- ((3 * (a3 / 2)) * (a3 / 2))) - ((((a3 / 2) * (a3 / 2)) * ((2,3) * (2,3))) * (- 1)) is complex set
(2,3) |^ 2 is complex set
((a3 / 2) * (a3 / 2)) * ((2,3) |^ 2) is complex set
(((a3 / 2) * (a3 / 2)) * ((2,3) |^ 2)) * (- 1) is complex set
(- ((3 * (a3 / 2)) * (a3 / 2))) - ((((a3 / 2) * (a3 / 2)) * ((2,3) |^ 2)) * (- 1)) is complex set
((a3 / 2) * (a3 / 2)) * 3 is complex set
(((a3 / 2) * (a3 / 2)) * 3) * (- 1) is complex set
(- ((3 * (a3 / 2)) * (a3 / 2))) - ((((a3 / 2) * (a3 / 2)) * 3) * (- 1)) is complex set
3 * a4 is complex set
z + (a1 / 3) is complex set
(2 * (a3 / 2)) + ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>)) is complex set
((2 * (a3 / 2)) + ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>))) + ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>)) is complex set
- (((2 * (a3 / 2)) + ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>))) + ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>))) is complex set
a3 * a3 is complex set
(a3 * a3) * a3 is complex set
a3 |^ 3 is complex set
((2 * (a3 / 2)) * ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>))) * ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>)) is complex set
- (((2 * (a3 / 2)) * ((- (a3 / 2)) + (((a3 / 2) * (2,3)) * <i>))) * ((- (a3 / 2)) - (((a3 / 2) * (2,3)) * <i>))) is complex set
- (2 * (a3 / 2)) is complex set
((a3 / 2) * (a3 / 2)) - ((((a3 / 2) * (a3 / 2)) * ((2,3) * (2,3))) * (- 1)) is complex set
(- (2 * (a3 / 2))) * (((a3 / 2) * (a3 / 2)) - ((((a3 / 2) * (a3 / 2)) * ((2,3) * (2,3))) * (- 1))) is complex set
((a3 / 2) * (a3 / 2)) - ((((a3 / 2) * (a3 / 2)) * ((2,3) |^ 2)) * (- 1)) is complex set
(- (2 * (a3 / 2))) * (((a3 / 2) * (a3 / 2)) - ((((a3 / 2) * (a3 / 2)) * ((2,3) |^ 2)) * (- 1))) is complex set
((a3 / 2) * (a3 / 2)) - ((((a3 / 2) * (a3 / 2)) * 3) * (- 1)) is complex set
(- (2 * (a3 / 2))) * (((a3 / 2) * (a3 / 2)) - ((((a3 / 2) * (a3 / 2)) * 3) * (- 1))) is complex set
- (2 * s4) is complex set
(z + (a1 / 3)) |^ 3 is complex set
(z + (a1 / 3)) |^ 2 is complex set
0 * ((z + (a1 / 3)) |^ 2) is complex set
((z + (a1 / 3)) |^ 3) + (0 * ((z + (a1 / 3)) |^ 2)) is complex set
(3 * a4) * (z + (a1 / 3)) is complex set
(((z + (a1 / 3)) |^ 3) + (0 * ((z + (a1 / 3)) |^ 2))) + ((3 * a4) * (z + (a1 / 3))) is complex set
((((z + (a1 / 3)) |^ 3) + (0 * ((z + (a1 / 3)) |^ 2))) + ((3 * a4) * (z + (a1 / 3)))) + (- (2 * s4)) is complex set
(z + (a1 / 3)) - (a1 / 3) is complex set
((z + (a1 / 3)) |^ 3) + ((3 * a4) * (z + (a1 / 3))) is complex set
(((z + (a1 / 3)) |^ 3) + ((3 * a4) * (z + (a1 / 3)))) - (2 * s4) is complex set
a2 is complex set
3 * a2 is complex set
a1 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
z is complex set
27 * z is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54 is complex Element of COMPLEX
a1 / 3 is complex Element of COMPLEX
((3 * a2) - (a1 |^ 2)) / 9 is complex Element of COMPLEX
(((3 * a2) - (a1 |^ 2)) / 9) |^ 3 is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2 is complex set
((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2) is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
|.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real Element of REAL
2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real set
Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)) is complex real ext-real Element of REAL
(Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
(sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i> is complex set
(cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>) is complex set
(2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).|) * ((cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>)) is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
|.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real Element of REAL
3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real set
Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex real ext-real Element of REAL
(Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
(sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i> is complex set
(cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>) is complex set
(3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).|) * ((cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>)) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex Element of COMPLEX
- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3) is complex set
2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
|.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real Element of REAL
3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real set
Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) is complex real ext-real Element of REAL
(Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
(sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i> is complex set
(cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>) is complex set
(3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).|) * ((cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>)) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3) is complex set
a4 is complex set
s4 is complex set
2 * a4 is complex set
(3,(2 * a4)) is complex set
|.(2 * a4).| is complex real ext-real Element of REAL
3 -root |.(2 * a4).| is complex real ext-real set
Arg (2 * a4) is complex real ext-real Element of REAL
(Arg (2 * a4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * a4)) / 3) is complex real ext-real set
sin ((Arg (2 * a4)) / 3) is complex real ext-real set
(sin ((Arg (2 * a4)) / 3)) * <i> is complex set
(cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>) is complex set
(3 -root |.(2 * a4).|) * ((cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>)) is complex set
a0 is complex set
s4 - (a1 / 3) is complex set
s3 is complex set
s2 is complex set
2 * s3 is complex set
(3,(2 * s3)) is complex set
|.(2 * s3).| is complex real ext-real Element of REAL
3 -root |.(2 * s3).| is complex real ext-real set
Arg (2 * s3) is complex real ext-real Element of REAL
(Arg (2 * s3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * s3)) / 3) is complex real ext-real set
sin ((Arg (2 * s3)) / 3) is complex real ext-real set
(sin ((Arg (2 * s3)) / 3)) * <i> is complex set
(cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>) is complex set
(3 -root |.(2 * s3).|) * ((cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>)) is complex set
a3 is complex set
s2 - (a1 / 3) is complex set
r2 is complex set
r3 is complex set
s1 is complex set
r2 |^ 3 is complex set
r3 |^ 2 is complex set
(r2 |^ 3) + (r3 |^ 2) is complex set
(2,((r2 |^ 3) + (r3 |^ 2))) is complex set
|.((r2 |^ 3) + (r3 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((r2 |^ 3) + (r3 |^ 2)).| is complex real ext-real set
Arg ((r2 |^ 3) + (r3 |^ 2)) is complex real ext-real Element of REAL
(Arg ((r2 |^ 3) + (r3 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) + ((sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((r2 |^ 3) + (r3 |^ 2)).|) * ((cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) + ((sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i>)) is complex set
IT is complex set
r3 + s1 is complex set
(3,(r3 + s1)) is complex set
|.(r3 + s1).| is complex real ext-real Element of REAL
3 -root |.(r3 + s1).| is complex real ext-real set
Arg (r3 + s1) is complex real ext-real Element of REAL
(Arg (r3 + s1)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (r3 + s1)) / 3) is complex real ext-real set
sin ((Arg (r3 + s1)) / 3) is complex real ext-real set
(sin ((Arg (r3 + s1)) / 3)) * <i> is complex set
(cos ((Arg (r3 + s1)) / 3)) + ((sin ((Arg (r3 + s1)) / 3)) * <i>) is complex set
(3 -root |.(r3 + s1).|) * ((cos ((Arg (r3 + s1)) / 3)) + ((sin ((Arg (r3 + s1)) / 3)) * <i>)) is complex set
c₁₆ is complex set
r2 / IT is complex Element of COMPLEX
- (r2 / IT) is complex Element of COMPLEX
s1 is complex set
IT + c₁₆ is complex set
(IT + c₁₆) - (a1 / 3) is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₉ is complex set
c₁₇ |^ 3 is complex set
c₁₈ |^ 2 is complex set
(c₁₇ |^ 3) + (c₁₈ |^ 2) is complex set
(2,((c₁₇ |^ 3) + (c₁₈ |^ 2))) is complex set
|.((c₁₇ |^ 3) + (c₁₈ |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((c₁₇ |^ 3) + (c₁₈ |^ 2)).| is complex real ext-real set
Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2)) is complex real ext-real Element of REAL
(Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) + ((sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((c₁₇ |^ 3) + (c₁₈ |^ 2)).|) * ((cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) + ((sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i>)) is complex set
c₂₀ is complex set
c₁₈ + c₁₉ is complex set
(3,(c₁₈ + c₁₉)) is complex set
|.(c₁₈ + c₁₉).| is complex real ext-real Element of REAL
3 -root |.(c₁₈ + c₁₉).| is complex real ext-real set
Arg (c₁₈ + c₁₉) is complex real ext-real Element of REAL
(Arg (c₁₈ + c₁₉)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (c₁₈ + c₁₉)) / 3) is complex real ext-real set
sin ((Arg (c₁₈ + c₁₉)) / 3) is complex real ext-real set
(sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i> is complex set
(cos ((Arg (c₁₈ + c₁₉)) / 3)) + ((sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i>) is complex set
(3 -root |.(c₁₈ + c₁₉).|) * ((cos ((Arg (c₁₈ + c₁₉)) / 3)) + ((sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i>)) is complex set
c₂₁ is complex set
c₁₇ / c₂₀ is complex Element of COMPLEX
- (c₁₇ / c₂₀) is complex Element of COMPLEX
r1 is complex set
c₂₀ + c₂₁ is complex set
(c₂₀ + c₂₁) - (a1 / 3) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) |^ 3 is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2 is complex set
((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2) is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
|.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real Element of REAL
2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real set
Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)) is complex real ext-real Element of REAL
(Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
(sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i> is complex set
(cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>) is complex set
(2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).|) * ((cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>)) is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
|.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real Element of REAL
3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real set
Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex real ext-real Element of REAL
(Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
(sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i> is complex set
(cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>) is complex set
(3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).|) * ((cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>)) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex Element of COMPLEX
- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2 is complex Element of COMPLEX
- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) is complex Element of COMPLEX
(- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i> is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
|.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real Element of REAL
3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real set
Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) is complex real ext-real Element of REAL
(Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
(sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i> is complex set
(cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>) is complex set
(3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).|) * ((cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>)) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2 is complex Element of COMPLEX
- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) is complex Element of COMPLEX
(- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3) is complex Element of COMPLEX
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3) is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i> is complex set
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
a4 is complex set
s4 is complex set
2 * a4 is complex set
(3,(2 * a4)) is complex set
|.(2 * a4).| is complex real ext-real Element of REAL
3 -root |.(2 * a4).| is complex real ext-real set
Arg (2 * a4) is complex real ext-real Element of REAL
(Arg (2 * a4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * a4)) / 3) is complex real ext-real set
sin ((Arg (2 * a4)) / 3) is complex real ext-real set
(sin ((Arg (2 * a4)) / 3)) * <i> is complex set
(cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>) is complex set
(3 -root |.(2 * a4).|) * ((cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>)) is complex set
a0 is complex set
s4 / 2 is complex Element of COMPLEX
- (s4 / 2) is complex Element of COMPLEX
(- (s4 / 2)) - (a1 / 3) is complex Element of COMPLEX
s4 * (2,3) is complex set
(s4 * (2,3)) * <i> is complex set
((s4 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s4 / 2)) - (a1 / 3)) + (((s4 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
s3 is complex set
s2 is complex set
2 * s3 is complex set
(3,(2 * s3)) is complex set
|.(2 * s3).| is complex real ext-real Element of REAL
3 -root |.(2 * s3).| is complex real ext-real set
Arg (2 * s3) is complex real ext-real Element of REAL
(Arg (2 * s3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * s3)) / 3) is complex real ext-real set
sin ((Arg (2 * s3)) / 3) is complex real ext-real set
(sin ((Arg (2 * s3)) / 3)) * <i> is complex set
(cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>) is complex set
(3 -root |.(2 * s3).|) * ((cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>)) is complex set
a3 is complex set
s2 / 2 is complex Element of COMPLEX
- (s2 / 2) is complex Element of COMPLEX
(- (s2 / 2)) - (a1 / 3) is complex Element of COMPLEX
s2 * (2,3) is complex set
(s2 * (2,3)) * <i> is complex set
((s2 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s2 / 2)) - (a1 / 3)) + (((s2 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
r2 is complex set
r3 is complex set
s1 is complex set
r2 |^ 3 is complex set
r3 |^ 2 is complex set
(r2 |^ 3) + (r3 |^ 2) is complex set
(2,((r2 |^ 3) + (r3 |^ 2))) is complex set
|.((r2 |^ 3) + (r3 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((r2 |^ 3) + (r3 |^ 2)).| is complex real ext-real set
Arg ((r2 |^ 3) + (r3 |^ 2)) is complex real ext-real Element of REAL
(Arg ((r2 |^ 3) + (r3 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) + ((sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((r2 |^ 3) + (r3 |^ 2)).|) * ((cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) + ((sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i>)) is complex set
IT is complex set
r3 + s1 is complex set
(3,(r3 + s1)) is complex set
|.(r3 + s1).| is complex real ext-real Element of REAL
3 -root |.(r3 + s1).| is complex real ext-real set
Arg (r3 + s1) is complex real ext-real Element of REAL
(Arg (r3 + s1)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (r3 + s1)) / 3) is complex real ext-real set
sin ((Arg (r3 + s1)) / 3) is complex real ext-real set
(sin ((Arg (r3 + s1)) / 3)) * <i> is complex set
(cos ((Arg (r3 + s1)) / 3)) + ((sin ((Arg (r3 + s1)) / 3)) * <i>) is complex set
(3 -root |.(r3 + s1).|) * ((cos ((Arg (r3 + s1)) / 3)) + ((sin ((Arg (r3 + s1)) / 3)) * <i>)) is complex set
c₁₆ is complex set
r2 / IT is complex Element of COMPLEX
- (r2 / IT) is complex Element of COMPLEX
s1 is complex set
IT + c₁₆ is complex set
(IT + c₁₆) / 2 is complex Element of COMPLEX
- ((IT + c₁₆) / 2) is complex Element of COMPLEX
(- ((IT + c₁₆) / 2)) - (a1 / 3) is complex Element of COMPLEX
IT - c₁₆ is complex set
(IT - c₁₆) * (2,3) is complex set
((IT - c₁₆) * (2,3)) * <i> is complex set
(((IT - c₁₆) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((IT + c₁₆) / 2)) - (a1 / 3)) + ((((IT - c₁₆) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
c₁₇ is complex set
c₁₈ is complex set
c₁₉ is complex set
c₁₇ |^ 3 is complex set
c₁₈ |^ 2 is complex set
(c₁₇ |^ 3) + (c₁₈ |^ 2) is complex set
(2,((c₁₇ |^ 3) + (c₁₈ |^ 2))) is complex set
|.((c₁₇ |^ 3) + (c₁₈ |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((c₁₇ |^ 3) + (c₁₈ |^ 2)).| is complex real ext-real set
Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2)) is complex real ext-real Element of REAL
(Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) + ((sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((c₁₇ |^ 3) + (c₁₈ |^ 2)).|) * ((cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) + ((sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i>)) is complex set
c₂₀ is complex set
c₁₈ + c₁₉ is complex set
(3,(c₁₈ + c₁₉)) is complex set
|.(c₁₈ + c₁₉).| is complex real ext-real Element of REAL
3 -root |.(c₁₈ + c₁₉).| is complex real ext-real set
Arg (c₁₈ + c₁₉) is complex real ext-real Element of REAL
(Arg (c₁₈ + c₁₉)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (c₁₈ + c₁₉)) / 3) is complex real ext-real set
sin ((Arg (c₁₈ + c₁₉)) / 3) is complex real ext-real set
(sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i> is complex set
(cos ((Arg (c₁₈ + c₁₉)) / 3)) + ((sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i>) is complex set
(3 -root |.(c₁₈ + c₁₉).|) * ((cos ((Arg (c₁₈ + c₁₉)) / 3)) + ((sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i>)) is complex set
c₂₁ is complex set
c₁₇ / c₂₀ is complex Element of COMPLEX
- (c₁₇ / c₂₀) is complex Element of COMPLEX
r1 is complex set
c₂₀ + c₂₁ is complex set
(c₂₀ + c₂₁) / 2 is complex Element of COMPLEX
- ((c₂₀ + c₂₁) / 2) is complex Element of COMPLEX
(- ((c₂₀ + c₂₁) / 2)) - (a1 / 3) is complex Element of COMPLEX
c₂₀ - c₂₁ is complex set
(c₂₀ - c₂₁) * (2,3) is complex set
((c₂₀ - c₂₁) * (2,3)) * <i> is complex set
(((c₂₀ - c₂₁) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((c₂₀ + c₂₁) / 2)) - (a1 / 3)) + ((((c₂₀ - c₂₁) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
(((3 * a2) - (a1 |^ 2)) / 9) |^ 3 is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2 is complex set
((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2) is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
|.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real Element of REAL
2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real set
Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)) is complex real ext-real Element of REAL
(Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
(sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i> is complex set
(cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>) is complex set
(2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).|) * ((cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>)) is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
|.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real Element of REAL
3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real set
Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex real ext-real Element of REAL
(Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
(sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i> is complex set
(cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>) is complex set
(3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).|) * ((cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>)) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex Element of COMPLEX
- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2 is complex Element of COMPLEX
- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) is complex Element of COMPLEX
(- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i> is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
|.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real Element of REAL
3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real set
Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) is complex real ext-real Element of REAL
(Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
(sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i> is complex set
(cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>) is complex set
(3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).|) * ((cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>)) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2 is complex Element of COMPLEX
- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) is complex Element of COMPLEX
(- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3) is complex Element of COMPLEX
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3) is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i> is complex set
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
a4 is complex set
s4 is complex set
2 * a4 is complex set
(3,(2 * a4)) is complex set
|.(2 * a4).| is complex real ext-real Element of REAL
3 -root |.(2 * a4).| is complex real ext-real set
Arg (2 * a4) is complex real ext-real Element of REAL
(Arg (2 * a4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * a4)) / 3) is complex real ext-real set
sin ((Arg (2 * a4)) / 3) is complex real ext-real set
(sin ((Arg (2 * a4)) / 3)) * <i> is complex set
(cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>) is complex set
(3 -root |.(2 * a4).|) * ((cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>)) is complex set
a0 is complex set
s4 / 2 is complex Element of COMPLEX
- (s4 / 2) is complex Element of COMPLEX
(- (s4 / 2)) - (a1 / 3) is complex Element of COMPLEX
s4 * (2,3) is complex set
(s4 * (2,3)) * <i> is complex set
((s4 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s4 / 2)) - (a1 / 3)) - (((s4 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
s3 is complex set
s2 is complex set
2 * s3 is complex set
(3,(2 * s3)) is complex set
|.(2 * s3).| is complex real ext-real Element of REAL
3 -root |.(2 * s3).| is complex real ext-real set
Arg (2 * s3) is complex real ext-real Element of REAL
(Arg (2 * s3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * s3)) / 3) is complex real ext-real set
sin ((Arg (2 * s3)) / 3) is complex real ext-real set
(sin ((Arg (2 * s3)) / 3)) * <i> is complex set
(cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>) is complex set
(3 -root |.(2 * s3).|) * ((cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>)) is complex set
a3 is complex set
s2 / 2 is complex Element of COMPLEX
- (s2 / 2) is complex Element of COMPLEX
(- (s2 / 2)) - (a1 / 3) is complex Element of COMPLEX
s2 * (2,3) is complex set
(s2 * (2,3)) * <i> is complex set
((s2 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s2 / 2)) - (a1 / 3)) - (((s2 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
r2 is complex set
r3 is complex set
s1 is complex set
r2 |^ 3 is complex set
r3 |^ 2 is complex set
(r2 |^ 3) + (r3 |^ 2) is complex set
(2,((r2 |^ 3) + (r3 |^ 2))) is complex set
|.((r2 |^ 3) + (r3 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((r2 |^ 3) + (r3 |^ 2)).| is complex real ext-real set
Arg ((r2 |^ 3) + (r3 |^ 2)) is complex real ext-real Element of REAL
(Arg ((r2 |^ 3) + (r3 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) + ((sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((r2 |^ 3) + (r3 |^ 2)).|) * ((cos ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) + ((sin ((Arg ((r2 |^ 3) + (r3 |^ 2))) / 2)) * <i>)) is complex set
IT is complex set
r3 + s1 is complex set
(3,(r3 + s1)) is complex set
|.(r3 + s1).| is complex real ext-real Element of REAL
3 -root |.(r3 + s1).| is complex real ext-real set
Arg (r3 + s1) is complex real ext-real Element of REAL
(Arg (r3 + s1)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (r3 + s1)) / 3) is complex real ext-real set
sin ((Arg (r3 + s1)) / 3) is complex real ext-real set
(sin ((Arg (r3 + s1)) / 3)) * <i> is complex set
(cos ((Arg (r3 + s1)) / 3)) + ((sin ((Arg (r3 + s1)) / 3)) * <i>) is complex set
(3 -root |.(r3 + s1).|) * ((cos ((Arg (r3 + s1)) / 3)) + ((sin ((Arg (r3 + s1)) / 3)) * <i>)) is complex set
c₁₆ is complex set
r2 / IT is complex Element of COMPLEX
- (r2 / IT) is complex Element of COMPLEX
s1 is complex set
IT + c₁₆ is complex set
(IT + c₁₆) / 2 is complex Element of COMPLEX
- ((IT + c₁₆) / 2) is complex Element of COMPLEX
(- ((IT + c₁₆) / 2)) - (a1 / 3) is complex Element of COMPLEX
IT - c₁₆ is complex set
(IT - c₁₆) * (2,3) is complex set
((IT - c₁₆) * (2,3)) * <i> is complex set
(((IT - c₁₆) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((IT + c₁₆) / 2)) - (a1 / 3)) - ((((IT - c₁₆) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
c₁₇ is complex set
c₁₈ is complex set
c₁₉ is complex set
c₁₇ |^ 3 is complex set
c₁₈ |^ 2 is complex set
(c₁₇ |^ 3) + (c₁₈ |^ 2) is complex set
(2,((c₁₇ |^ 3) + (c₁₈ |^ 2))) is complex set
|.((c₁₇ |^ 3) + (c₁₈ |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((c₁₇ |^ 3) + (c₁₈ |^ 2)).| is complex real ext-real set
Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2)) is complex real ext-real Element of REAL
(Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) + ((sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((c₁₇ |^ 3) + (c₁₈ |^ 2)).|) * ((cos ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) + ((sin ((Arg ((c₁₇ |^ 3) + (c₁₈ |^ 2))) / 2)) * <i>)) is complex set
c₂₀ is complex set
c₁₈ + c₁₉ is complex set
(3,(c₁₈ + c₁₉)) is complex set
|.(c₁₈ + c₁₉).| is complex real ext-real Element of REAL
3 -root |.(c₁₈ + c₁₉).| is complex real ext-real set
Arg (c₁₈ + c₁₉) is complex real ext-real Element of REAL
(Arg (c₁₈ + c₁₉)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (c₁₈ + c₁₉)) / 3) is complex real ext-real set
sin ((Arg (c₁₈ + c₁₉)) / 3) is complex real ext-real set
(sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i> is complex set
(cos ((Arg (c₁₈ + c₁₉)) / 3)) + ((sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i>) is complex set
(3 -root |.(c₁₈ + c₁₉).|) * ((cos ((Arg (c₁₈ + c₁₉)) / 3)) + ((sin ((Arg (c₁₈ + c₁₉)) / 3)) * <i>)) is complex set
c₂₁ is complex set
c₁₇ / c₂₀ is complex Element of COMPLEX
- (c₁₇ / c₂₀) is complex Element of COMPLEX
r1 is complex set
c₂₀ + c₂₁ is complex set
(c₂₀ + c₂₁) / 2 is complex Element of COMPLEX
- ((c₂₀ + c₂₁) / 2) is complex Element of COMPLEX
(- ((c₂₀ + c₂₁) / 2)) - (a1 / 3) is complex Element of COMPLEX
c₂₀ - c₂₁ is complex set
(c₂₀ - c₂₁) * (2,3) is complex set
((c₂₀ - c₂₁) * (2,3)) * <i> is complex set
(((c₂₀ - c₂₁) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((c₂₀ + c₂₁) / 2)) - (a1 / 3)) - ((((c₂₀ - c₂₁) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
z is complex set
a2 is complex set
a1 is complex set
(z,a2,a1) is complex set
(z,a2,a1) is complex set
(z,a2,a1) + (z,a2,a1) is complex set
(z,a2,a1) is complex set
((z,a2,a1) + (z,a2,a1)) + (z,a2,a1) is complex set
- a1 is complex set
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
27 * z is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54 is complex Element of COMPLEX
a1 / 3 is complex Element of COMPLEX
a0 is complex set
a3 is complex set
2 * a0 is complex set
(3,(2 * a0)) is complex set
|.(2 * a0).| is complex real ext-real Element of REAL
3 -root |.(2 * a0).| is complex real ext-real set
Arg (2 * a0) is complex real ext-real Element of REAL
(Arg (2 * a0)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * a0)) / 3) is complex real ext-real set
sin ((Arg (2 * a0)) / 3) is complex real ext-real set
(sin ((Arg (2 * a0)) / 3)) * <i> is complex set
(cos ((Arg (2 * a0)) / 3)) + ((sin ((Arg (2 * a0)) / 3)) * <i>) is complex set
(3 -root |.(2 * a0).|) * ((cos ((Arg (2 * a0)) / 3)) + ((sin ((Arg (2 * a0)) / 3)) * <i>)) is complex set
a3 - (a1 / 3) is complex set
a4 is complex set
s4 is complex set
2 * a4 is complex set
(3,(2 * a4)) is complex set
|.(2 * a4).| is complex real ext-real Element of REAL
3 -root |.(2 * a4).| is complex real ext-real set
Arg (2 * a4) is complex real ext-real Element of REAL
(Arg (2 * a4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * a4)) / 3) is complex real ext-real set
sin ((Arg (2 * a4)) / 3) is complex real ext-real set
(sin ((Arg (2 * a4)) / 3)) * <i> is complex set
(cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>) is complex set
(3 -root |.(2 * a4).|) * ((cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>)) is complex set
s4 / 2 is complex Element of COMPLEX
- (s4 / 2) is complex Element of COMPLEX
(- (s4 / 2)) - (a1 / 3) is complex Element of COMPLEX
s4 * (2,3) is complex set
(s4 * (2,3)) * <i> is complex set
((s4 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s4 / 2)) - (a1 / 3)) + (((s4 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
s3 is complex set
s2 is complex set
2 * s3 is complex set
(3,(2 * s3)) is complex set
|.(2 * s3).| is complex real ext-real Element of REAL
3 -root |.(2 * s3).| is complex real ext-real set
Arg (2 * s3) is complex real ext-real Element of REAL
(Arg (2 * s3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * s3)) / 3) is complex real ext-real set
sin ((Arg (2 * s3)) / 3) is complex real ext-real set
(sin ((Arg (2 * s3)) / 3)) * <i> is complex set
(cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>) is complex set
(3 -root |.(2 * s3).|) * ((cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>)) is complex set
s2 / 2 is complex Element of COMPLEX
- (s2 / 2) is complex Element of COMPLEX
(- (s2 / 2)) - (a1 / 3) is complex Element of COMPLEX
s2 * (2,3) is complex set
(s2 * (2,3)) * <i> is complex set
((s2 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s2 / 2)) - (a1 / 3)) - (((s2 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
((3 * a2) - (a1 |^ 2)) / 9 is complex Element of COMPLEX
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
27 * z is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54 is complex Element of COMPLEX
a1 / 3 is complex Element of COMPLEX
a0 is complex set
a3 is complex set
a4 is complex set
a0 |^ 3 is complex set
a3 |^ 2 is complex set
(a0 |^ 3) + (a3 |^ 2) is complex set
(2,((a0 |^ 3) + (a3 |^ 2))) is complex set
|.((a0 |^ 3) + (a3 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((a0 |^ 3) + (a3 |^ 2)).| is complex real ext-real set
Arg ((a0 |^ 3) + (a3 |^ 2)) is complex real ext-real Element of REAL
(Arg ((a0 |^ 3) + (a3 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((a0 |^ 3) + (a3 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((a0 |^ 3) + (a3 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((a0 |^ 3) + (a3 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((a0 |^ 3) + (a3 |^ 2))) / 2)) + ((sin ((Arg ((a0 |^ 3) + (a3 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((a0 |^ 3) + (a3 |^ 2)).|) * ((cos ((Arg ((a0 |^ 3) + (a3 |^ 2))) / 2)) + ((sin ((Arg ((a0 |^ 3) + (a3 |^ 2))) / 2)) * <i>)) is complex set
s4 is complex set
a3 + a4 is complex set
(3,(a3 + a4)) is complex set
|.(a3 + a4).| is complex real ext-real Element of REAL
3 -root |.(a3 + a4).| is complex real ext-real set
Arg (a3 + a4) is complex real ext-real Element of REAL
(Arg (a3 + a4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (a3 + a4)) / 3) is complex real ext-real set
sin ((Arg (a3 + a4)) / 3) is complex real ext-real set
(sin ((Arg (a3 + a4)) / 3)) * <i> is complex set
(cos ((Arg (a3 + a4)) / 3)) + ((sin ((Arg (a3 + a4)) / 3)) * <i>) is complex set
(3 -root |.(a3 + a4).|) * ((cos ((Arg (a3 + a4)) / 3)) + ((sin ((Arg (a3 + a4)) / 3)) * <i>)) is complex set
s3 is complex set
a0 / s4 is complex Element of COMPLEX
- (a0 / s4) is complex Element of COMPLEX
s4 + s3 is complex set
(s4 + s3) - (a1 / 3) is complex set
s2 is complex set
s1 is complex set
r1 is complex set
s2 |^ 3 is complex set
s1 |^ 2 is complex set
(s2 |^ 3) + (s1 |^ 2) is complex set
(2,((s2 |^ 3) + (s1 |^ 2))) is complex set
|.((s2 |^ 3) + (s1 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((s2 |^ 3) + (s1 |^ 2)).| is complex real ext-real set
Arg ((s2 |^ 3) + (s1 |^ 2)) is complex real ext-real Element of REAL
(Arg ((s2 |^ 3) + (s1 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s2 |^ 3) + (s1 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((s2 |^ 3) + (s1 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((s2 |^ 3) + (s1 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((s2 |^ 3) + (s1 |^ 2))) / 2)) + ((sin ((Arg ((s2 |^ 3) + (s1 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((s2 |^ 3) + (s1 |^ 2)).|) * ((cos ((Arg ((s2 |^ 3) + (s1 |^ 2))) / 2)) + ((sin ((Arg ((s2 |^ 3) + (s1 |^ 2))) / 2)) * <i>)) is complex set
r2 is complex set
s1 + r1 is complex set
(3,(s1 + r1)) is complex set
|.(s1 + r1).| is complex real ext-real Element of REAL
3 -root |.(s1 + r1).| is complex real ext-real set
Arg (s1 + r1) is complex real ext-real Element of REAL
(Arg (s1 + r1)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (s1 + r1)) / 3) is complex real ext-real set
sin ((Arg (s1 + r1)) / 3) is complex real ext-real set
(sin ((Arg (s1 + r1)) / 3)) * <i> is complex set
(cos ((Arg (s1 + r1)) / 3)) + ((sin ((Arg (s1 + r1)) / 3)) * <i>) is complex set
(3 -root |.(s1 + r1).|) * ((cos ((Arg (s1 + r1)) / 3)) + ((sin ((Arg (s1 + r1)) / 3)) * <i>)) is complex set
r3 is complex set
s2 / r2 is complex Element of COMPLEX
- (s2 / r2) is complex Element of COMPLEX
r2 + r3 is complex set
(r2 + r3) / 2 is complex Element of COMPLEX
- ((r2 + r3) / 2) is complex Element of COMPLEX
(- ((r2 + r3) / 2)) - (a1 / 3) is complex Element of COMPLEX
r2 - r3 is complex set
(r2 - r3) * (2,3) is complex set
((r2 - r3) * (2,3)) * <i> is complex set
(((r2 - r3) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((r2 + r3) / 2)) - (a1 / 3)) + ((((r2 - r3) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
s1 is complex set
IT is complex set
c₁₆ is complex set
s1 |^ 3 is complex set
IT |^ 2 is complex set
(s1 |^ 3) + (IT |^ 2) is complex set
(2,((s1 |^ 3) + (IT |^ 2))) is complex set
|.((s1 |^ 3) + (IT |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 3) + (IT |^ 2)).| is complex real ext-real set
Arg ((s1 |^ 3) + (IT |^ 2)) is complex real ext-real Element of REAL
(Arg ((s1 |^ 3) + (IT |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 3) + (IT |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 3) + (IT |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 3) + (IT |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 3) + (IT |^ 2))) / 2)) + ((sin ((Arg ((s1 |^ 3) + (IT |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 3) + (IT |^ 2)).|) * ((cos ((Arg ((s1 |^ 3) + (IT |^ 2))) / 2)) + ((sin ((Arg ((s1 |^ 3) + (IT |^ 2))) / 2)) * <i>)) is complex set
c₁₇ is complex set
IT + c₁₆ is complex set
(3,(IT + c₁₆)) is complex set
|.(IT + c₁₆).| is complex real ext-real Element of REAL
3 -root |.(IT + c₁₆).| is complex real ext-real set
Arg (IT + c₁₆) is complex real ext-real Element of REAL
(Arg (IT + c₁₆)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (IT + c₁₆)) / 3) is complex real ext-real set
sin ((Arg (IT + c₁₆)) / 3) is complex real ext-real set
(sin ((Arg (IT + c₁₆)) / 3)) * <i> is complex set
(cos ((Arg (IT + c₁₆)) / 3)) + ((sin ((Arg (IT + c₁₆)) / 3)) * <i>) is complex set
(3 -root |.(IT + c₁₆).|) * ((cos ((Arg (IT + c₁₆)) / 3)) + ((sin ((Arg (IT + c₁₆)) / 3)) * <i>)) is complex set
c₁₈ is complex set
s1 / c₁₇ is complex Element of COMPLEX
- (s1 / c₁₇) is complex Element of COMPLEX
c₁₇ + c₁₈ is complex set
(c₁₇ + c₁₈) / 2 is complex Element of COMPLEX
- ((c₁₇ + c₁₈) / 2) is complex Element of COMPLEX
(- ((c₁₇ + c₁₈) / 2)) - (a1 / 3) is complex Element of COMPLEX
c₁₇ - c₁₈ is complex set
(c₁₇ - c₁₈) * (2,3) is complex set
((c₁₇ - c₁₈) * (2,3)) * <i> is complex set
(((c₁₇ - c₁₈) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((c₁₇ + c₁₈) / 2)) - (a1 / 3)) - ((((c₁₇ - c₁₈) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
z is complex set
a2 is complex set
a1 is complex set
(z,a2,a1) is complex set
(z,a2,a1) is complex set
(z,a2,a1) * (z,a2,a1) is complex set
(z,a2,a1) is complex set
(z,a2,a1) * (z,a2,a1) is complex set
((z,a2,a1) * (z,a2,a1)) + ((z,a2,a1) * (z,a2,a1)) is complex set
(z,a2,a1) * (z,a2,a1) is complex set
(((z,a2,a1) * (z,a2,a1)) + ((z,a2,a1) * (z,a2,a1))) + ((z,a2,a1) * (z,a2,a1)) is complex set
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
27 * z is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54 is complex Element of COMPLEX
2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
|.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real Element of REAL
3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real set
Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) is complex real ext-real Element of REAL
(Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
(sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i> is complex set
(cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>) is complex set
(3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).|) * ((cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>)) is complex set
a1 / 3 is complex Element of COMPLEX
(z,a2,a1) + (z,a2,a1) is complex set
(z,a2,a1) * ((z,a2,a1) + (z,a2,a1)) is complex set
((z,a2,a1) * ((z,a2,a1) + (z,a2,a1))) + ((z,a2,a1) * (z,a2,a1)) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2 is complex Element of COMPLEX
- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) is complex Element of COMPLEX
(- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3) is complex Element of COMPLEX
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3) is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i> is complex set
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
(((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) + (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) is complex Element of COMPLEX
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3)) * ((((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) + (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2))) is complex set
(((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) * (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) is complex Element of COMPLEX
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3)) * ((((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) + (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)))) + ((((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) * (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2))) is complex set
3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
(3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4 is complex Element of COMPLEX
- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4) is complex Element of COMPLEX
a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
(a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 3 is complex Element of COMPLEX
(- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4)) - ((a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 3) is complex Element of COMPLEX
3 * a1 is complex set
(3 * a1) * a1 is complex set
((3 * a1) * a1) / 9 is complex Element of COMPLEX
((- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4)) - ((a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 3)) + (((3 * a1) * a1) / 9) is complex Element of COMPLEX
(((- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4)) - ((a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 3)) + (((3 * a1) * a1) / 9)) + ((a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 3) is complex Element of COMPLEX
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
(2,3) * (2,3) is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) * (2,3)) is complex set
- 1 is non zero complex real ext-real non positive negative Element of REAL
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) * (2,3))) * (- 1) is complex set
((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) * (2,3))) * (- 1)) / 2 is complex Element of COMPLEX
(((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) * (2,3))) * (- 1)) / 2) / 2 is complex Element of COMPLEX
((((- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4)) - ((a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 3)) + (((3 * a1) * a1) / 9)) + ((a1 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 3)) - ((((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) * (2,3))) * (- 1)) / 2) / 2) is complex Element of COMPLEX
a1 * a1 is complex set
(a1 * a1) / 3 is complex Element of COMPLEX
(- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4)) + ((a1 * a1) / 3) is complex Element of COMPLEX
(2,3) |^ 2 is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) |^ 2) is complex set
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) |^ 2)) * (- 1) is complex set
((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) |^ 2)) * (- 1)) / 2 is complex Element of COMPLEX
(((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) |^ 2)) * (- 1)) / 2) / 2 is complex Element of COMPLEX
((- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4)) + ((a1 * a1) / 3)) - ((((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * ((2,3) |^ 2)) * (- 1)) / 2) / 2) is complex Element of COMPLEX
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * 3 is complex set
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * 3) * (- 1) is complex set
((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * 3) * (- 1)) / 2 is complex Element of COMPLEX
(((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * 3) * (- 1)) / 2) / 2 is complex Element of COMPLEX
((- (((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 4)) + ((a1 * a1) / 3)) - ((((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * 3) * (- 1)) / 2) / 2) is complex Element of COMPLEX
(a1 |^ 2) / 3 is complex Element of COMPLEX
a4 is complex set
s4 is complex set
2 * a4 is complex set
(3,(2 * a4)) is complex set
|.(2 * a4).| is complex real ext-real Element of REAL
3 -root |.(2 * a4).| is complex real ext-real set
Arg (2 * a4) is complex real ext-real Element of REAL
(Arg (2 * a4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * a4)) / 3) is complex real ext-real set
sin ((Arg (2 * a4)) / 3) is complex real ext-real set
(sin ((Arg (2 * a4)) / 3)) * <i> is complex set
(cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>) is complex set
(3 -root |.(2 * a4).|) * ((cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>)) is complex set
s4 / 2 is complex Element of COMPLEX
- (s4 / 2) is complex Element of COMPLEX
(- (s4 / 2)) - (a1 / 3) is complex Element of COMPLEX
s4 * (2,3) is complex set
(s4 * (2,3)) * <i> is complex set
((s4 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s4 / 2)) - (a1 / 3)) + (((s4 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
s3 is complex set
s2 is complex set
2 * s3 is complex set
(3,(2 * s3)) is complex set
|.(2 * s3).| is complex real ext-real Element of REAL
3 -root |.(2 * s3).| is complex real ext-real set
Arg (2 * s3) is complex real ext-real Element of REAL
(Arg (2 * s3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * s3)) / 3) is complex real ext-real set
sin ((Arg (2 * s3)) / 3) is complex real ext-real set
(sin ((Arg (2 * s3)) / 3)) * <i> is complex set
(cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>) is complex set
(3 -root |.(2 * s3).|) * ((cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>)) is complex set
s2 / 2 is complex Element of COMPLEX
- (s2 / 2) is complex Element of COMPLEX
(- (s2 / 2)) - (a1 / 3) is complex Element of COMPLEX
s2 * (2,3) is complex set
(s2 * (2,3)) * <i> is complex set
((s2 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s2 / 2)) - (a1 / 3)) - (((s2 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
((3 * a2) - (a1 |^ 2)) / 9 is complex Element of COMPLEX
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
27 * z is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54 is complex Element of COMPLEX
(((3 * a2) - (a1 |^ 2)) / 9) |^ 3 is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2 is complex set
((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2) is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
|.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real Element of REAL
2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real set
Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)) is complex real ext-real Element of REAL
(Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
(sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i> is complex set
(cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>) is complex set
(2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).|) * ((cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>)) is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
|.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real Element of REAL
3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real set
Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex real ext-real Element of REAL
(Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
(sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i> is complex set
(cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>) is complex set
(3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).|) * ((cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>)) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex Element of COMPLEX
- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3 is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) |^ 2 is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
- (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(- (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) * (- (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9) is complex Element of COMPLEX
((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9) is complex Element of COMPLEX
a1 / 3 is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
(z,a2,a1) + (z,a2,a1) is complex set
(z,a2,a1) * ((z,a2,a1) + (z,a2,a1)) is complex set
((z,a2,a1) * ((z,a2,a1) + (z,a2,a1))) + ((z,a2,a1) * (z,a2,a1)) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2 is complex Element of COMPLEX
- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) is complex Element of COMPLEX
(- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3) is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i> is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
(((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) + (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) is complex Element of COMPLEX
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3)) * ((((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) + (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2))) is complex set
(((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) * (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) is complex Element of COMPLEX
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3)) * ((((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) + (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)))) + ((((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) * (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2))) is complex set
3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4 is complex Element of COMPLEX
- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4) is complex Element of COMPLEX
a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 3 is complex Element of COMPLEX
(- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) - ((a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 3) is complex Element of COMPLEX
3 * a1 is complex set
(3 * a1) * a1 is complex set
((3 * a1) * a1) / 9 is complex Element of COMPLEX
((- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) - ((a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 3)) + (((3 * a1) * a1) / 9) is complex Element of COMPLEX
(((- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) - ((a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 3)) + (((3 * a1) * a1) / 9)) + ((a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 3) is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(2,3) * (2,3) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) * (2,3)) is complex set
- 1 is non zero complex real ext-real non positive negative Element of REAL
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) * (2,3))) * (- 1) is complex set
(((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) * (2,3))) * (- 1)) / 4 is complex Element of COMPLEX
((((- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) - ((a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 3)) + (((3 * a1) * a1) / 9)) + ((a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 3)) - ((((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) * (2,3))) * (- 1)) / 4) is complex Element of COMPLEX
a1 * a1 is complex set
(a1 * a1) / 3 is complex Element of COMPLEX
(- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) + ((a1 * a1) / 3) is complex Element of COMPLEX
(2,3) |^ 2 is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) |^ 2) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) |^ 2)) * (- 1) is complex set
(((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) |^ 2)) * (- 1)) / 4 is complex Element of COMPLEX
((- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) + ((a1 * a1) / 3)) - ((((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((2,3) |^ 2)) * (- 1)) / 4) is complex Element of COMPLEX
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * 3 is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * 3) * (- 1) is complex set
(((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * 3) * (- 1)) / 4 is complex Element of COMPLEX
((- (((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) + ((a1 * a1) / 3)) - ((((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * 3) * (- 1)) / 4) is complex Element of COMPLEX
3 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
(3 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex set
((3 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) + ((a1 * a1) / 3) is complex set
3 * (((3 * a2) - (a1 |^ 2)) / 9) is complex set
(3 * (((3 * a2) - (a1 |^ 2)) / 9)) + ((a1 * a1) / 3) is complex set
(a1 |^ 2) / 3 is complex Element of COMPLEX
(3 * (((3 * a2) - (a1 |^ 2)) / 9)) + ((a1 |^ 2) / 3) is complex set
r1 is complex set
r2 is complex set
r3 is complex set
r1 |^ 3 is complex set
r2 |^ 2 is complex set
(r1 |^ 3) + (r2 |^ 2) is complex set
(2,((r1 |^ 3) + (r2 |^ 2))) is complex set
|.((r1 |^ 3) + (r2 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((r1 |^ 3) + (r2 |^ 2)).| is complex real ext-real set
Arg ((r1 |^ 3) + (r2 |^ 2)) is complex real ext-real Element of REAL
(Arg ((r1 |^ 3) + (r2 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) + ((sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((r1 |^ 3) + (r2 |^ 2)).|) * ((cos ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) + ((sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) * <i>)) is complex set
s1 is complex set
r2 + r3 is complex set
(3,(r2 + r3)) is complex set
|.(r2 + r3).| is complex real ext-real Element of REAL
3 -root |.(r2 + r3).| is complex real ext-real set
Arg (r2 + r3) is complex real ext-real Element of REAL
(Arg (r2 + r3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (r2 + r3)) / 3) is complex real ext-real set
sin ((Arg (r2 + r3)) / 3) is complex real ext-real set
(sin ((Arg (r2 + r3)) / 3)) * <i> is complex set
(cos ((Arg (r2 + r3)) / 3)) + ((sin ((Arg (r2 + r3)) / 3)) * <i>) is complex set
(3 -root |.(r2 + r3).|) * ((cos ((Arg (r2 + r3)) / 3)) + ((sin ((Arg (r2 + r3)) / 3)) * <i>)) is complex set
IT is complex set
r1 / s1 is complex Element of COMPLEX
- (r1 / s1) is complex Element of COMPLEX
s1 + IT is complex set
(s1 + IT) / 2 is complex Element of COMPLEX
- ((s1 + IT) / 2) is complex Element of COMPLEX
(- ((s1 + IT) / 2)) - (a1 / 3) is complex Element of COMPLEX
s1 - IT is complex set
(s1 - IT) * (2,3) is complex set
((s1 - IT) * (2,3)) * <i> is complex set
(((s1 - IT) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((s1 + IT) / 2)) - (a1 / 3)) + ((((s1 - IT) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 3 is complex set
c₁₇ |^ 2 is complex set
(c₁₆ |^ 3) + (c₁₇ |^ 2) is complex set
(2,((c₁₆ |^ 3) + (c₁₇ |^ 2))) is complex set
|.((c₁₆ |^ 3) + (c₁₇ |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((c₁₆ |^ 3) + (c₁₇ |^ 2)).| is complex real ext-real set
Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2)) is complex real ext-real Element of REAL
(Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) + ((sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((c₁₆ |^ 3) + (c₁₇ |^ 2)).|) * ((cos ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) + ((sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) * <i>)) is complex set
c₁₉ is complex set
c₁₇ + c₁₈ is complex set
(3,(c₁₇ + c₁₈)) is complex set
|.(c₁₇ + c₁₈).| is complex real ext-real Element of REAL
3 -root |.(c₁₇ + c₁₈).| is complex real ext-real set
Arg (c₁₇ + c₁₈) is complex real ext-real Element of REAL
(Arg (c₁₇ + c₁₈)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (c₁₇ + c₁₈)) / 3) is complex real ext-real set
sin ((Arg (c₁₇ + c₁₈)) / 3) is complex real ext-real set
(sin ((Arg (c₁₇ + c₁₈)) / 3)) * <i> is complex set
(cos ((Arg (c₁₇ + c₁₈)) / 3)) + ((sin ((Arg (c₁₇ + c₁₈)) / 3)) * <i>) is complex set
(3 -root |.(c₁₇ + c₁₈).|) * ((cos ((Arg (c₁₇ + c₁₈)) / 3)) + ((sin ((Arg (c₁₇ + c₁₈)) / 3)) * <i>)) is complex set
c₂₀ is complex set
c₁₆ / c₁₉ is complex Element of COMPLEX
- (c₁₆ / c₁₉) is complex Element of COMPLEX
c₁₉ + c₂₀ is complex set
(c₁₉ + c₂₀) / 2 is complex Element of COMPLEX
- ((c₁₉ + c₂₀) / 2) is complex Element of COMPLEX
(- ((c₁₉ + c₂₀) / 2)) - (a1 / 3) is complex Element of COMPLEX
c₁₉ - c₂₀ is complex set
(c₁₉ - c₂₀) * (2,3) is complex set
((c₁₉ - c₂₀) * (2,3)) * <i> is complex set
(((c₁₉ - c₂₀) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((c₁₉ + c₂₀) / 2)) - (a1 / 3)) - ((((c₁₉ - c₂₀) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
z is complex set
- z is complex set
a2 is complex set
a1 is complex set
(z,a2,a1) is complex set
(z,a2,a1) is complex set
(z,a2,a1) * (z,a2,a1) is complex set
(z,a2,a1) is complex set
((z,a2,a1) * (z,a2,a1)) * (z,a2,a1) is complex set
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
27 * z is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54 is complex Element of COMPLEX
2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
|.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real Element of REAL
3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).| is complex real ext-real set
Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) is complex real ext-real Element of REAL
(Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3) is complex real ext-real set
(sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i> is complex set
(cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>) is complex set
(3 -root |.(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)).|) * ((cos ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) + ((sin ((Arg (2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 3)) * <i>)) is complex set
a1 / 3 is complex Element of COMPLEX
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2 is complex Element of COMPLEX
- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) is complex Element of COMPLEX
(- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3) is complex Element of COMPLEX
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3) is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i> is complex set
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3)) * (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) is complex set
((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3)) * (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) + ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2))) * (((- ((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2)) - (a1 / 3)) - ((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (2,3)) * <i>) / 2)) is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3) is complex Element of COMPLEX
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) * (((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) is complex Element of COMPLEX
(2,3) * (2,3) is complex set
((2,3) * (2,3)) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
(((2,3) * (2,3)) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
((((2,3) * (2,3)) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2 is complex Element of COMPLEX
(((((2,3) * (2,3)) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2 is complex Element of COMPLEX
((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) * (((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3))) + ((((((2,3) * (2,3)) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2) is complex Element of COMPLEX
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3)) * (((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) * (((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3))) + ((((((2,3) * (2,3)) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2)) is complex set
(2,3) |^ 2 is complex set
((2,3) |^ 2) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
(((2,3) |^ 2) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
((((2,3) |^ 2) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2 is complex Element of COMPLEX
(((((2,3) |^ 2) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2 is complex Element of COMPLEX
((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) * (((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3))) + ((((((2,3) |^ 2) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2) is complex Element of COMPLEX
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3)) * (((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) * (((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3))) + ((((((2,3) |^ 2) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2)) is complex set
3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
(3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2 is complex Element of COMPLEX
(((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2 is complex Element of COMPLEX
((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) * (((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3))) + ((((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2) is complex Element of COMPLEX
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) - (a1 / 3)) * (((((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3)) * (((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / 2) + (a1 / 3))) + ((((3 * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) / 2) / 2)) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) is complex set
a1 * a1 is complex set
(a1 * a1) * a1 is complex set
((a1 * a1) * a1) / 3 is complex Element of COMPLEX
(((a1 * a1) * a1) / 3) / 3 is complex Element of COMPLEX
((((a1 * a1) * a1) / 3) / 3) / 3 is complex Element of COMPLEX
(((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) * (3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)))) - (((((a1 * a1) * a1) / 3) / 3) / 3) is complex set
(3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) |^ 3 is complex set
((a1 * a1) * a1) / 27 is complex Element of COMPLEX
((3,(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) |^ 3) - (((a1 * a1) * a1) / 27) is complex set
(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) - (((a1 * a1) * a1) / 27) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 27 is complex Element of COMPLEX
(a1 |^ 3) / 27 is complex Element of COMPLEX
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 27) - ((a1 |^ 3) / 27) is complex Element of COMPLEX
3 * a1 is complex set
(3 * a1) * a2 is complex set
2 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
a1 |^ (2 + 1) is complex set
((3 * a1) * a2) - (a1 |^ (2 + 1)) is complex set
(((3 * a1) * a2) - (a1 |^ (2 + 1))) / 9 is complex Element of COMPLEX
((((3 * a1) * a2) - (a1 |^ (2 + 1))) / 9) - z is complex set
(a1 |^ 2) * a1 is complex set
((3 * a1) * a2) - ((a1 |^ 2) * a1) is complex set
(((3 * a1) * a2) - ((a1 |^ 2) * a1)) / 9 is complex Element of COMPLEX
((((3 * a1) * a2) - ((a1 |^ 2) * a1)) / 9) - z is complex set
a4 is complex set
s4 is complex set
2 * a4 is complex set
(3,(2 * a4)) is complex set
|.(2 * a4).| is complex real ext-real Element of REAL
3 -root |.(2 * a4).| is complex real ext-real set
Arg (2 * a4) is complex real ext-real Element of REAL
(Arg (2 * a4)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * a4)) / 3) is complex real ext-real set
sin ((Arg (2 * a4)) / 3) is complex real ext-real set
(sin ((Arg (2 * a4)) / 3)) * <i> is complex set
(cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>) is complex set
(3 -root |.(2 * a4).|) * ((cos ((Arg (2 * a4)) / 3)) + ((sin ((Arg (2 * a4)) / 3)) * <i>)) is complex set
s4 / 2 is complex Element of COMPLEX
- (s4 / 2) is complex Element of COMPLEX
(- (s4 / 2)) - (a1 / 3) is complex Element of COMPLEX
s4 * (2,3) is complex set
(s4 * (2,3)) * <i> is complex set
((s4 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s4 / 2)) - (a1 / 3)) + (((s4 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
s3 is complex set
s2 is complex set
2 * s3 is complex set
(3,(2 * s3)) is complex set
|.(2 * s3).| is complex real ext-real Element of REAL
3 -root |.(2 * s3).| is complex real ext-real set
Arg (2 * s3) is complex real ext-real Element of REAL
(Arg (2 * s3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (2 * s3)) / 3) is complex real ext-real set
sin ((Arg (2 * s3)) / 3) is complex real ext-real set
(sin ((Arg (2 * s3)) / 3)) * <i> is complex set
(cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>) is complex set
(3 -root |.(2 * s3).|) * ((cos ((Arg (2 * s3)) / 3)) + ((sin ((Arg (2 * s3)) / 3)) * <i>)) is complex set
s2 / 2 is complex Element of COMPLEX
- (s2 / 2) is complex Element of COMPLEX
(- (s2 / 2)) - (a1 / 3) is complex Element of COMPLEX
s2 * (2,3) is complex set
(s2 * (2,3)) * <i> is complex set
((s2 * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (s2 / 2)) - (a1 / 3)) - (((s2 * (2,3)) * <i>) / 2) is complex Element of COMPLEX
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
((3 * a2) - (a1 |^ 2)) / 9 is complex Element of COMPLEX
9 * a1 is complex set
(9 * a1) * a2 is complex set
a1 |^ 3 is complex set
2 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (2 * (a1 |^ 3)) is complex set
27 * z is complex set
(((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z) is complex set
((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54 is complex Element of COMPLEX
(((3 * a2) - (a1 |^ 2)) / 9) |^ 3 is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2 is complex set
((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2) is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
|.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real Element of REAL
2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).| is complex real ext-real set
Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)) is complex real ext-real Element of REAL
(Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2) is complex real ext-real set
(sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i> is complex set
(cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>) is complex set
(2 -root |.(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)).|) * ((cos ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) + ((sin ((Arg (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) / 2)) * <i>)) is complex set
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
|.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real Element of REAL
3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).| is complex real ext-real set
Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex real ext-real Element of REAL
(Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3) is complex real ext-real set
(sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i> is complex set
(cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>) is complex set
(3 -root |.((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))).|) * ((cos ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) + ((sin ((Arg ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / 3)) * <i>)) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex Element of COMPLEX
- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3 is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) |^ 2 is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
- (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(- (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) * (- (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex set
(((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9) is complex Element of COMPLEX
((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3 is complex set
(((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9) is complex Element of COMPLEX
((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9) is complex Element of COMPLEX
(((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) * ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex set
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) * ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) * ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex Element of COMPLEX
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) * ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) * ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9))) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
(((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) is complex Element of COMPLEX
2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) is complex set
(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex set
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) is complex set
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex set
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - ((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) is complex set
(((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - ((((3 * a2) - (a1 |^ 2)) / 9) |^ 3)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
(2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) |^ 2 is complex set
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) |^ 2) is complex set
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) |^ 2)) - ((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) is complex set
(((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) |^ 2)) - ((((3 * a2) - (a1 |^ 2)) / 9) |^ 3)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)) is complex set
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) - ((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) is complex set
(((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))) - ((((3 * a2) - (a1 |^ 2)) / 9) |^ 3)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2) is complex set
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) is complex set
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) + ((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54))) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
(2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex set
((2 * (((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54)) * ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) is complex Element of COMPLEX
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
(3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
- (((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex set
- (((3 * a2) - (a1 |^ 2)) / 9) is complex Element of COMPLEX
a1 / 3 is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2 is complex Element of COMPLEX
- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) is complex Element of COMPLEX
(- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3) is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i> is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3)) * (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) is complex set
((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3)) * (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) + (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2))) * (((- (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2)) - (a1 / 3)) - (((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (2,3)) * <i>) / 2)) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3) is complex Element of COMPLEX
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) * ((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) is complex Element of COMPLEX
(2,3) * (2,3) is complex set
((2,3) * (2,3)) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(((2,3) * (2,3)) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
((((2,3) * (2,3)) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2 is complex Element of COMPLEX
(((((2,3) * (2,3)) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2 is complex Element of COMPLEX
(((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) * ((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3))) + ((((((2,3) * (2,3)) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2) is complex Element of COMPLEX
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3)) * ((((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) * ((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3))) + ((((((2,3) * (2,3)) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2)) is complex set
(2,3) |^ 2 is complex set
((2,3) |^ 2) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(((2,3) |^ 2) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
((((2,3) |^ 2) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2 is complex Element of COMPLEX
(((((2,3) |^ 2) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2 is complex Element of COMPLEX
(((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) * ((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3))) + ((((((2,3) |^ 2) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2) is complex Element of COMPLEX
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3)) * ((((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) * ((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3))) + ((((((2,3) |^ 2) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2)) is complex set
3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2 is complex Element of COMPLEX
(((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2 is complex Element of COMPLEX
(((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) * ((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3))) + ((((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2) is complex Element of COMPLEX
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 / 3)) * ((((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3)) * ((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) + (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) / 2) + (a1 / 3))) + ((((3 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) - (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 2) / 2)) is complex set
(- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex Element of COMPLEX
((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex Element of COMPLEX
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
4 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
(4 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
a1 * ((4 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(a1 * ((4 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4 is complex Element of COMPLEX
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) + ((a1 * ((4 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4) is complex set
a1 * a1 is complex set
(a1 * a1) * a1 is complex set
((a1 * a1) * a1) / 27 is complex Element of COMPLEX
(((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) + ((a1 * ((4 * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) / 4)) - (((a1 * a1) * a1) / 27) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) + (a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) + (a1 * ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))))) - (((a1 * a1) * a1) / 27) is complex set
a1 * (- (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) + (a1 * (- (((3 * a2) - (a1 |^ 2)) / 9))) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) + (((- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) * (- ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))))) + (a1 * (- (((3 * a2) - (a1 |^ 2)) / 9)))) - (((a1 * a1) * a1) / 27) is complex set
((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
(((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
a1 * (((3 * a2) - (a1 |^ 2)) / 9) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - (((a1 * a1) * a1) / 27) is complex set
((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
(((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) * ((((3 * a2) - (a1 |^ 2)) / 9) / (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - (((a1 * a1) * a1) / 27) is complex set
(((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))))) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / (((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) * (3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - (((a1 * a1) * a1) / 27) is complex set
(((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) is complex Element of COMPLEX
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3)) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - (((a1 * a1) * a1) / 27) is complex set
((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) is complex set
(((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
((((3,((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2))))) |^ 3) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - (((a1 * a1) * a1) / 27) is complex set
(((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
((((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))) - ((((((3 * a2) - (a1 |^ 2)) / 9) * (((3 * a2) - (a1 |^ 2)) / 9)) * (((3 * a2) - (a1 |^ 2)) / 9)) / ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) + (2,(((((3 * a2) - (a1 |^ 2)) / 9) |^ 3) + ((((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) / 54) |^ 2)))))) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - (((a1 * a1) * a1) / 27) is complex set
2 * ((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z)) is complex set
(2 * ((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z))) / 54 is complex Element of COMPLEX
((2 * ((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z))) / 54) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
(a1 |^ 3) / 27 is complex Element of COMPLEX
(((2 * ((((9 * a1) * a2) - (2 * (a1 |^ 3))) - (27 * z))) / 54) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - ((a1 |^ 3) / 27) is complex set
3 * (a1 |^ 3) is complex set
((9 * a1) * a2) - (3 * (a1 |^ 3)) is complex set
(((9 * a1) * a2) - (3 * (a1 |^ 3))) / 27 is complex Element of COMPLEX
((((9 * a1) * a2) - (3 * (a1 |^ 3))) / 27) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
(((((9 * a1) * a2) - (3 * (a1 |^ 3))) / 27) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - z is complex set
3 * ((a1 * a1) * a1) is complex set
((9 * a1) * a2) - (3 * ((a1 * a1) * a1)) is complex set
(((9 * a1) * a2) - (3 * ((a1 * a1) * a1))) / 27 is complex Element of COMPLEX
((((9 * a1) * a2) - (3 * ((a1 * a1) * a1))) / 27) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
(((((9 * a1) * a2) - (3 * ((a1 * a1) * a1))) / 27) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - z is complex set
(3 * a2) - (a1 * a1) is complex set
a1 * ((3 * a2) - (a1 * a1)) is complex set
(a1 * ((3 * a2) - (a1 * a1))) / 9 is complex Element of COMPLEX
((a1 * ((3 * a2) - (a1 * a1))) / 9) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
(((a1 * ((3 * a2) - (a1 * a1))) / 9) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - z is complex set
a1 * ((3 * a2) - (a1 |^ 2)) is complex set
(a1 * ((3 * a2) - (a1 |^ 2))) / 9 is complex Element of COMPLEX
((a1 * ((3 * a2) - (a1 |^ 2))) / 9) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9)) is complex set
(((a1 * ((3 * a2) - (a1 |^ 2))) / 9) - (a1 * (((3 * a2) - (a1 |^ 2)) / 9))) - z is complex set
r1 is complex set
r2 is complex set
r3 is complex set
r1 |^ 3 is complex set
r2 |^ 2 is complex set
(r1 |^ 3) + (r2 |^ 2) is complex set
(2,((r1 |^ 3) + (r2 |^ 2))) is complex set
|.((r1 |^ 3) + (r2 |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((r1 |^ 3) + (r2 |^ 2)).| is complex real ext-real set
Arg ((r1 |^ 3) + (r2 |^ 2)) is complex real ext-real Element of REAL
(Arg ((r1 |^ 3) + (r2 |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) + ((sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((r1 |^ 3) + (r2 |^ 2)).|) * ((cos ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) + ((sin ((Arg ((r1 |^ 3) + (r2 |^ 2))) / 2)) * <i>)) is complex set
s1 is complex set
r2 + r3 is complex set
(3,(r2 + r3)) is complex set
|.(r2 + r3).| is complex real ext-real Element of REAL
3 -root |.(r2 + r3).| is complex real ext-real set
Arg (r2 + r3) is complex real ext-real Element of REAL
(Arg (r2 + r3)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (r2 + r3)) / 3) is complex real ext-real set
sin ((Arg (r2 + r3)) / 3) is complex real ext-real set
(sin ((Arg (r2 + r3)) / 3)) * <i> is complex set
(cos ((Arg (r2 + r3)) / 3)) + ((sin ((Arg (r2 + r3)) / 3)) * <i>) is complex set
(3 -root |.(r2 + r3).|) * ((cos ((Arg (r2 + r3)) / 3)) + ((sin ((Arg (r2 + r3)) / 3)) * <i>)) is complex set
IT is complex set
r1 / s1 is complex Element of COMPLEX
- (r1 / s1) is complex Element of COMPLEX
s1 + IT is complex set
(s1 + IT) / 2 is complex Element of COMPLEX
- ((s1 + IT) / 2) is complex Element of COMPLEX
(- ((s1 + IT) / 2)) - (a1 / 3) is complex Element of COMPLEX
s1 - IT is complex set
(s1 - IT) * (2,3) is complex set
((s1 - IT) * (2,3)) * <i> is complex set
(((s1 - IT) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((s1 + IT) / 2)) - (a1 / 3)) + ((((s1 - IT) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 3 is complex set
c₁₇ |^ 2 is complex set
(c₁₆ |^ 3) + (c₁₇ |^ 2) is complex set
(2,((c₁₆ |^ 3) + (c₁₇ |^ 2))) is complex set
|.((c₁₆ |^ 3) + (c₁₇ |^ 2)).| is complex real ext-real Element of REAL
2 -root |.((c₁₆ |^ 3) + (c₁₇ |^ 2)).| is complex real ext-real set
Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2)) is complex real ext-real Element of REAL
(Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2) is complex real ext-real set
sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2) is complex real ext-real set
(sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) * <i> is complex set
(cos ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) + ((sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) * <i>) is complex set
(2 -root |.((c₁₆ |^ 3) + (c₁₇ |^ 2)).|) * ((cos ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) + ((sin ((Arg ((c₁₆ |^ 3) + (c₁₇ |^ 2))) / 2)) * <i>)) is complex set
c₁₉ is complex set
c₁₇ + c₁₈ is complex set
(3,(c₁₇ + c₁₈)) is complex set
|.(c₁₇ + c₁₈).| is complex real ext-real Element of REAL
3 -root |.(c₁₇ + c₁₈).| is complex real ext-real set
Arg (c₁₇ + c₁₈) is complex real ext-real Element of REAL
(Arg (c₁₇ + c₁₈)) / 3 is complex real ext-real Element of COMPLEX
cos ((Arg (c₁₇ + c₁₈)) / 3) is complex real ext-real set
sin ((Arg (c₁₇ + c₁₈)) / 3) is complex real ext-real set
(sin ((Arg (c₁₇ + c₁₈)) / 3)) * <i> is complex set
(cos ((Arg (c₁₇ + c₁₈)) / 3)) + ((sin ((Arg (c₁₇ + c₁₈)) / 3)) * <i>) is complex set
(3 -root |.(c₁₇ + c₁₈).|) * ((cos ((Arg (c₁₇ + c₁₈)) / 3)) + ((sin ((Arg (c₁₇ + c₁₈)) / 3)) * <i>)) is complex set
c₂₀ is complex set
c₁₆ / c₁₉ is complex Element of COMPLEX
- (c₁₆ / c₁₉) is complex Element of COMPLEX
c₁₉ + c₂₀ is complex set
(c₁₉ + c₂₀) / 2 is complex Element of COMPLEX
- ((c₁₉ + c₂₀) / 2) is complex Element of COMPLEX
(- ((c₁₉ + c₂₀) / 2)) - (a1 / 3) is complex Element of COMPLEX
c₁₉ - c₂₀ is complex set
(c₁₉ - c₂₀) * (2,3) is complex set
((c₁₉ - c₂₀) * (2,3)) * <i> is complex set
(((c₁₉ - c₂₀) * (2,3)) * <i>) / 2 is complex Element of COMPLEX
((- ((c₁₉ + c₂₀) / 2)) - (a1 / 3)) - ((((c₁₉ - c₂₀) * (2,3)) * <i>) / 2) is complex Element of COMPLEX
3 * a2 is complex set
a1 |^ 2 is complex set
(3 * a2) - (a1 |^ 2) is complex set
z is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
a2 * (z |^ 2) is complex set
a1 is complex set
a1 * z is complex set
a0 is complex set
a3 is complex set
a3 * (z |^ 3) is complex set
(a3 * (z |^ 3)) + (a2 * (z |^ 2)) is complex set
((a3 * (z |^ 3)) + (a2 * (z |^ 2))) + (a1 * z) is complex set
(((a3 * (z |^ 3)) + (a2 * (z |^ 2))) + (a1 * z)) + a0 is complex set
a0 / a3 is complex Element of COMPLEX
a1 / a3 is complex Element of COMPLEX
a2 / a3 is complex Element of COMPLEX
((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
- (a2 / a3) is complex Element of COMPLEX
((a0 / a3),(a1 / a3),(a2 / a3)) + ((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
(((a0 / a3),(a1 / a3),(a2 / a3)) + ((a0 / a3),(a1 / a3),(a2 / a3))) + ((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
- ((((a0 / a3),(a1 / a3),(a2 / a3)) + ((a0 / a3),(a1 / a3),(a2 / a3))) + ((a0 / a3),(a1 / a3),(a2 / a3))) is complex set
- (a0 / a3) is complex Element of COMPLEX
((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
(((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3))) * ((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
- ((((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3))) * ((a0 / a3),(a1 / a3),(a2 / a3))) is complex set
(a2 / a3) * (z |^ 2) is complex set
(z |^ 3) + ((a2 / a3) * (z |^ 2)) is complex set
(a1 / a3) * z is complex set
((z |^ 3) + ((a2 / a3) * (z |^ 2))) + ((a1 / a3) * z) is complex set
(((z |^ 3) + ((a2 / a3) * (z |^ 2))) + ((a1 / a3) * z)) + (a0 / a3) is complex set
((((z |^ 3) + ((a2 / a3) * (z |^ 2))) + ((a1 / a3) * z)) + (a0 / a3)) * a3 is complex set
(a2 / a3) * a3 is complex set
((a2 / a3) * a3) * (z |^ 2) is complex set
(a3 * (z |^ 3)) + (((a2 / a3) * a3) * (z |^ 2)) is complex set
(a1 / a3) * a3 is complex set
((a1 / a3) * a3) * z is complex set
((a3 * (z |^ 3)) + (((a2 / a3) * a3) * (z |^ 2))) + (((a1 / a3) * a3) * z) is complex set
(a0 / a3) * a3 is complex set
(((a3 * (z |^ 3)) + (((a2 / a3) * a3) * (z |^ 2))) + (((a1 / a3) * a3) * z)) + ((a0 / a3) * a3) is complex set
(((a3 * (z |^ 3)) + (((a2 / a3) * a3) * (z |^ 2))) + (((a1 / a3) * a3) * z)) + a0 is complex set
((a3 * (z |^ 3)) + (((a2 / a3) * a3) * (z |^ 2))) + (a1 * z) is complex set
(((a3 * (z |^ 3)) + (((a2 / a3) * a3) * (z |^ 2))) + (a1 * z)) + a0 is complex set
((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
(((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3))) + (((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3))) is complex set
((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3)) is complex set
((((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3))) + (((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3)))) + (((a0 / a3),(a1 / a3),(a2 / a3)) * ((a0 / a3),(a1 / a3),(a2 / a3))) is complex set
8 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
32 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
64 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
256 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
16 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
1024 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
z is complex set
z |^ 4 is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
8 * a2 is complex set
4 * a2 is complex set
a2 * (z |^ 2) is complex set
a1 is complex set
8 * a1 is complex set
a1 * z is complex set
a0 is complex set
256 * a0 is complex set
a3 is complex set
a3 |^ 4 is complex set
a3 |^ 2 is complex set
a4 is complex set
a4 / 4 is complex Element of COMPLEX
a3 - (a4 / 4) is complex set
a4 |^ 2 is complex set
3 * (a4 |^ 2) is complex set
(8 * a2) - (3 * (a4 |^ 2)) is complex set
((8 * a2) - (3 * (a4 |^ 2))) / 32 is complex Element of COMPLEX
(4 * a2) * a4 is complex set
(8 * a1) - ((4 * a2) * a4) is complex set
a4 |^ 3 is complex set
((8 * a1) - ((4 * a2) * a4)) + (a4 |^ 3) is complex set
(((8 * a1) - ((4 * a2) * a4)) + (a4 |^ 3)) / 64 is complex Element of COMPLEX
64 * a4 is complex set
(64 * a4) * a1 is complex set
(256 * a0) - ((64 * a4) * a1) is complex set
16 * (a4 |^ 2) is complex set
(16 * (a4 |^ 2)) * a2 is complex set
((256 * a0) - ((64 * a4) * a1)) + ((16 * (a4 |^ 2)) * a2) is complex set
a4 |^ 4 is complex set
3 * (a4 |^ 4) is complex set
(((256 * a0) - ((64 * a4) * a1)) + ((16 * (a4 |^ 2)) * a2)) - (3 * (a4 |^ 4)) is complex set
((((256 * a0) - ((64 * a4) * a1)) + ((16 * (a4 |^ 2)) * a2)) - (3 * (a4 |^ 4))) / 1024 is complex Element of COMPLEX
a4 * (z |^ 3) is complex set
(z |^ 4) + (a4 * (z |^ 3)) is complex set
((z |^ 4) + (a4 * (z |^ 3))) + (a2 * (z |^ 2)) is complex set
(((z |^ 4) + (a4 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z) is complex set
((((z |^ 4) + (a4 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z)) + a0 is complex set
s4 is complex set
8 * s4 is complex set
(8 * s4) * a3 is complex set
s3 is complex set
4 * s3 is complex set
s2 is complex set
4 * s2 is complex set
(4 * s2) * (a3 |^ 2) is complex set
(a3 |^ 4) + ((4 * s2) * (a3 |^ 2)) is complex set
((a3 |^ 4) + ((4 * s2) * (a3 |^ 2))) + ((8 * s4) * a3) is complex set
(((a3 |^ 4) + ((4 * s2) * (a3 |^ 2))) + ((8 * s4) * a3)) + (4 * s3) is complex set
4 * z is complex set
4 * a3 is complex set
(4 * a3) - a4 is complex set
16 * (z |^ 2) is complex set
4 * 4 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(4 * 4) * (z |^ 2) is complex set
4 |^ 2 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
(4 |^ 2) * (z |^ 2) is complex set
(4 * z) |^ 2 is complex set
(4 * a3) |^ 2 is complex set
2 * (4 * a3) is complex set
(2 * (4 * a3)) * a4 is complex set
((4 * a3) |^ 2) - ((2 * (4 * a3)) * a4) is complex set
(((4 * a3) |^ 2) - ((2 * (4 * a3)) * a4)) + (a4 |^ 2) is complex set
(4 * a3) * (4 * a3) is complex set
((4 * a3) * (4 * a3)) - ((2 * (4 * a3)) * a4) is complex set
(((4 * a3) * (4 * a3)) - ((2 * (4 * a3)) * a4)) + (a4 |^ 2) is complex set
a3 * a3 is complex set
16 * (a3 * a3) is complex set
8 * a3 is complex set
(8 * a3) * a4 is complex set
(16 * (a3 * a3)) - ((8 * a3) * a4) is complex set
((16 * (a3 * a3)) - ((8 * a3) * a4)) + (a4 |^ 2) is complex set
16 * (a3 |^ 2) is complex set
(16 * (a3 |^ 2)) - ((8 * a3) * a4) is complex set
((16 * (a3 |^ 2)) - ((8 * a3) * a4)) + (a4 |^ 2) is complex set
(4 * a3) |^ 3 is complex set
4 |^ 3 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
a3 |^ 3 is complex set
(4 |^ 3) * (a3 |^ 3) is complex set
(4 * 4) * 4 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
((4 * 4) * 4) * (a3 |^ 3) is complex set
64 * (a3 |^ 3) is complex set
(4 |^ 2) * (a3 |^ 2) is complex set
(4 * 4) * (a3 |^ 2) is complex set
4 * a4 is complex set
64 * (z |^ 3) is complex set
(4 * a4) * (64 * (z |^ 3)) is complex set
((4 * 4) * 4) * (z |^ 3) is complex set
(4 * a4) * (((4 * 4) * 4) * (z |^ 3)) is complex set
(4 |^ 3) * (z |^ 3) is complex set
(4 * a4) * ((4 |^ 3) * (z |^ 3)) is complex set
((4 * a3) - a4) |^ 3 is complex set
(4 * a4) * (((4 * a3) - a4) |^ 3) is complex set
3 * (16 * (a3 |^ 2)) is complex set
(3 * (16 * (a3 |^ 2))) * a4 is complex set
(64 * (a3 |^ 3)) - ((3 * (16 * (a3 |^ 2))) * a4) is complex set
(3 * (a4 |^ 2)) * (4 * a3) is complex set
((64 * (a3 |^ 3)) - ((3 * (16 * (a3 |^ 2))) * a4)) + ((3 * (a4 |^ 2)) * (4 * a3)) is complex set
(((64 * (a3 |^ 3)) - ((3 * (16 * (a3 |^ 2))) * a4)) + ((3 * (a4 |^ 2)) * (4 * a3))) - (a4 |^ 3) is complex set
(4 * a4) * ((((64 * (a3 |^ 3)) - ((3 * (16 * (a3 |^ 2))) * a4)) + ((3 * (a4 |^ 2)) * (4 * a3))) - (a4 |^ 3)) is complex set
256 * a4 is complex set
(256 * a4) * (a3 |^ 3) is complex set
192 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
a4 * a4 is complex set
192 * (a4 * a4) is complex set
(192 * (a4 * a4)) * (a3 |^ 2) is complex set
((256 * a4) * (a3 |^ 3)) - ((192 * (a4 * a4)) * (a3 |^ 2)) is complex set
48 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
(a4 |^ 2) * a4 is complex set
48 * ((a4 |^ 2) * a4) is complex set
(48 * ((a4 |^ 2) * a4)) * a3 is complex set
(((256 * a4) * (a3 |^ 3)) - ((192 * (a4 * a4)) * (a3 |^ 2))) + ((48 * ((a4 |^ 2) * a4)) * a3) is complex set
(a4 |^ 3) * a4 is complex set
4 * ((a4 |^ 3) * a4) is complex set
((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 * a4)) * (a3 |^ 2))) + ((48 * ((a4 |^ 2) * a4)) * a3)) - (4 * ((a4 |^ 3) * a4)) is complex set
192 * (a4 |^ 2) is complex set
(192 * (a4 |^ 2)) * (a3 |^ 2) is complex set
((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2)) is complex set
(((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * ((a4 |^ 2) * a4)) * a3) is complex set
((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * ((a4 |^ 2) * a4)) * a3)) - (4 * ((a4 |^ 3) * a4)) is complex set
2 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
a4 |^ (2 + 1) is complex set
48 * (a4 |^ (2 + 1)) is complex set
(48 * (a4 |^ (2 + 1))) * a3 is complex set
(((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ (2 + 1))) * a3) is complex set
((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ (2 + 1))) * a3)) - (4 * ((a4 |^ 3) * a4)) is complex set
48 * (a4 |^ 3) is complex set
(48 * (a4 |^ 3)) * a3 is complex set
(((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ 3)) * a3) is complex set
3 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
a4 |^ (3 + 1) is complex set
4 * (a4 |^ (3 + 1)) is complex set
((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ 3)) * a3)) - (4 * (a4 |^ (3 + 1))) is complex set
4 * (a4 |^ 4) is complex set
((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ 3)) * a3)) - (4 * (a4 |^ 4)) is complex set
(4 * a3) |^ 4 is complex set
4 |^ 4 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
(4 |^ 4) * (a3 |^ 4) is complex set
((4 * 4) * 4) * 4 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(((4 * 4) * 4) * 4) * (a3 |^ 4) is complex set
256 * (a3 |^ 4) is complex set
256 * (z |^ 4) is complex set
(((4 * 4) * 4) * 4) * (z |^ 4) is complex set
(4 |^ 4) * (z |^ 4) is complex set
((4 * a3) - a4) |^ 4 is complex set
4 * (64 * (a3 |^ 3)) is complex set
(4 * (64 * (a3 |^ 3))) * a4 is complex set
(256 * (a3 |^ 4)) - ((4 * (64 * (a3 |^ 3))) * a4) is complex set
6 * (16 * (a3 |^ 2)) is complex set
(6 * (16 * (a3 |^ 2))) * (a4 |^ 2) is complex set
((256 * (a3 |^ 4)) - ((4 * (64 * (a3 |^ 3))) * a4)) + ((6 * (16 * (a3 |^ 2))) * (a4 |^ 2)) is complex set
4 * (a4 |^ 3) is complex set
(4 * (a4 |^ 3)) * (4 * a3) is complex set
(((256 * (a3 |^ 4)) - ((4 * (64 * (a3 |^ 3))) * a4)) + ((6 * (16 * (a3 |^ 2))) * (a4 |^ 2))) - ((4 * (a4 |^ 3)) * (4 * a3)) is complex set
((((256 * (a3 |^ 4)) - ((4 * (64 * (a3 |^ 3))) * a4)) + ((6 * (16 * (a3 |^ 2))) * (a4 |^ 2))) - ((4 * (a4 |^ 3)) * (4 * a3))) + (a4 |^ 4) is complex set
256 * (a3 |^ 3) is complex set
(256 * (a3 |^ 3)) * a4 is complex set
(256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4) is complex set
96 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
96 * (a3 |^ 2) is complex set
(96 * (a3 |^ 2)) * (a4 |^ 2) is complex set
((256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4)) + ((96 * (a3 |^ 2)) * (a4 |^ 2)) is complex set
16 * (a4 |^ 3) is complex set
(16 * (a4 |^ 3)) * a3 is complex set
(((256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4)) + ((96 * (a3 |^ 2)) * (a4 |^ 2))) - ((16 * (a4 |^ 3)) * a3) is complex set
((((256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4)) + ((96 * (a3 |^ 2)) * (a4 |^ 2))) - ((16 * (a4 |^ 3)) * a3)) + (a4 |^ 4) is complex set
256 * (((((z |^ 4) + (a4 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z)) + a0) is complex set
(256 * (z |^ 4)) + ((4 * a4) * (64 * (z |^ 3))) is complex set
16 * a2 is complex set
(16 * a2) * (16 * (z |^ 2)) is complex set
((256 * (z |^ 4)) + ((4 * a4) * (64 * (z |^ 3)))) + ((16 * a2) * (16 * (z |^ 2))) is complex set
64 * a1 is complex set
(64 * a1) * (4 * z) is complex set
(((256 * (z |^ 4)) + ((4 * a4) * (64 * (z |^ 3)))) + ((16 * a2) * (16 * (z |^ 2)))) + ((64 * a1) * (4 * z)) is complex set
((((256 * (z |^ 4)) + ((4 * a4) * (64 * (z |^ 3)))) + ((16 * a2) * (16 * (z |^ 2)))) + ((64 * a1) * (4 * z))) + (256 * a0) is complex set
(((((256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4)) + ((96 * (a3 |^ 2)) * (a4 |^ 2))) - ((16 * (a4 |^ 3)) * a3)) + (a4 |^ 4)) + (((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ 3)) * a3)) - (4 * (a4 |^ 4))) is complex set
(16 * a2) * (((16 * (a3 |^ 2)) - ((8 * a3) * a4)) + (a4 |^ 2)) is complex set
((((((256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4)) + ((96 * (a3 |^ 2)) * (a4 |^ 2))) - ((16 * (a4 |^ 3)) * a3)) + (a4 |^ 4)) + (((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ 3)) * a3)) - (4 * (a4 |^ 4)))) + ((16 * a2) * (((16 * (a3 |^ 2)) - ((8 * a3) * a4)) + (a4 |^ 2))) is complex set
(64 * a1) * ((4 * a3) - a4) is complex set
(((((((256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4)) + ((96 * (a3 |^ 2)) * (a4 |^ 2))) - ((16 * (a4 |^ 3)) * a3)) + (a4 |^ 4)) + (((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ 3)) * a3)) - (4 * (a4 |^ 4)))) + ((16 * a2) * (((16 * (a3 |^ 2)) - ((8 * a3) * a4)) + (a4 |^ 2)))) + ((64 * a1) * ((4 * a3) - a4)) is complex set
((((((((256 * (a3 |^ 4)) - ((256 * (a3 |^ 3)) * a4)) + ((96 * (a3 |^ 2)) * (a4 |^ 2))) - ((16 * (a4 |^ 3)) * a3)) + (a4 |^ 4)) + (((((256 * a4) * (a3 |^ 3)) - ((192 * (a4 |^ 2)) * (a3 |^ 2))) + ((48 * (a4 |^ 3)) * a3)) - (4 * (a4 |^ 4)))) + ((16 * a2) * (((16 * (a3 |^ 2)) - ((8 * a3) * a4)) + (a4 |^ 2)))) + ((64 * a1) * ((4 * a3) - a4))) + (256 * a0) is complex set
256 * ((((a3 |^ 4) + ((4 * s2) * (a3 |^ 2))) + ((8 * s4) * a3)) + (4 * s3)) is complex set
z is complex set
z |^ 4 is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
a1 is complex set
a2 + a1 is complex set
a2 * a1 is complex set
a0 is complex set
a0 * (z |^ 2) is complex set
a3 is complex set
a3 * z is complex set
a4 is complex set
s4 is complex set
s4 * (z |^ 3) is complex set
(z |^ 4) + (s4 * (z |^ 3)) is complex set
((z |^ 4) + (s4 * (z |^ 3))) + (a0 * (z |^ 2)) is complex set
(((z |^ 4) + (s4 * (z |^ 3))) + (a0 * (z |^ 2))) + (a3 * z) is complex set
((((z |^ 4) + (s4 * (z |^ 3))) + (a0 * (z |^ 2))) + (a3 * z)) + a4 is complex set
s3 is complex set
(a2 + a1) + s3 is complex set
a2 * s3 is complex set
(a2 * a1) + (a2 * s3) is complex set
a1 * s3 is complex set
(a2 * a1) * s3 is complex set
s2 is complex set
((a2 + a1) + s3) + s2 is complex set
- (((a2 + a1) + s3) + s2) is complex set
a2 * s2 is complex set
((a2 * a1) + (a2 * s3)) + (a2 * s2) is complex set
(((a2 * a1) + (a2 * s3)) + (a2 * s2)) + (a1 * s3) is complex set
a1 * s2 is complex set
((((a2 * a1) + (a2 * s3)) + (a2 * s2)) + (a1 * s3)) + (a1 * s2) is complex set
s3 * s2 is complex set
(((((a2 * a1) + (a2 * s3)) + (a2 * s2)) + (a1 * s3)) + (a1 * s2)) + (s3 * s2) is complex set
(a2 * a1) * s2 is complex set
((a2 * a1) * s3) + ((a2 * a1) * s2) is complex set
(a2 * s3) * s2 is complex set
(((a2 * a1) * s3) + ((a2 * a1) * s2)) + ((a2 * s3) * s2) is complex set
(a1 * s3) * s2 is complex set
((((a2 * a1) * s3) + ((a2 * a1) * s2)) + ((a2 * s3) * s2)) + ((a1 * s3) * s2) is complex set
- (((((a2 * a1) * s3) + ((a2 * a1) * s2)) + ((a2 * s3) * s2)) + ((a1 * s3) * s2)) is complex set
((a2 * a1) * s3) * s2 is complex set
z - a2 is complex set
z - a1 is complex set
(z - a2) * (z - a1) is complex set
z - s3 is complex set
((z - a2) * (z - a1)) * (z - s3) is complex set
z - s2 is complex set
(((z - a2) * (z - a1)) * (z - s3)) * (z - s2) is complex set
z * z is complex set
(z * z) * z is complex set
((z * z) * z) * z is complex set
s4 * z is complex set
(s4 * z) * z is complex set
((s4 * z) * z) * z is complex set
(((z * z) * z) * z) + (((s4 * z) * z) * z) is complex set
a0 * z is complex set
(a0 * z) * z is complex set
((((z * z) * z) * z) + (((s4 * z) * z) * z)) + ((a0 * z) * z) is complex set
(((((z * z) * z) * z) + (((s4 * z) * z) * z)) + ((a0 * z) * z)) + (a3 * z) is complex set
((((((z * z) * z) * z) + (((s4 * z) * z) * z)) + ((a0 * z) * z)) + (a3 * z)) + a4 is complex set
s4 * ((z * z) * z) is complex set
(z |^ 4) + (s4 * ((z * z) * z)) is complex set
((z |^ 4) + (s4 * ((z * z) * z))) + ((a0 * z) * z) is complex set
(((z |^ 4) + (s4 * ((z * z) * z))) + ((a0 * z) * z)) + (a3 * z) is complex set
((((z |^ 4) + (s4 * ((z * z) * z))) + ((a0 * z) * z)) + (a3 * z)) + a4 is complex set
a0 * (z * z) is complex set
((z |^ 4) + (s4 * (z |^ 3))) + (a0 * (z * z)) is complex set
(((z |^ 4) + (s4 * (z |^ 3))) + (a0 * (z * z))) + (a3 * z) is complex set
((((z |^ 4) + (s4 * (z |^ 3))) + (a0 * (z * z))) + (a3 * z)) + a4 is complex set
z is complex set
z |^ 4 is complex set
z |^ 2 is complex set
a2 is complex set
- a2 is complex set
a1 is complex set
a2 * a1 is complex set
a2 + a1 is complex set
a2 - a1 is complex set
(- a2) + a1 is complex set
(- a2) - a1 is complex set
a0 is complex set
a0 |^ 2 is complex set
- (a0 |^ 2) is complex set
a0 / (a2 * a1) is complex Element of COMPLEX
- (a0 / (a2 * a1)) is complex Element of COMPLEX
8 * a0 is complex set
(8 * a0) * z is complex set
a3 is complex set
4 * a3 is complex set
a4 is complex set
(a2 + a1) + a4 is complex set
(a2 - a1) - a4 is complex set
((- a2) + a1) - a4 is complex set
((- a2) - a1) + a4 is complex set
s4 is complex set
s4 |^ 2 is complex set
(s4 |^ 2) - a3 is complex set
2 * s4 is complex set
((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) is complex set
(2,((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) is complex set
|.((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)).| is complex real ext-real Element of REAL
2 -root |.((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)).| is complex real ext-real set
Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) is complex real ext-real Element of REAL
(Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2) is complex real ext-real set
sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2) is complex real ext-real set
(sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) * <i> is complex set
(cos ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) + ((sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) * <i>) is complex set
(2 -root |.((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)).|) * ((cos ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) + ((sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) * <i>)) is complex set
((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) is complex set
(2,((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) is complex set
|.((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)).| is complex real ext-real Element of REAL
2 -root |.((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)).| is complex real ext-real set
Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) is complex real ext-real Element of REAL
(Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2) is complex real ext-real set
sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2) is complex real ext-real set
(sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) * <i> is complex set
(cos ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) + ((sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) * <i>) is complex set
(2 -root |.((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)).|) * ((cos ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) + ((sin ((Arg ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4))) / 2)) * <i>)) is complex set
4 * s4 is complex set
(4 * s4) * (z |^ 2) is complex set
(z |^ 4) + ((4 * s4) * (z |^ 2)) is complex set
((z |^ 4) + ((4 * s4) * (z |^ 2))) + ((8 * a0) * z) is complex set
(((z |^ 4) + ((4 * s4) * (z |^ 2))) + ((8 * a0) * z)) + (4 * a3) is complex set
a0 * a0 is complex set
a1 * a1 is complex set
a1 |^ 2 is complex set
a2 * a2 is complex set
a2 |^ 2 is complex set
(a2 * a2) * (a1 * a1) is complex set
((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) is complex set
((a2 * a2) * (a1 * a1)) * ((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) is complex set
- (- (a0 |^ 2)) is complex set
(a2 * a1) * (a2 * a1) is complex set
((a2 + a1) + a4) * ((a2 - a1) - a4) is complex set
(((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) + a1) - a4) is complex set
(((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) - a1) + a4) is complex set
((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) + a1) - a4)) + ((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) - a1) + a4)) is complex set
((a2 + a1) + a4) * (((- a2) + a1) - a4) is complex set
(((a2 + a1) + a4) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4) is complex set
(((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) + a1) - a4)) + ((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) - a1) + a4))) + ((((a2 + a1) + a4) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4)) is complex set
((a2 - a1) - a4) * (((- a2) + a1) - a4) is complex set
(((a2 - a1) - a4) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4) is complex set
((((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) + a1) - a4)) + ((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) - a1) + a4))) + ((((a2 + a1) + a4) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4))) + ((((a2 - a1) - a4) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4)) is complex set
- (((((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) + a1) - a4)) + ((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) - a1) + a4))) + ((((a2 + a1) + a4) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4))) + ((((a2 - a1) - a4) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4))) is complex set
8 * (a2 * a1) is complex set
(8 * (a2 * a1)) * (- (a0 / (a2 * a1))) is complex set
- ((8 * (a2 * a1)) * (- (a0 / (a2 * a1)))) is complex set
- a0 is complex set
(- a0) / (a2 * a1) is complex Element of COMPLEX
(8 * (a2 * a1)) * ((- a0) / (a2 * a1)) is complex set
- ((8 * (a2 * a1)) * ((- a0) / (a2 * a1))) is complex set
(a2 * a1) * ((- a0) / (a2 * a1)) is complex set
8 * ((a2 * a1) * ((- a0) / (a2 * a1))) is complex set
- (8 * ((a2 * a1) * ((- a0) / (a2 * a1)))) is complex set
(a2 * a1) / (a2 * a1) is complex Element of COMPLEX
(- a0) / ((a2 * a1) / (a2 * a1)) is complex Element of COMPLEX
8 * ((- a0) / ((a2 * a1) / (a2 * a1))) is complex set
- (8 * ((- a0) / ((a2 * a1) / (a2 * a1)))) is complex set
(- a0) / 1 is complex Element of COMPLEX
8 * ((- a0) / 1) is complex set
- (8 * ((- a0) / 1)) is complex set
a4 * a4 is complex set
((- a0) / (a2 * a1)) * (- (a0 / (a2 * a1))) is complex Element of COMPLEX
((- a0) / (a2 * a1)) * ((- a0) / (a2 * a1)) is complex Element of COMPLEX
(- a0) * (- a0) is complex set
((- a0) * (- a0)) / ((a2 * a1) * (a2 * a1)) is complex Element of COMPLEX
(a0 * a0) / ((a2 * a2) * (a1 * a1)) is complex Element of COMPLEX
((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) * ((a2 * a2) * (a1 * a1)) is complex set
(((- (a0 |^ 2)),((s4 |^ 2) - a3),(2 * s4)) * ((a2 * a2) * (a1 * a1))) / ((a2 * a2) * (a1 * a1)) is complex Element of COMPLEX
(a2 * a2) + (a1 * a1) is complex set
((a2 * a2) + (a1 * a1)) + (a4 * a4) is complex set
- (2 * s4) is complex set
((a2 + a1) + a4) + ((a2 - a1) - a4) is complex set
(((a2 + a1) + a4) + ((a2 - a1) - a4)) + (((- a2) + a1) - a4) is complex set
((((a2 + a1) + a4) + ((a2 - a1) - a4)) + (((- a2) + a1) - a4)) + (((- a2) - a1) + a4) is complex set
- (((((a2 + a1) + a4) + ((a2 - a1) - a4)) + (((- a2) + a1) - a4)) + (((- a2) - a1) + a4)) is complex set
(((a2 + a1) + a4) * ((a2 - a1) - a4)) + (((a2 + a1) + a4) * (((- a2) + a1) - a4)) is complex set
((a2 + a1) + a4) * (((- a2) - a1) + a4) is complex set
((((a2 + a1) + a4) * ((a2 - a1) - a4)) + (((a2 + a1) + a4) * (((- a2) + a1) - a4))) + (((a2 + a1) + a4) * (((- a2) - a1) + a4)) is complex set
(((((a2 + a1) + a4) * ((a2 - a1) - a4)) + (((a2 + a1) + a4) * (((- a2) + a1) - a4))) + (((a2 + a1) + a4) * (((- a2) - a1) + a4))) + (((a2 - a1) - a4) * (((- a2) + a1) - a4)) is complex set
((a2 - a1) - a4) * (((- a2) - a1) + a4) is complex set
((((((a2 + a1) + a4) * ((a2 - a1) - a4)) + (((a2 + a1) + a4) * (((- a2) + a1) - a4))) + (((a2 + a1) + a4) * (((- a2) - a1) + a4))) + (((a2 - a1) - a4) * (((- a2) + a1) - a4))) + (((a2 - a1) - a4) * (((- a2) - a1) + a4)) is complex set
(((- a2) + a1) - a4) * (((- a2) - a1) + a4) is complex set
(((((((a2 + a1) + a4) * ((a2 - a1) - a4)) + (((a2 + a1) + a4) * (((- a2) + a1) - a4))) + (((a2 + a1) + a4) * (((- a2) - a1) + a4))) + (((a2 - a1) - a4) * (((- a2) + a1) - a4))) + (((a2 - a1) - a4) * (((- a2) - a1) + a4))) + ((((- a2) + a1) - a4) * (((- a2) - a1) + a4)) is complex set
((((a2 + a1) + a4) * ((a2 - a1) - a4)) * (((- a2) + a1) - a4)) * (((- a2) - a1) + a4) is complex set
(((a2 * a2) + (a1 * a1)) + (a4 * a4)) * (((a2 * a2) + (a1 * a1)) + (a4 * a4)) is complex set
(a2 * a2) * (a4 * a4) is complex set
((a2 * a2) * (a1 * a1)) + ((a2 * a2) * (a4 * a4)) is complex set
(a1 * a1) * (a4 * a4) is complex set
(((a2 * a2) * (a1 * a1)) + ((a2 * a2) * (a4 * a4))) + ((a1 * a1) * (a4 * a4)) is complex set
4 * ((((a2 * a2) * (a1 * a1)) + ((a2 * a2) * (a4 * a4))) + ((a1 * a1) * (a4 * a4))) is complex set
((((a2 * a2) + (a1 * a1)) + (a4 * a4)) * (((a2 * a2) + (a1 * a1)) + (a4 * a4))) - (4 * ((((a2 * a2) * (a1 * a1)) + ((a2 * a2) * (a4 * a4))) + ((a1 * a1) * (a4 * a4)))) is complex set
(- (2 * s4)) * (- (2 * s4)) is complex set
((- (2 * s4)) * (- (2 * s4))) - (4 * ((((a2 * a2) * (a1 * a1)) + ((a2 * a2) * (a4 * a4))) + ((a1 * a1) * (a4 * a4)))) is complex set
s4 * s4 is complex set
4 * (s4 * s4) is complex set
4 * ((s4 |^ 2) - a3) is complex set
(4 * (s4 * s4)) - (4 * ((s4 |^ 2) - a3)) is complex set
4 * (s4 |^ 2) is complex set
(4 * (s4 |^ 2)) - (4 * ((s4 |^ 2) - a3)) is complex set
z |^ 3 is complex set
0 * (z |^ 3) is complex set
(z |^ 4) + (0 * (z |^ 3)) is complex set
((z |^ 4) + (0 * (z |^ 3))) + ((4 * s4) * (z |^ 2)) is complex set
(((z |^ 4) + (0 * (z |^ 3))) + ((4 * s4) * (z |^ 2))) + ((8 * a0) * z) is complex set
((((z |^ 4) + (0 * (z |^ 3))) + ((4 * s4) * (z |^ 2))) + ((8 * a0) * z)) + (4 * a3) is complex set
z is complex set
z |^ 4 is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
8 * a2 is complex set
4 * a2 is complex set
a2 * (z |^ 2) is complex set
a1 is complex set
8 * a1 is complex set
a1 * z is complex set
a0 is complex set
256 * a0 is complex set
a3 is complex set
- a3 is complex set
a4 is complex set
a3 * a4 is complex set
a3 + a4 is complex set
a3 - a4 is complex set
(- a3) + a4 is complex set
(- a3) - a4 is complex set
s4 is complex set
s4 |^ 2 is complex set
3 * (s4 |^ 2) is complex set
(8 * a2) - (3 * (s4 |^ 2)) is complex set
((8 * a2) - (3 * (s4 |^ 2))) / 32 is complex Element of COMPLEX
(4 * a2) * s4 is complex set
(8 * a1) - ((4 * a2) * s4) is complex set
s4 |^ 3 is complex set
((8 * a1) - ((4 * a2) * s4)) + (s4 |^ 3) is complex set
(((8 * a1) - ((4 * a2) * s4)) + (s4 |^ 3)) / 64 is complex Element of COMPLEX
64 * s4 is complex set
(64 * s4) * a1 is complex set
(256 * a0) - ((64 * s4) * a1) is complex set
16 * (s4 |^ 2) is complex set
(16 * (s4 |^ 2)) * a2 is complex set
((256 * a0) - ((64 * s4) * a1)) + ((16 * (s4 |^ 2)) * a2) is complex set
s4 |^ 4 is complex set
3 * (s4 |^ 4) is complex set
(((256 * a0) - ((64 * s4) * a1)) + ((16 * (s4 |^ 2)) * a2)) - (3 * (s4 |^ 4)) is complex set
((((256 * a0) - ((64 * s4) * a1)) + ((16 * (s4 |^ 2)) * a2)) - (3 * (s4 |^ 4))) / 1024 is complex Element of COMPLEX
s4 * (z |^ 3) is complex set
(z |^ 4) + (s4 * (z |^ 3)) is complex set
((z |^ 4) + (s4 * (z |^ 3))) + (a2 * (z |^ 2)) is complex set
(((z |^ 4) + (s4 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z) is complex set
((((z |^ 4) + (s4 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z)) + a0 is complex set
s4 / 4 is complex Element of COMPLEX
s3 is complex set
s3 |^ 2 is complex set
- (s3 |^ 2) is complex set
s3 / (a3 * a4) is complex Element of COMPLEX
- (s3 / (a3 * a4)) is complex Element of COMPLEX
s2 is complex set
s1 is complex set
(a3 + a4) + s1 is complex set
((a3 + a4) + s1) - (s4 / 4) is complex set
(a3 - a4) - s1 is complex set
((a3 - a4) - s1) - (s4 / 4) is complex set
((- a3) + a4) - s1 is complex set
(((- a3) + a4) - s1) - (s4 / 4) is complex set
((- a3) - a4) + s1 is complex set
(((- a3) - a4) + s1) - (s4 / 4) is complex set
r1 is complex set
r1 |^ 2 is complex set
(r1 |^ 2) - s2 is complex set
2 * r1 is complex set
((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)) is complex set
(2,((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) is complex set
|.((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)).| is complex real ext-real set
Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) + ((sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)).|) * ((cos ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) + ((sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) * <i>)) is complex set
((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)) is complex set
(2,((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) is complex set
|.((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)).| is complex real ext-real set
Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) + ((sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1)).|) * ((cos ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) + ((sin ((Arg ((- (s3 |^ 2)),((r1 |^ 2) - s2),(2 * r1))) / 2)) * <i>)) is complex set
z + (s4 / 4) is complex set
(z + (s4 / 4)) - (s4 / 4) is complex set
(z + (s4 / 4)) |^ 4 is complex set
4 * r1 is complex set
(z + (s4 / 4)) |^ 2 is complex set
(4 * r1) * ((z + (s4 / 4)) |^ 2) is complex set
((z + (s4 / 4)) |^ 4) + ((4 * r1) * ((z + (s4 / 4)) |^ 2)) is complex set
8 * s3 is complex set
(8 * s3) * (z + (s4 / 4)) is complex set
(((z + (s4 / 4)) |^ 4) + ((4 * r1) * ((z + (s4 / 4)) |^ 2))) + ((8 * s3) * (z + (s4 / 4))) is complex set
4 * s2 is complex set
((((z + (s4 / 4)) |^ 4) + ((4 * r1) * ((z + (s4 / 4)) |^ 2))) + ((8 * s3) * (z + (s4 / 4)))) + (4 * s2) is complex set
z is complex set
z |^ 4 is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
8 * a2 is complex set
4 * a2 is complex set
a2 * (z |^ 2) is complex set
a1 is complex set
8 * a1 is complex set
a1 * z is complex set
a0 is complex set
256 * a0 is complex set
a3 is complex set
a4 is complex set
a4 |^ 2 is complex set
3 * (a4 |^ 2) is complex set
(8 * a2) - (3 * (a4 |^ 2)) is complex set
((8 * a2) - (3 * (a4 |^ 2))) / 32 is complex Element of COMPLEX
(4 * a2) * a4 is complex set
(8 * a1) - ((4 * a2) * a4) is complex set
a4 |^ 3 is complex set
((8 * a1) - ((4 * a2) * a4)) + (a4 |^ 3) is complex set
(((8 * a1) - ((4 * a2) * a4)) + (a4 |^ 3)) / 64 is complex Element of COMPLEX
64 * a4 is complex set
(64 * a4) * a1 is complex set
(256 * a0) - ((64 * a4) * a1) is complex set
16 * (a4 |^ 2) is complex set
(16 * (a4 |^ 2)) * a2 is complex set
((256 * a0) - ((64 * a4) * a1)) + ((16 * (a4 |^ 2)) * a2) is complex set
a4 |^ 4 is complex set
3 * (a4 |^ 4) is complex set
(((256 * a0) - ((64 * a4) * a1)) + ((16 * (a4 |^ 2)) * a2)) - (3 * (a4 |^ 4)) is complex set
((((256 * a0) - ((64 * a4) * a1)) + ((16 * (a4 |^ 2)) * a2)) - (3 * (a4 |^ 4))) / 1024 is complex Element of COMPLEX
a4 * (z |^ 3) is complex set
(z |^ 4) + (a4 * (z |^ 3)) is complex set
((z |^ 4) + (a4 * (z |^ 3))) + (a2 * (z |^ 2)) is complex set
(((z |^ 4) + (a4 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z) is complex set
((((z |^ 4) + (a4 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z)) + a0 is complex set
a4 / 4 is complex Element of COMPLEX
s4 is complex set
s3 is complex set
s2 is complex set
s2 |^ 2 is complex set
(s2 |^ 2) - s3 is complex set
(2,((s2 |^ 2) - s3)) is complex set
|.((s2 |^ 2) - s3).| is complex real ext-real Element of REAL
2 -root |.((s2 |^ 2) - s3).| is complex real ext-real set
Arg ((s2 |^ 2) - s3) is complex real ext-real Element of REAL
(Arg ((s2 |^ 2) - s3)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s2 |^ 2) - s3)) / 2) is complex real ext-real set
sin ((Arg ((s2 |^ 2) - s3)) / 2) is complex real ext-real set
(sin ((Arg ((s2 |^ 2) - s3)) / 2)) * <i> is complex set
(cos ((Arg ((s2 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s2 |^ 2) - s3)) / 2)) * <i>) is complex set
(2 -root |.((s2 |^ 2) - s3).|) * ((cos ((Arg ((s2 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s2 |^ 2) - s3)) / 2)) * <i>)) is complex set
s2 - a3 is complex set
2 * (s2 - a3) is complex set
- (2 * (s2 - a3)) is complex set
(2,(- (2 * (s2 - a3)))) is complex set
|.(- (2 * (s2 - a3))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s2 - a3))).| is complex real ext-real set
Arg (- (2 * (s2 - a3))) is complex real ext-real Element of REAL
(Arg (- (2 * (s2 - a3)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s2 - a3)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s2 - a3)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s2 - a3)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s2 - a3)))) / 2)) + ((sin ((Arg (- (2 * (s2 - a3)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s2 - a3))).|) * ((cos ((Arg (- (2 * (s2 - a3)))) / 2)) + ((sin ((Arg (- (2 * (s2 - a3)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s2 - a3)))) - (a4 / 4) is complex set
- (2,(- (2 * (s2 - a3)))) is complex set
(- (2,(- (2 * (s2 - a3))))) - (a4 / 4) is complex set
s2 + a3 is complex set
2 * (s2 + a3) is complex set
- (2 * (s2 + a3)) is complex set
(2,(- (2 * (s2 + a3)))) is complex set
|.(- (2 * (s2 + a3))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s2 + a3))).| is complex real ext-real set
Arg (- (2 * (s2 + a3))) is complex real ext-real Element of REAL
(Arg (- (2 * (s2 + a3)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s2 + a3)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s2 + a3)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s2 + a3)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s2 + a3)))) / 2)) + ((sin ((Arg (- (2 * (s2 + a3)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s2 + a3))).|) * ((cos ((Arg (- (2 * (s2 + a3)))) / 2)) + ((sin ((Arg (- (2 * (s2 + a3)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s2 + a3)))) - (a4 / 4) is complex set
- (2,(- (2 * (s2 + a3)))) is complex set
(- (2,(- (2 * (s2 + a3))))) - (a4 / 4) is complex set
z + (a4 / 4) is complex set
(z + (a4 / 4)) - (a4 / 4) is complex set
(z + (a4 / 4)) |^ 4 is complex set
4 * s2 is complex set
(z + (a4 / 4)) |^ 2 is complex set
(4 * s2) * ((z + (a4 / 4)) |^ 2) is complex set
((z + (a4 / 4)) |^ 4) + ((4 * s2) * ((z + (a4 / 4)) |^ 2)) is complex set
8 * s4 is complex set
(8 * s4) * (z + (a4 / 4)) is complex set
(((z + (a4 / 4)) |^ 4) + ((4 * s2) * ((z + (a4 / 4)) |^ 2))) + ((8 * s4) * (z + (a4 / 4))) is complex set
4 * s3 is complex set
((((z + (a4 / 4)) |^ 4) + ((4 * s2) * ((z + (a4 / 4)) |^ 2))) + ((8 * s4) * (z + (a4 / 4)))) + (4 * s3) is complex set
((z + (a4 / 4)) |^ 2) |^ 2 is complex set
2 * 2 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(z + (a4 / 4)) |^ (2 * 2) is complex set
2 * s2 is complex set
- (2 * s2) is complex set
delta ((4 * s3),(4 * s2),1) is complex set
(4 * s2) ^2 is complex set
(4 * s2) * (4 * s2) is complex set
4 * (4 * s3) is complex set
(4 * (4 * s3)) * 1 is complex set
((4 * s2) ^2) - ((4 * (4 * s3)) * 1) is complex set
(2,(delta ((4 * s3),(4 * s2),1))) is complex set
|.(delta ((4 * s3),(4 * s2),1)).| is complex real ext-real Element of REAL
2 -root |.(delta ((4 * s3),(4 * s2),1)).| is complex real ext-real set
Arg (delta ((4 * s3),(4 * s2),1)) is complex real ext-real Element of REAL
(Arg (delta ((4 * s3),(4 * s2),1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (delta ((4 * s3),(4 * s2),1))) / 2) is complex real ext-real set
sin ((Arg (delta ((4 * s3),(4 * s2),1))) / 2) is complex real ext-real set
(sin ((Arg (delta ((4 * s3),(4 * s2),1))) / 2)) * <i> is complex set
(cos ((Arg (delta ((4 * s3),(4 * s2),1))) / 2)) + ((sin ((Arg (delta ((4 * s3),(4 * s2),1))) / 2)) * <i>) is complex set
(2 -root |.(delta ((4 * s3),(4 * s2),1)).|) * ((cos ((Arg (delta ((4 * s3),(4 * s2),1))) / 2)) + ((sin ((Arg (delta ((4 * s3),(4 * s2),1))) / 2)) * <i>)) is complex set
(2,(delta ((4 * s3),(4 * s2),1))) / 2 is complex Element of COMPLEX
(- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2) is complex set
(2,((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) is complex set
|.((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2)).| is complex real ext-real Element of REAL
2 -root |.((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2)).| is complex real ext-real set
Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2)) is complex real ext-real Element of REAL
(Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2) is complex real ext-real set
sin ((Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2) is complex real ext-real set
(sin ((Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) * <i> is complex set
(cos ((Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) + ((sin ((Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) * <i>) is complex set
(2 -root |.((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2)).|) * ((cos ((Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) + ((sin ((Arg ((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) * <i>)) is complex set
- (2,((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) is complex set
(- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2) is complex set
(2,((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) is complex set
|.((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2)).| is complex real ext-real Element of REAL
2 -root |.((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2)).| is complex real ext-real set
Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2)) is complex real ext-real Element of REAL
(Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2) is complex real ext-real set
sin ((Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2) is complex real ext-real set
(sin ((Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) * <i> is complex set
(cos ((Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) + ((sin ((Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) * <i>) is complex set
(2 -root |.((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2)).|) * ((cos ((Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) + ((sin ((Arg ((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) / 2)) * <i>)) is complex set
- (2,((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) is complex set
4 |^ 2 is epsilon-transitive epsilon-connected ordinal natural complex real ext-real non negative Element of NAT
4 * 4 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
1 * (((z + (a4 / 4)) |^ 2) |^ 2) is complex set
(1 * (((z + (a4 / 4)) |^ 2) |^ 2)) + ((4 * s2) * ((z + (a4 / 4)) |^ 2)) is complex set
((1 * (((z + (a4 / 4)) |^ 2) |^ 2)) + ((4 * s2) * ((z + (a4 / 4)) |^ 2))) + (4 * s3) is complex set
2 * 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(4 * s2) / (2 * 1) is complex Element of COMPLEX
- ((4 * s2) / (2 * 1)) is complex Element of COMPLEX
(2,(delta ((4 * s3),(4 * s2),1))) / (2 * 1) is complex Element of COMPLEX
(- ((4 * s2) / (2 * 1))) + ((2,(delta ((4 * s3),(4 * s2),1))) / (2 * 1)) is complex Element of COMPLEX
(- ((4 * s2) / (2 * 1))) - ((2,(delta ((4 * s3),(4 * s2),1))) / (2 * 1)) is complex Element of COMPLEX
(2,((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) - (a4 / 4) is complex set
(- (2,((- (2 * s2)) + ((2,(delta ((4 * s3),(4 * s2),1))) / 2)))) - (a4 / 4) is complex set
(2,((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2))) - (a4 / 4) is complex set
(- (2,((- (2 * s2)) - ((2,(delta ((4 * s3),(4 * s2),1))) / 2)))) - (a4 / 4) is complex set
(2,16) is complex set
|.16.| is complex real ext-real Element of REAL
2 -root |.16.| is complex real ext-real set
Arg 16 is complex real ext-real Element of REAL
(Arg 16) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg 16) / 2) is complex real ext-real set
sin ((Arg 16) / 2) is complex real ext-real set
(sin ((Arg 16) / 2)) * <i> is complex set
(cos ((Arg 16) / 2)) + ((sin ((Arg 16) / 2)) * <i>) is complex set
(2 -root |.16.|) * ((cos ((Arg 16) / 2)) + ((sin ((Arg 16) / 2)) * <i>)) is complex set
2 -root 16 is complex real ext-real set
2 -Root 16 is complex real ext-real Element of REAL
(2,(delta ((4 * s3),(4 * s2),1))) / 4 is complex Element of COMPLEX
s2 * s2 is complex set
(s2 * s2) - s3 is complex set
16 * ((s2 * s2) - s3) is complex set
(16 * ((s2 * s2) - s3)) / 16 is complex Element of COMPLEX
(2,((16 * ((s2 * s2) - s3)) / 16)) is complex set
|.((16 * ((s2 * s2) - s3)) / 16).| is complex real ext-real Element of REAL
2 -root |.((16 * ((s2 * s2) - s3)) / 16).| is complex real ext-real set
Arg ((16 * ((s2 * s2) - s3)) / 16) is complex real ext-real Element of REAL
(Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2) is complex real ext-real set
sin ((Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2) is complex real ext-real set
(sin ((Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2)) * <i> is complex set
(cos ((Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2)) + ((sin ((Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2)) * <i>) is complex set
(2 -root |.((16 * ((s2 * s2) - s3)) / 16).|) * ((cos ((Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2)) + ((sin ((Arg ((16 * ((s2 * s2) - s3)) / 16)) / 2)) * <i>)) is complex set
a2 is complex set
8 * a2 is complex set
a1 is complex set
4 * a1 is complex set
a0 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
z is complex set
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
a0 / 4 is complex Element of COMPLEX
(((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64 is complex Element of COMPLEX
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2 is complex set
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) + (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) + (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) + (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) - (a0 / 4) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
|.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real Element of REAL
2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real set
Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex real ext-real Element of REAL
(Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
(sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i> is complex set
(cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>) is complex set
(2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).|) * ((cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) - (a0 / 4) is complex set
s4 is complex set
s3 is complex set
s2 is complex set
s4 |^ 2 is complex set
(s4 |^ 2) - s3 is complex set
(2,((s4 |^ 2) - s3)) is complex set
|.((s4 |^ 2) - s3).| is complex real ext-real Element of REAL
2 -root |.((s4 |^ 2) - s3).| is complex real ext-real set
Arg ((s4 |^ 2) - s3) is complex real ext-real Element of REAL
(Arg ((s4 |^ 2) - s3)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
sin ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
(sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i> is complex set
(cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>) is complex set
(2 -root |.((s4 |^ 2) - s3).|) * ((cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>)) is complex set
a3 is complex set
s4 - s2 is complex set
2 * (s4 - s2) is complex set
- (2 * (s4 - s2)) is complex set
(2,(- (2 * (s4 - s2)))) is complex set
|.(- (2 * (s4 - s2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s4 - s2))).| is complex real ext-real set
Arg (- (2 * (s4 - s2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s4 - s2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s4 - s2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s4 - s2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s4 - s2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s4 - s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 - s2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s4 - s2))).|) * ((cos ((Arg (- (2 * (s4 - s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 - s2)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s4 - s2)))) - (a0 / 4) is complex set
s1 is complex set
r1 is complex set
r2 is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - r1 is complex set
(2,((s1 |^ 2) - r1)) is complex set
|.((s1 |^ 2) - r1).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - r1).| is complex real ext-real set
Arg ((s1 |^ 2) - r1) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - r1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - r1).|) * ((cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>)) is complex set
a4 is complex set
s1 - r2 is complex set
2 * (s1 - r2) is complex set
- (2 * (s1 - r2)) is complex set
(2,(- (2 * (s1 - r2)))) is complex set
|.(- (2 * (s1 - r2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 - r2))).| is complex real ext-real set
Arg (- (2 * (s1 - r2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 - r2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 - r2))).|) * ((cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s1 - r2)))) - (a0 / 4) is complex set
IT is complex set
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 2 is complex set
- (c₁₆ |^ 2) is complex set
IT |^ 2 is complex set
(IT |^ 2) - c₁₇ is complex set
2 * IT is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₁₉ is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₂₀ is complex set
c₁₈ * c₁₉ is complex set
c₁₆ / (c₁₈ * c₁₉) is complex Element of COMPLEX
- (c₁₆ / (c₁₈ * c₁₉)) is complex Element of COMPLEX
r3 is complex set
c₁₈ + c₁₉ is complex set
(c₁₈ + c₁₉) + c₂₀ is complex set
((c₁₈ + c₁₉) + c₂₀) - (a0 / 4) is complex set
c₂₁ is complex set
c₂₂ is complex set
c₂₃ is complex set
c₂₄ is complex set
c₂₂ |^ 2 is complex set
- (c₂₂ |^ 2) is complex set
c₂₁ |^ 2 is complex set
(c₂₁ |^ 2) - c₂₃ is complex set
2 * c₂₁ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₅ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₆ is complex set
c₂₄ * c₂₅ is complex set
c₂₂ / (c₂₄ * c₂₅) is complex Element of COMPLEX
- (c₂₂ / (c₂₄ * c₂₅)) is complex Element of COMPLEX
s1 is complex set
c₂₄ + c₂₅ is complex set
(c₂₄ + c₂₅) + c₂₆ is complex set
((c₂₄ + c₂₅) + c₂₆) - (a0 / 4) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2 is complex set
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) - (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) - (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
(((- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) - (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) - (a0 / 4) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
|.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real Element of REAL
2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real set
Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex real ext-real Element of REAL
(Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
(sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i> is complex set
(cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>) is complex set
(2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).|) * ((cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
- (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
(- (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) - (a0 / 4) is complex set
s4 is complex set
s3 is complex set
s2 is complex set
s4 |^ 2 is complex set
(s4 |^ 2) - s3 is complex set
(2,((s4 |^ 2) - s3)) is complex set
|.((s4 |^ 2) - s3).| is complex real ext-real Element of REAL
2 -root |.((s4 |^ 2) - s3).| is complex real ext-real set
Arg ((s4 |^ 2) - s3) is complex real ext-real Element of REAL
(Arg ((s4 |^ 2) - s3)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
sin ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
(sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i> is complex set
(cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>) is complex set
(2 -root |.((s4 |^ 2) - s3).|) * ((cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>)) is complex set
a3 is complex set
s4 - s2 is complex set
2 * (s4 - s2) is complex set
- (2 * (s4 - s2)) is complex set
(2,(- (2 * (s4 - s2)))) is complex set
|.(- (2 * (s4 - s2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s4 - s2))).| is complex real ext-real set
Arg (- (2 * (s4 - s2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s4 - s2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s4 - s2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s4 - s2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s4 - s2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s4 - s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 - s2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s4 - s2))).|) * ((cos ((Arg (- (2 * (s4 - s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 - s2)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (s4 - s2)))) is complex set
(- (2,(- (2 * (s4 - s2))))) - (a0 / 4) is complex set
s1 is complex set
r1 is complex set
r2 is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - r1 is complex set
(2,((s1 |^ 2) - r1)) is complex set
|.((s1 |^ 2) - r1).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - r1).| is complex real ext-real set
Arg ((s1 |^ 2) - r1) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - r1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - r1).|) * ((cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>)) is complex set
a4 is complex set
s1 - r2 is complex set
2 * (s1 - r2) is complex set
- (2 * (s1 - r2)) is complex set
(2,(- (2 * (s1 - r2)))) is complex set
|.(- (2 * (s1 - r2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 - r2))).| is complex real ext-real set
Arg (- (2 * (s1 - r2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 - r2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 - r2))).|) * ((cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (s1 - r2)))) is complex set
(- (2,(- (2 * (s1 - r2))))) - (a0 / 4) is complex set
IT is complex set
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 2 is complex set
- (c₁₆ |^ 2) is complex set
IT |^ 2 is complex set
(IT |^ 2) - c₁₇ is complex set
2 * IT is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₁₉ is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₂₀ is complex set
c₁₈ * c₁₉ is complex set
c₁₆ / (c₁₈ * c₁₉) is complex Element of COMPLEX
- (c₁₆ / (c₁₈ * c₁₉)) is complex Element of COMPLEX
r3 is complex set
- c₁₈ is complex set
(- c₁₈) - c₁₉ is complex set
((- c₁₈) - c₁₉) + c₂₀ is complex set
(((- c₁₈) - c₁₉) + c₂₀) - (a0 / 4) is complex set
c₂₁ is complex set
c₂₂ is complex set
c₂₃ is complex set
c₂₄ is complex set
c₂₂ |^ 2 is complex set
- (c₂₂ |^ 2) is complex set
c₂₁ |^ 2 is complex set
(c₂₁ |^ 2) - c₂₃ is complex set
2 * c₂₁ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₅ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₆ is complex set
c₂₄ * c₂₅ is complex set
c₂₂ / (c₂₄ * c₂₅) is complex Element of COMPLEX
- (c₂₂ / (c₂₄ * c₂₅)) is complex Element of COMPLEX
s1 is complex set
- c₂₄ is complex set
(- c₂₄) - c₂₅ is complex set
((- c₂₄) - c₂₅) + c₂₆ is complex set
(((- c₂₄) - c₂₅) + c₂₆) - (a0 / 4) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2 is complex set
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) - (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
(((- (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) - (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) - (a0 / 4) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
|.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real Element of REAL
2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real set
Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex real ext-real Element of REAL
(Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
(sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i> is complex set
(cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>) is complex set
(2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).|) * ((cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) - (a0 / 4) is complex set
s4 is complex set
s3 is complex set
s2 is complex set
s4 |^ 2 is complex set
(s4 |^ 2) - s3 is complex set
(2,((s4 |^ 2) - s3)) is complex set
|.((s4 |^ 2) - s3).| is complex real ext-real Element of REAL
2 -root |.((s4 |^ 2) - s3).| is complex real ext-real set
Arg ((s4 |^ 2) - s3) is complex real ext-real Element of REAL
(Arg ((s4 |^ 2) - s3)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
sin ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
(sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i> is complex set
(cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>) is complex set
(2 -root |.((s4 |^ 2) - s3).|) * ((cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>)) is complex set
a3 is complex set
s4 + s2 is complex set
2 * (s4 + s2) is complex set
- (2 * (s4 + s2)) is complex set
(2,(- (2 * (s4 + s2)))) is complex set
|.(- (2 * (s4 + s2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s4 + s2))).| is complex real ext-real set
Arg (- (2 * (s4 + s2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s4 + s2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s4 + s2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s4 + s2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s4 + s2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s4 + s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 + s2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s4 + s2))).|) * ((cos ((Arg (- (2 * (s4 + s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 + s2)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s4 + s2)))) - (a0 / 4) is complex set
s1 is complex set
r1 is complex set
r2 is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - r1 is complex set
(2,((s1 |^ 2) - r1)) is complex set
|.((s1 |^ 2) - r1).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - r1).| is complex real ext-real set
Arg ((s1 |^ 2) - r1) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - r1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - r1).|) * ((cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>)) is complex set
a4 is complex set
s1 + r2 is complex set
2 * (s1 + r2) is complex set
- (2 * (s1 + r2)) is complex set
(2,(- (2 * (s1 + r2)))) is complex set
|.(- (2 * (s1 + r2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 + r2))).| is complex real ext-real set
Arg (- (2 * (s1 + r2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 + r2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 + r2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 + r2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 + r2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 + r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 + r2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 + r2))).|) * ((cos ((Arg (- (2 * (s1 + r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 + r2)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s1 + r2)))) - (a0 / 4) is complex set
IT is complex set
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 2 is complex set
- (c₁₆ |^ 2) is complex set
IT |^ 2 is complex set
(IT |^ 2) - c₁₇ is complex set
2 * IT is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₁₉ is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₂₀ is complex set
c₁₈ * c₁₉ is complex set
c₁₆ / (c₁₈ * c₁₉) is complex Element of COMPLEX
- (c₁₆ / (c₁₈ * c₁₉)) is complex Element of COMPLEX
r3 is complex set
- c₁₈ is complex set
(- c₁₈) + c₁₉ is complex set
((- c₁₈) + c₁₉) - c₂₀ is complex set
(((- c₁₈) + c₁₉) - c₂₀) - (a0 / 4) is complex set
c₂₁ is complex set
c₂₂ is complex set
c₂₃ is complex set
c₂₄ is complex set
c₂₂ |^ 2 is complex set
- (c₂₂ |^ 2) is complex set
c₂₁ |^ 2 is complex set
(c₂₁ |^ 2) - c₂₃ is complex set
2 * c₂₁ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₅ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₆ is complex set
c₂₄ * c₂₅ is complex set
c₂₂ / (c₂₄ * c₂₅) is complex Element of COMPLEX
- (c₂₂ / (c₂₄ * c₂₅)) is complex Element of COMPLEX
s1 is complex set
- c₂₄ is complex set
(- c₂₄) + c₂₅ is complex set
((- c₂₄) + c₂₅) - c₂₆ is complex set
(((- c₂₄) + c₂₅) - c₂₆) - (a0 / 4) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2 is complex set
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) - (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) - (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) - (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) - (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) - (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) - (a0 / 4) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
|.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real Element of REAL
2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real set
Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex real ext-real Element of REAL
(Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
(sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i> is complex set
(cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>) is complex set
(2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).|) * ((cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
- (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
(- (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) - (a0 / 4) is complex set
s4 is complex set
s3 is complex set
s2 is complex set
s4 |^ 2 is complex set
(s4 |^ 2) - s3 is complex set
(2,((s4 |^ 2) - s3)) is complex set
|.((s4 |^ 2) - s3).| is complex real ext-real Element of REAL
2 -root |.((s4 |^ 2) - s3).| is complex real ext-real set
Arg ((s4 |^ 2) - s3) is complex real ext-real Element of REAL
(Arg ((s4 |^ 2) - s3)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
sin ((Arg ((s4 |^ 2) - s3)) / 2) is complex real ext-real set
(sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i> is complex set
(cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>) is complex set
(2 -root |.((s4 |^ 2) - s3).|) * ((cos ((Arg ((s4 |^ 2) - s3)) / 2)) + ((sin ((Arg ((s4 |^ 2) - s3)) / 2)) * <i>)) is complex set
a3 is complex set
s4 + s2 is complex set
2 * (s4 + s2) is complex set
- (2 * (s4 + s2)) is complex set
(2,(- (2 * (s4 + s2)))) is complex set
|.(- (2 * (s4 + s2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s4 + s2))).| is complex real ext-real set
Arg (- (2 * (s4 + s2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s4 + s2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s4 + s2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s4 + s2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s4 + s2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s4 + s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 + s2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s4 + s2))).|) * ((cos ((Arg (- (2 * (s4 + s2)))) / 2)) + ((sin ((Arg (- (2 * (s4 + s2)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (s4 + s2)))) is complex set
(- (2,(- (2 * (s4 + s2))))) - (a0 / 4) is complex set
s1 is complex set
r1 is complex set
r2 is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - r1 is complex set
(2,((s1 |^ 2) - r1)) is complex set
|.((s1 |^ 2) - r1).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - r1).| is complex real ext-real set
Arg ((s1 |^ 2) - r1) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - r1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - r1).|) * ((cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>)) is complex set
a4 is complex set
s1 + r2 is complex set
2 * (s1 + r2) is complex set
- (2 * (s1 + r2)) is complex set
(2,(- (2 * (s1 + r2)))) is complex set
|.(- (2 * (s1 + r2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 + r2))).| is complex real ext-real set
Arg (- (2 * (s1 + r2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 + r2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 + r2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 + r2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 + r2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 + r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 + r2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 + r2))).|) * ((cos ((Arg (- (2 * (s1 + r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 + r2)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (s1 + r2)))) is complex set
(- (2,(- (2 * (s1 + r2))))) - (a0 / 4) is complex set
IT is complex set
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 2 is complex set
- (c₁₆ |^ 2) is complex set
IT |^ 2 is complex set
(IT |^ 2) - c₁₇ is complex set
2 * IT is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₁₉ is complex set
((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex set
(2,((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) is complex set
|.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).| is complex real ext-real set
Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)) is complex real ext-real Element of REAL
(Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT)).|) * ((cos ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) + ((sin ((Arg ((- (c₁₆ |^ 2)),((IT |^ 2) - c₁₇),(2 * IT))) / 2)) * <i>)) is complex set
c₂₀ is complex set
c₁₈ * c₁₉ is complex set
c₁₆ / (c₁₈ * c₁₉) is complex Element of COMPLEX
- (c₁₆ / (c₁₈ * c₁₉)) is complex Element of COMPLEX
r3 is complex set
c₁₈ - c₁₉ is complex set
(c₁₈ - c₁₉) - c₂₀ is complex set
((c₁₈ - c₁₉) - c₂₀) - (a0 / 4) is complex set
c₂₁ is complex set
c₂₂ is complex set
c₂₃ is complex set
c₂₄ is complex set
c₂₂ |^ 2 is complex set
- (c₂₂ |^ 2) is complex set
c₂₁ |^ 2 is complex set
(c₂₁ |^ 2) - c₂₃ is complex set
2 * c₂₁ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₅ is complex set
((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex set
(2,((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) is complex set
|.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).| is complex real ext-real set
Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)) is complex real ext-real Element of REAL
(Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁)).|) * ((cos ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) + ((sin ((Arg ((- (c₂₂ |^ 2)),((c₂₁ |^ 2) - c₂₃),(2 * c₂₁))) / 2)) * <i>)) is complex set
c₂₆ is complex set
c₂₄ * c₂₅ is complex set
c₂₂ / (c₂₄ * c₂₅) is complex Element of COMPLEX
- (c₂₂ / (c₂₄ * c₂₅)) is complex Element of COMPLEX
s1 is complex set
c₂₄ - c₂₅ is complex set
(c₂₄ - c₂₅) - c₂₆ is complex set
((c₂₄ - c₂₅) - c₂₆) - (a0 / 4) is complex set
z is complex set
a2 is complex set
a1 is complex set
a0 is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) + (z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
((z,a2,a1,a0) + (z,a2,a1,a0)) + (z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
(((z,a2,a1,a0) + (z,a2,a1,a0)) + (z,a2,a1,a0)) + (z,a2,a1,a0) is complex set
- a0 is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
a0 / 4 is complex Element of COMPLEX
a3 is complex set
a4 is complex set
s4 is complex set
a3 |^ 2 is complex set
(a3 |^ 2) - a4 is complex set
(2,((a3 |^ 2) - a4)) is complex set
|.((a3 |^ 2) - a4).| is complex real ext-real Element of REAL
2 -root |.((a3 |^ 2) - a4).| is complex real ext-real set
Arg ((a3 |^ 2) - a4) is complex real ext-real Element of REAL
(Arg ((a3 |^ 2) - a4)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((a3 |^ 2) - a4)) / 2) is complex real ext-real set
sin ((Arg ((a3 |^ 2) - a4)) / 2) is complex real ext-real set
(sin ((Arg ((a3 |^ 2) - a4)) / 2)) * <i> is complex set
(cos ((Arg ((a3 |^ 2) - a4)) / 2)) + ((sin ((Arg ((a3 |^ 2) - a4)) / 2)) * <i>) is complex set
(2 -root |.((a3 |^ 2) - a4).|) * ((cos ((Arg ((a3 |^ 2) - a4)) / 2)) + ((sin ((Arg ((a3 |^ 2) - a4)) / 2)) * <i>)) is complex set
a3 - s4 is complex set
2 * (a3 - s4) is complex set
- (2 * (a3 - s4)) is complex set
(2,(- (2 * (a3 - s4)))) is complex set
|.(- (2 * (a3 - s4))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (a3 - s4))).| is complex real ext-real set
Arg (- (2 * (a3 - s4))) is complex real ext-real Element of REAL
(Arg (- (2 * (a3 - s4)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (a3 - s4)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (a3 - s4)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (a3 - s4)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (a3 - s4)))) / 2)) + ((sin ((Arg (- (2 * (a3 - s4)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (a3 - s4))).|) * ((cos ((Arg (- (2 * (a3 - s4)))) / 2)) + ((sin ((Arg (- (2 * (a3 - s4)))) / 2)) * <i>)) is complex set
(2,(- (2 * (a3 - s4)))) - (a0 / 4) is complex set
s3 is complex set
s2 is complex set
s1 is complex set
s3 |^ 2 is complex set
(s3 |^ 2) - s2 is complex set
(2,((s3 |^ 2) - s2)) is complex set
|.((s3 |^ 2) - s2).| is complex real ext-real Element of REAL
2 -root |.((s3 |^ 2) - s2).| is complex real ext-real set
Arg ((s3 |^ 2) - s2) is complex real ext-real Element of REAL
(Arg ((s3 |^ 2) - s2)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s3 |^ 2) - s2)) / 2) is complex real ext-real set
sin ((Arg ((s3 |^ 2) - s2)) / 2) is complex real ext-real set
(sin ((Arg ((s3 |^ 2) - s2)) / 2)) * <i> is complex set
(cos ((Arg ((s3 |^ 2) - s2)) / 2)) + ((sin ((Arg ((s3 |^ 2) - s2)) / 2)) * <i>) is complex set
(2 -root |.((s3 |^ 2) - s2).|) * ((cos ((Arg ((s3 |^ 2) - s2)) / 2)) + ((sin ((Arg ((s3 |^ 2) - s2)) / 2)) * <i>)) is complex set
s3 - s1 is complex set
2 * (s3 - s1) is complex set
- (2 * (s3 - s1)) is complex set
(2,(- (2 * (s3 - s1)))) is complex set
|.(- (2 * (s3 - s1))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s3 - s1))).| is complex real ext-real set
Arg (- (2 * (s3 - s1))) is complex real ext-real Element of REAL
(Arg (- (2 * (s3 - s1)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s3 - s1)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s3 - s1)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s3 - s1)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s3 - s1)))) / 2)) + ((sin ((Arg (- (2 * (s3 - s1)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s3 - s1))).|) * ((cos ((Arg (- (2 * (s3 - s1)))) / 2)) + ((sin ((Arg (- (2 * (s3 - s1)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (s3 - s1)))) is complex set
(- (2,(- (2 * (s3 - s1))))) - (a0 / 4) is complex set
r1 is complex set
r2 is complex set
r3 is complex set
r1 |^ 2 is complex set
(r1 |^ 2) - r2 is complex set
(2,((r1 |^ 2) - r2)) is complex set
|.((r1 |^ 2) - r2).| is complex real ext-real Element of REAL
2 -root |.((r1 |^ 2) - r2).| is complex real ext-real set
Arg ((r1 |^ 2) - r2) is complex real ext-real Element of REAL
(Arg ((r1 |^ 2) - r2)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r1 |^ 2) - r2)) / 2) is complex real ext-real set
sin ((Arg ((r1 |^ 2) - r2)) / 2) is complex real ext-real set
(sin ((Arg ((r1 |^ 2) - r2)) / 2)) * <i> is complex set
(cos ((Arg ((r1 |^ 2) - r2)) / 2)) + ((sin ((Arg ((r1 |^ 2) - r2)) / 2)) * <i>) is complex set
(2 -root |.((r1 |^ 2) - r2).|) * ((cos ((Arg ((r1 |^ 2) - r2)) / 2)) + ((sin ((Arg ((r1 |^ 2) - r2)) / 2)) * <i>)) is complex set
r1 + r3 is complex set
2 * (r1 + r3) is complex set
- (2 * (r1 + r3)) is complex set
(2,(- (2 * (r1 + r3)))) is complex set
|.(- (2 * (r1 + r3))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (r1 + r3))).| is complex real ext-real set
Arg (- (2 * (r1 + r3))) is complex real ext-real Element of REAL
(Arg (- (2 * (r1 + r3)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (r1 + r3)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (r1 + r3)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (r1 + r3)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (r1 + r3)))) / 2)) + ((sin ((Arg (- (2 * (r1 + r3)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (r1 + r3))).|) * ((cos ((Arg (- (2 * (r1 + r3)))) / 2)) + ((sin ((Arg (- (2 * (r1 + r3)))) / 2)) * <i>)) is complex set
(2,(- (2 * (r1 + r3)))) - (a0 / 4) is complex set
s1 is complex set
IT is complex set
c₁₆ is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - IT is complex set
(2,((s1 |^ 2) - IT)) is complex set
|.((s1 |^ 2) - IT).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - IT).| is complex real ext-real set
Arg ((s1 |^ 2) - IT) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - IT)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - IT)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - IT)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - IT)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - IT)) / 2)) + ((sin ((Arg ((s1 |^ 2) - IT)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - IT).|) * ((cos ((Arg ((s1 |^ 2) - IT)) / 2)) + ((sin ((Arg ((s1 |^ 2) - IT)) / 2)) * <i>)) is complex set
s1 + c₁₆ is complex set
2 * (s1 + c₁₆) is complex set
- (2 * (s1 + c₁₆)) is complex set
(2,(- (2 * (s1 + c₁₆)))) is complex set
|.(- (2 * (s1 + c₁₆))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 + c₁₆))).| is complex real ext-real set
Arg (- (2 * (s1 + c₁₆))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 + c₁₆)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 + c₁₆)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 + c₁₆)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 + c₁₆)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 + c₁₆)))) / 2)) + ((sin ((Arg (- (2 * (s1 + c₁₆)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 + c₁₆))).|) * ((cos ((Arg (- (2 * (s1 + c₁₆)))) / 2)) + ((sin ((Arg (- (2 * (s1 + c₁₆)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (s1 + c₁₆)))) is complex set
(- (2,(- (2 * (s1 + c₁₆))))) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
(((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
a0 / 4 is complex Element of COMPLEX
a3 is complex set
a4 is complex set
s4 is complex set
s3 is complex set
a4 |^ 2 is complex set
- (a4 |^ 2) is complex set
a3 |^ 2 is complex set
(a3 |^ 2) - s4 is complex set
2 * a3 is complex set
((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)) is complex set
(2,((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) is complex set
|.((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)).| is complex real ext-real Element of REAL
2 -root |.((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)).| is complex real ext-real set
Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)) is complex real ext-real Element of REAL
(Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2) is complex real ext-real set
sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2) is complex real ext-real set
(sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) * <i> is complex set
(cos ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) + ((sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) * <i>) is complex set
(2 -root |.((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)).|) * ((cos ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) + ((sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) * <i>)) is complex set
s2 is complex set
((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)) is complex set
(2,((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) is complex set
|.((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)).| is complex real ext-real Element of REAL
2 -root |.((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)).| is complex real ext-real set
Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)) is complex real ext-real Element of REAL
(Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2) is complex real ext-real set
sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2) is complex real ext-real set
(sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) * <i> is complex set
(cos ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) + ((sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) * <i>) is complex set
(2 -root |.((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3)).|) * ((cos ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) + ((sin ((Arg ((- (a4 |^ 2)),((a3 |^ 2) - s4),(2 * a3))) / 2)) * <i>)) is complex set
s1 is complex set
s3 * s2 is complex set
a4 / (s3 * s2) is complex Element of COMPLEX
- (a4 / (s3 * s2)) is complex Element of COMPLEX
s3 + s2 is complex set
(s3 + s2) + s1 is complex set
((s3 + s2) + s1) - (a0 / 4) is complex set
r1 is complex set
r2 is complex set
r3 is complex set
s1 is complex set
r2 |^ 2 is complex set
- (r2 |^ 2) is complex set
r1 |^ 2 is complex set
(r1 |^ 2) - r3 is complex set
2 * r1 is complex set
((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex set
(2,((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) is complex set
|.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real set
Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).|) * ((cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>)) is complex set
IT is complex set
((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex set
(2,((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) is complex set
|.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real set
Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).|) * ((cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>)) is complex set
c₁₆ is complex set
s1 * IT is complex set
r2 / (s1 * IT) is complex Element of COMPLEX
- (r2 / (s1 * IT)) is complex Element of COMPLEX
- s1 is complex set
(- s1) - IT is complex set
((- s1) - IT) + c₁₆ is complex set
(((- s1) - IT) + c₁₆) - (a0 / 4) is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₉ is complex set
c₂₀ is complex set
c₁₈ |^ 2 is complex set
- (c₁₈ |^ 2) is complex set
c₁₇ |^ 2 is complex set
(c₁₇ |^ 2) - c₁₉ is complex set
2 * c₁₇ is complex set
((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex set
(2,((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) is complex set
|.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real set
Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex real ext-real Element of REAL
(Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).|) * ((cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>)) is complex set
c₂₁ is complex set
((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex set
(2,((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) is complex set
|.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real set
Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex real ext-real Element of REAL
(Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).|) * ((cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>)) is complex set
c₂₂ is complex set
c₂₀ * c₂₁ is complex set
c₁₈ / (c₂₀ * c₂₁) is complex Element of COMPLEX
- (c₁₈ / (c₂₀ * c₂₁)) is complex Element of COMPLEX
- c₂₀ is complex set
(- c₂₀) + c₂₁ is complex set
((- c₂₀) + c₂₁) - c₂₂ is complex set
(((- c₂₀) + c₂₁) - c₂₂) - (a0 / 4) is complex set
c₂₃ is complex set
c₂₄ is complex set
c₂₅ is complex set
c₂₆ is complex set
c₂₄ |^ 2 is complex set
- (c₂₄ |^ 2) is complex set
c₂₃ |^ 2 is complex set
(c₂₃ |^ 2) - c₂₅ is complex set
2 * c₂₃ is complex set
((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex set
(2,((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) is complex set
|.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real set
Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex real ext-real Element of REAL
(Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).|) * ((cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>)) is complex set
c₂₇ is complex set
((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex set
(2,((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) is complex set
|.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real set
Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex real ext-real Element of REAL
(Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).|) * ((cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>)) is complex set
c₂₈ is complex set
c₂₆ * c₂₇ is complex set
c₂₄ / (c₂₆ * c₂₇) is complex Element of COMPLEX
- (c₂₄ / (c₂₆ * c₂₇)) is complex Element of COMPLEX
c₂₆ - c₂₇ is complex set
(c₂₆ - c₂₇) - c₂₈ is complex set
((c₂₆ - c₂₇) - c₂₈) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
z is complex set
a2 is complex set
a1 is complex set
a0 is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
((z,a2,a1,a0) * (z,a2,a1,a0)) + ((z,a2,a1,a0) * (z,a2,a1,a0)) is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
(((z,a2,a1,a0) * (z,a2,a1,a0)) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0)) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
((((z,a2,a1,a0) * (z,a2,a1,a0)) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0)) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
(((((z,a2,a1,a0) * (z,a2,a1,a0)) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0)) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
((((((z,a2,a1,a0) * (z,a2,a1,a0)) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0))) + ((z,a2,a1,a0) * (z,a2,a1,a0)) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
|.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real Element of REAL
2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real set
Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex real ext-real Element of REAL
(Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
(sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i> is complex set
(cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>) is complex set
(2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).|) * ((cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
a0 / 4 is complex Element of COMPLEX
4 + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(4 + 1) + 1 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
((4 + 1) + 1) * a0 is complex set
(((4 + 1) + 1) * a0) * a0 is complex set
((((4 + 1) + 1) * a0) * a0) / 16 is complex Element of COMPLEX
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
(((((4 + 1) + 1) * a0) * a0) / 16) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
((((((4 + 1) + 1) * a0) * a0) / 16) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
3 * a0 is complex set
(3 * a0) * a0 is complex set
((3 * a0) * a0) / 8 is complex Element of COMPLEX
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2 is complex set
(((3 * a0) * a0) / 8) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2) is complex set
((((3 * a0) * a0) / 8) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
(((3 * a0) * a0) / 8) - (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex set
((((3 * a0) * a0) / 8) - (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
(((3 * a0) * a0) / 8) + (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2 is complex set
((((3 * a0) * a0) / 8) + (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) - ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2) is complex set
((((3 * a0) * a0) / 8) + (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) - (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 8 is complex Element of COMPLEX
(((3 * a0) * a0) / 8) + (((8 * a1) - (3 * (a0 |^ 2))) / 8) is complex Element of COMPLEX
a0 * a0 is complex set
3 * (a0 * a0) is complex set
(8 * a1) - (3 * (a0 * a0)) is complex set
((8 * a1) - (3 * (a0 * a0))) / 8 is complex Element of COMPLEX
(((3 * a0) * a0) / 8) + (((8 * a1) - (3 * (a0 * a0))) / 8) is complex Element of COMPLEX
s1 is complex set
r1 is complex set
r2 is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - r1 is complex set
(2,((s1 |^ 2) - r1)) is complex set
|.((s1 |^ 2) - r1).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - r1).| is complex real ext-real set
Arg ((s1 |^ 2) - r1) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - r1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - r1).|) * ((cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>)) is complex set
s1 - r2 is complex set
2 * (s1 - r2) is complex set
- (2 * (s1 - r2)) is complex set
(2,(- (2 * (s1 - r2)))) is complex set
|.(- (2 * (s1 - r2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 - r2))).| is complex real ext-real set
Arg (- (2 * (s1 - r2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 - r2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 - r2))).|) * ((cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s1 - r2)))) - (a0 / 4) is complex set
r3 is complex set
s1 is complex set
IT is complex set
r3 |^ 2 is complex set
(r3 |^ 2) - s1 is complex set
(2,((r3 |^ 2) - s1)) is complex set
|.((r3 |^ 2) - s1).| is complex real ext-real Element of REAL
2 -root |.((r3 |^ 2) - s1).| is complex real ext-real set
Arg ((r3 |^ 2) - s1) is complex real ext-real Element of REAL
(Arg ((r3 |^ 2) - s1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r3 |^ 2) - s1)) / 2) is complex real ext-real set
sin ((Arg ((r3 |^ 2) - s1)) / 2) is complex real ext-real set
(sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i> is complex set
(cos ((Arg ((r3 |^ 2) - s1)) / 2)) + ((sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i>) is complex set
(2 -root |.((r3 |^ 2) - s1).|) * ((cos ((Arg ((r3 |^ 2) - s1)) / 2)) + ((sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i>)) is complex set
r3 - IT is complex set
2 * (r3 - IT) is complex set
- (2 * (r3 - IT)) is complex set
(2,(- (2 * (r3 - IT)))) is complex set
|.(- (2 * (r3 - IT))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (r3 - IT))).| is complex real ext-real set
Arg (- (2 * (r3 - IT))) is complex real ext-real Element of REAL
(Arg (- (2 * (r3 - IT)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (r3 - IT)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (r3 - IT)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (r3 - IT)))) / 2)) + ((sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (r3 - IT))).|) * ((cos ((Arg (- (2 * (r3 - IT)))) / 2)) + ((sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (r3 - IT)))) is complex set
(- (2,(- (2 * (r3 - IT))))) - (a0 / 4) is complex set
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 2 is complex set
(c₁₆ |^ 2) - c₁₇ is complex set
(2,((c₁₆ |^ 2) - c₁₇)) is complex set
|.((c₁₆ |^ 2) - c₁₇).| is complex real ext-real Element of REAL
2 -root |.((c₁₆ |^ 2) - c₁₇).| is complex real ext-real set
Arg ((c₁₆ |^ 2) - c₁₇) is complex real ext-real Element of REAL
(Arg ((c₁₆ |^ 2) - c₁₇)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2) is complex real ext-real set
sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2) is complex real ext-real set
(sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i> is complex set
(cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) + ((sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i>) is complex set
(2 -root |.((c₁₆ |^ 2) - c₁₇).|) * ((cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) + ((sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i>)) is complex set
c₁₆ + c₁₈ is complex set
2 * (c₁₆ + c₁₈) is complex set
- (2 * (c₁₆ + c₁₈)) is complex set
(2,(- (2 * (c₁₆ + c₁₈)))) is complex set
|.(- (2 * (c₁₆ + c₁₈))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (c₁₆ + c₁₈))).| is complex real ext-real set
Arg (- (2 * (c₁₆ + c₁₈))) is complex real ext-real Element of REAL
(Arg (- (2 * (c₁₆ + c₁₈)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) + ((sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (c₁₆ + c₁₈))).|) * ((cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) + ((sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i>)) is complex set
(2,(- (2 * (c₁₆ + c₁₈)))) - (a0 / 4) is complex set
c₁₉ is complex set
c₂₀ is complex set
c₂₁ is complex set
c₁₉ |^ 2 is complex set
(c₁₉ |^ 2) - c₂₀ is complex set
(2,((c₁₉ |^ 2) - c₂₀)) is complex set
|.((c₁₉ |^ 2) - c₂₀).| is complex real ext-real Element of REAL
2 -root |.((c₁₉ |^ 2) - c₂₀).| is complex real ext-real set
Arg ((c₁₉ |^ 2) - c₂₀) is complex real ext-real Element of REAL
(Arg ((c₁₉ |^ 2) - c₂₀)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2) is complex real ext-real set
sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2) is complex real ext-real set
(sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i> is complex set
(cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) + ((sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i>) is complex set
(2 -root |.((c₁₉ |^ 2) - c₂₀).|) * ((cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) + ((sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i>)) is complex set
c₁₉ + c₂₁ is complex set
2 * (c₁₉ + c₂₁) is complex set
- (2 * (c₁₉ + c₂₁)) is complex set
(2,(- (2 * (c₁₉ + c₂₁)))) is complex set
|.(- (2 * (c₁₉ + c₂₁))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (c₁₉ + c₂₁))).| is complex real ext-real set
Arg (- (2 * (c₁₉ + c₂₁))) is complex real ext-real Element of REAL
(Arg (- (2 * (c₁₉ + c₂₁)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) + ((sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (c₁₉ + c₂₁))).|) * ((cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) + ((sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (c₁₉ + c₂₁)))) is complex set
(- (2,(- (2 * (c₁₉ + c₂₁))))) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
(((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
a0 / 4 is complex Element of COMPLEX
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2 is complex set
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) |^ 2 is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) |^ 2 is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
- (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) * ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) is complex Element of COMPLEX
(- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex Element of COMPLEX
- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) is complex Element of COMPLEX
(- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * ((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) * (- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) is complex Element of COMPLEX
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) * (- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64))) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) * ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex set
(((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
2 * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) is complex set
- (2 * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) is complex set
3 * a0 is complex set
(3 * a0) * a0 is complex set
((3 * a0) * a0) / 8 is complex Element of COMPLEX
(- (2 * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))))) + (((3 * a0) * a0) / 8) is complex set
- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) is complex set
2 * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
- (2 * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(- (2 * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + (((3 * a0) * a0) / 8) is complex set
4 * ((8 * a1) - (3 * (a0 |^ 2))) is complex set
(4 * ((8 * a1) - (3 * (a0 |^ 2)))) / 32 is complex Element of COMPLEX
((4 * ((8 * a1) - (3 * (a0 |^ 2)))) / 32) + (((3 * a0) * a0) / 8) is complex Element of COMPLEX
a0 * a0 is complex set
3 * (a0 * a0) is complex set
(8 * a1) - (3 * (a0 * a0)) is complex set
4 * ((8 * a1) - (3 * (a0 * a0))) is complex set
(4 * ((8 * a1) - (3 * (a0 * a0)))) / 32 is complex Element of COMPLEX
((4 * ((8 * a1) - (3 * (a0 * a0)))) / 32) + (((3 * a0) * a0) / 8) is complex Element of COMPLEX
r1 is complex set
r2 is complex set
r3 is complex set
s1 is complex set
r2 |^ 2 is complex set
- (r2 |^ 2) is complex set
r1 |^ 2 is complex set
(r1 |^ 2) - r3 is complex set
2 * r1 is complex set
((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex set
(2,((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) is complex set
|.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real set
Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).|) * ((cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>)) is complex set
IT is complex set
((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex set
(2,((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) is complex set
|.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real set
Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).|) * ((cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>)) is complex set
c₁₆ is complex set
s1 * IT is complex set
r2 / (s1 * IT) is complex Element of COMPLEX
- (r2 / (s1 * IT)) is complex Element of COMPLEX
s1 + IT is complex set
(s1 + IT) + c₁₆ is complex set
((s1 + IT) + c₁₆) - (a0 / 4) is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₉ is complex set
c₂₀ is complex set
c₁₈ |^ 2 is complex set
- (c₁₈ |^ 2) is complex set
c₁₇ |^ 2 is complex set
(c₁₇ |^ 2) - c₁₉ is complex set
2 * c₁₇ is complex set
((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex set
(2,((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) is complex set
|.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real set
Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex real ext-real Element of REAL
(Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).|) * ((cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>)) is complex set
c₂₁ is complex set
((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex set
(2,((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) is complex set
|.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real set
Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex real ext-real Element of REAL
(Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).|) * ((cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>)) is complex set
c₂₂ is complex set
c₂₀ * c₂₁ is complex set
c₁₈ / (c₂₀ * c₂₁) is complex Element of COMPLEX
- (c₁₈ / (c₂₀ * c₂₁)) is complex Element of COMPLEX
- c₂₀ is complex set
(- c₂₀) - c₂₁ is complex set
((- c₂₀) - c₂₁) + c₂₂ is complex set
(((- c₂₀) - c₂₁) + c₂₂) - (a0 / 4) is complex set
c₂₃ is complex set
c₂₄ is complex set
c₂₅ is complex set
c₂₆ is complex set
c₂₄ |^ 2 is complex set
- (c₂₄ |^ 2) is complex set
c₂₃ |^ 2 is complex set
(c₂₃ |^ 2) - c₂₅ is complex set
2 * c₂₃ is complex set
((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex set
(2,((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) is complex set
|.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real set
Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex real ext-real Element of REAL
(Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).|) * ((cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>)) is complex set
c₂₇ is complex set
((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex set
(2,((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) is complex set
|.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real set
Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex real ext-real Element of REAL
(Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).|) * ((cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>)) is complex set
c₂₈ is complex set
c₂₆ * c₂₇ is complex set
c₂₄ / (c₂₆ * c₂₇) is complex Element of COMPLEX
- (c₂₄ / (c₂₆ * c₂₇)) is complex Element of COMPLEX
- c₂₆ is complex set
(- c₂₆) + c₂₇ is complex set
((- c₂₆) + c₂₇) - c₂₈ is complex set
(((- c₂₆) + c₂₇) - c₂₈) - (a0 / 4) is complex set
c₂₉ is complex set
c₃₀ is complex set
c₃₁ is complex set
c₃₂ is complex set
c₃₀ |^ 2 is complex set
- (c₃₀ |^ 2) is complex set
c₂₉ |^ 2 is complex set
(c₂₉ |^ 2) - c₃₁ is complex set
2 * c₂₉ is complex set
((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex set
(2,((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) is complex set
|.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real Element of REAL
2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real set
Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex real ext-real Element of REAL
(Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>) is complex set
(2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).|) * ((cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>)) is complex set
c₃₃ is complex set
((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex set
(2,((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) is complex set
|.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real Element of REAL
2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real set
Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex real ext-real Element of REAL
(Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>) is complex set
(2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).|) * ((cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>)) is complex set
c₃₄ is complex set
c₃₂ * c₃₃ is complex set
c₃₀ / (c₃₂ * c₃₃) is complex Element of COMPLEX
- (c₃₀ / (c₃₂ * c₃₃)) is complex Element of COMPLEX
c₃₂ - c₃₃ is complex set
(c₃₂ - c₃₃) - c₃₄ is complex set
((c₃₂ - c₃₃) - c₃₄) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
z is complex set
a2 is complex set
- a2 is complex set
a1 is complex set
a0 is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0) is complex set
(((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0)) + (((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0)) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0) is complex set
((((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0)) + (((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0))) + (((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0)) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0) is complex set
(((((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0)) + (((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0))) + (((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0))) + (((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0)) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
|.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real Element of REAL
2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real set
Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex real ext-real Element of REAL
(Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
(sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i> is complex set
(cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>) is complex set
(2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).|) * ((cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
a0 / 4 is complex Element of COMPLEX
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
a0 * a0 is complex set
(a0 * a0) / 16 is complex Element of COMPLEX
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16) is complex set
a0 / 2 is complex Element of COMPLEX
- (a0 / 2) is complex Element of COMPLEX
((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) * (- (a0 / 2)) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16) is complex set
((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) * (- (a0 / 2)) is complex set
(((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) * (- (a0 / 2))) + (((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) * (- (a0 / 2))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2 is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2) is complex set
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16) is complex set
((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * (- (a0 / 2)) is complex set
(((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * (- (a0 / 2))) + (((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) * (- (a0 / 2))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2 is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2) is complex set
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16) is complex set
((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * (- (a0 / 2)) is complex set
(((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * (- (a0 / 2))) + (((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * (- (a0 / 2))) is complex set
- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex set
(- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16) is complex set
((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) * (- (a0 / 2)) is complex set
(((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) * (- (a0 / 2))) + (((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * (- (a0 / 2))) is complex set
- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex set
(- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16) is complex set
((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) * (- (a0 / 2)) is complex set
(((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) * (- (a0 / 2))) + (((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) * (- (a0 / 2))) is complex set
(3 * (a0 |^ 2)) / 8 is complex Element of COMPLEX
a1 - ((3 * (a0 |^ 2)) / 8) is complex set
(a0 * a0) / 8 is complex Element of COMPLEX
(a1 - ((3 * (a0 |^ 2)) / 8)) + ((a0 * a0) / 8) is complex set
((a1 - ((3 * (a0 |^ 2)) / 8)) + ((a0 * a0) / 8)) * (- (a0 / 2)) is complex set
3 * (a0 * a0) is complex set
(3 * (a0 * a0)) / 8 is complex Element of COMPLEX
a1 - ((3 * (a0 * a0)) / 8) is complex set
(a1 - ((3 * (a0 * a0)) / 8)) + ((a0 * a0) / 8) is complex set
((a1 - ((3 * (a0 * a0)) / 8)) + ((a0 * a0) / 8)) * (- (a0 / 2)) is complex set
(a0 * a0) * a0 is complex set
((a0 * a0) * a0) / 8 is complex Element of COMPLEX
a1 * a0 is complex set
(a1 * a0) / 2 is complex Element of COMPLEX
(((a0 * a0) * a0) / 8) - ((a1 * a0) / 2) is complex Element of COMPLEX
(a0 |^ 3) / 8 is complex Element of COMPLEX
((4 * a1) * a0) / 8 is complex Element of COMPLEX
((a0 |^ 3) / 8) - (((4 * a1) * a0) / 8) is complex Element of COMPLEX
s1 is complex set
r1 is complex set
r2 is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - r1 is complex set
(2,((s1 |^ 2) - r1)) is complex set
|.((s1 |^ 2) - r1).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - r1).| is complex real ext-real set
Arg ((s1 |^ 2) - r1) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - r1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - r1).|) * ((cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>)) is complex set
s1 - r2 is complex set
2 * (s1 - r2) is complex set
- (2 * (s1 - r2)) is complex set
(2,(- (2 * (s1 - r2)))) is complex set
|.(- (2 * (s1 - r2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 - r2))).| is complex real ext-real set
Arg (- (2 * (s1 - r2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 - r2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 - r2))).|) * ((cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s1 - r2)))) - (a0 / 4) is complex set
r3 is complex set
s1 is complex set
IT is complex set
r3 |^ 2 is complex set
(r3 |^ 2) - s1 is complex set
(2,((r3 |^ 2) - s1)) is complex set
|.((r3 |^ 2) - s1).| is complex real ext-real Element of REAL
2 -root |.((r3 |^ 2) - s1).| is complex real ext-real set
Arg ((r3 |^ 2) - s1) is complex real ext-real Element of REAL
(Arg ((r3 |^ 2) - s1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r3 |^ 2) - s1)) / 2) is complex real ext-real set
sin ((Arg ((r3 |^ 2) - s1)) / 2) is complex real ext-real set
(sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i> is complex set
(cos ((Arg ((r3 |^ 2) - s1)) / 2)) + ((sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i>) is complex set
(2 -root |.((r3 |^ 2) - s1).|) * ((cos ((Arg ((r3 |^ 2) - s1)) / 2)) + ((sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i>)) is complex set
r3 - IT is complex set
2 * (r3 - IT) is complex set
- (2 * (r3 - IT)) is complex set
(2,(- (2 * (r3 - IT)))) is complex set
|.(- (2 * (r3 - IT))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (r3 - IT))).| is complex real ext-real set
Arg (- (2 * (r3 - IT))) is complex real ext-real Element of REAL
(Arg (- (2 * (r3 - IT)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (r3 - IT)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (r3 - IT)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (r3 - IT)))) / 2)) + ((sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (r3 - IT))).|) * ((cos ((Arg (- (2 * (r3 - IT)))) / 2)) + ((sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (r3 - IT)))) is complex set
(- (2,(- (2 * (r3 - IT))))) - (a0 / 4) is complex set
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 2 is complex set
(c₁₆ |^ 2) - c₁₇ is complex set
(2,((c₁₆ |^ 2) - c₁₇)) is complex set
|.((c₁₆ |^ 2) - c₁₇).| is complex real ext-real Element of REAL
2 -root |.((c₁₆ |^ 2) - c₁₇).| is complex real ext-real set
Arg ((c₁₆ |^ 2) - c₁₇) is complex real ext-real Element of REAL
(Arg ((c₁₆ |^ 2) - c₁₇)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2) is complex real ext-real set
sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2) is complex real ext-real set
(sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i> is complex set
(cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) + ((sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i>) is complex set
(2 -root |.((c₁₆ |^ 2) - c₁₇).|) * ((cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) + ((sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i>)) is complex set
c₁₆ + c₁₈ is complex set
2 * (c₁₆ + c₁₈) is complex set
- (2 * (c₁₆ + c₁₈)) is complex set
(2,(- (2 * (c₁₆ + c₁₈)))) is complex set
|.(- (2 * (c₁₆ + c₁₈))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (c₁₆ + c₁₈))).| is complex real ext-real set
Arg (- (2 * (c₁₆ + c₁₈))) is complex real ext-real Element of REAL
(Arg (- (2 * (c₁₆ + c₁₈)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) + ((sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (c₁₆ + c₁₈))).|) * ((cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) + ((sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i>)) is complex set
(2,(- (2 * (c₁₆ + c₁₈)))) - (a0 / 4) is complex set
c₁₉ is complex set
c₂₀ is complex set
c₂₁ is complex set
c₁₉ |^ 2 is complex set
(c₁₉ |^ 2) - c₂₀ is complex set
(2,((c₁₉ |^ 2) - c₂₀)) is complex set
|.((c₁₉ |^ 2) - c₂₀).| is complex real ext-real Element of REAL
2 -root |.((c₁₉ |^ 2) - c₂₀).| is complex real ext-real set
Arg ((c₁₉ |^ 2) - c₂₀) is complex real ext-real Element of REAL
(Arg ((c₁₉ |^ 2) - c₂₀)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2) is complex real ext-real set
sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2) is complex real ext-real set
(sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i> is complex set
(cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) + ((sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i>) is complex set
(2 -root |.((c₁₉ |^ 2) - c₂₀).|) * ((cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) + ((sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i>)) is complex set
c₁₉ + c₂₁ is complex set
2 * (c₁₉ + c₂₁) is complex set
- (2 * (c₁₉ + c₂₁)) is complex set
(2,(- (2 * (c₁₉ + c₂₁)))) is complex set
|.(- (2 * (c₁₉ + c₂₁))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (c₁₉ + c₂₁))).| is complex real ext-real set
Arg (- (2 * (c₁₉ + c₂₁))) is complex real ext-real Element of REAL
(Arg (- (2 * (c₁₉ + c₂₁)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) + ((sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (c₁₉ + c₂₁))).|) * ((cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) + ((sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (c₁₉ + c₂₁)))) is complex set
(- (2,(- (2 * (c₁₉ + c₂₁))))) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
(((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
a0 / 4 is complex Element of COMPLEX
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2 is complex set
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) |^ 2 is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) |^ 2 is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
- (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) * ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) is complex Element of COMPLEX
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
(- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex Element of COMPLEX
- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) is complex Element of COMPLEX
(- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * ((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) * (- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) * (- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64))) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) * ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex set
(((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0 is complex set
a0 * a0 is complex set
(a0 * a0) * a0 is complex set
((a0 * a0) * a0) / 16 is complex Element of COMPLEX
(((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0) - (((a0 * a0) * a0) / 16) is complex set
8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0) - (((a0 * a0) * a0) / 16)) + (((8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) is complex set
(- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0 is complex set
((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0) - (((a0 * a0) * a0) / 16) is complex set
(((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0) - (((a0 * a0) * a0) / 16)) + (((8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
16 * a1 is complex set
(16 * a1) / 32 is complex Element of COMPLEX
((16 * a1) / 32) * a0 is complex set
- (((16 * a1) / 32) * a0) is complex set
6 * (a0 |^ 2) is complex set
(6 * (a0 |^ 2)) / 32 is complex Element of COMPLEX
((6 * (a0 |^ 2)) / 32) * a0 is complex set
(- (((16 * a1) / 32) * a0)) + (((6 * (a0 |^ 2)) / 32) * a0) is complex set
((- (((16 * a1) / 32) * a0)) + (((6 * (a0 |^ 2)) / 32) * a0)) - (((a0 * a0) * a0) / 16) is complex set
((8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex set
(((- (((16 * a1) / 32) * a0)) + (((6 * (a0 |^ 2)) / 32) * a0)) - (((a0 * a0) * a0) / 16)) - (((8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
a1 / 2 is complex Element of COMPLEX
(a1 / 2) * a0 is complex set
- ((a1 / 2) * a0) is complex set
6 * (a0 * a0) is complex set
(6 * (a0 * a0)) / 32 is complex Element of COMPLEX
((6 * (a0 * a0)) / 32) * a0 is complex set
(- ((a1 / 2) * a0)) + (((6 * (a0 * a0)) / 32) * a0) is complex set
((- ((a1 / 2) * a0)) + (((6 * (a0 * a0)) / 32) * a0)) - (((a0 * a0) * a0) / 16) is complex set
(((- ((a1 / 2) * a0)) + (((6 * (a0 * a0)) / 32) * a0)) - (((a0 * a0) * a0) / 16)) - (((8 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
a1 * a0 is complex set
(a1 * a0) / 2 is complex Element of COMPLEX
- ((a1 * a0) / 2) is complex Element of COMPLEX
2 * a0 is complex set
(2 * a0) * a0 is complex set
((2 * a0) * a0) * a0 is complex set
(((2 * a0) * a0) * a0) / 16 is complex Element of COMPLEX
(- ((a1 * a0) / 2)) + ((((2 * a0) * a0) * a0) / 16) is complex Element of COMPLEX
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex set
8 * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
((- ((a1 * a0) / 2)) + ((((2 * a0) * a0) * a0) / 16)) - (8 * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
8 * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
((- ((a1 * a0) / 2)) + ((((2 * a0) * a0) * a0) / 16)) - (8 * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / 1 is complex Element of COMPLEX
8 * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / 1) is complex set
((- ((a1 * a0) / 2)) + ((((2 * a0) * a0) * a0) / 16)) - (8 * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / 1)) is complex set
(- a2) + ((((2 * a0) * a0) * a0) / 16) is complex set
8 * (a0 |^ 3) is complex set
(8 * (a0 |^ 3)) / 64 is complex Element of COMPLEX
((- a2) + ((((2 * a0) * a0) * a0) / 16)) - ((8 * (a0 |^ 3)) / 64) is complex set
8 * ((a0 * a0) * a0) is complex set
(8 * ((a0 * a0) * a0)) / 64 is complex Element of COMPLEX
((- a2) + ((((2 * a0) * a0) * a0) / 16)) - ((8 * ((a0 * a0) * a0)) / 64) is complex set
r1 is complex set
r2 is complex set
r3 is complex set
s1 is complex set
r2 |^ 2 is complex set
- (r2 |^ 2) is complex set
r1 |^ 2 is complex set
(r1 |^ 2) - r3 is complex set
2 * r1 is complex set
((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex set
(2,((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) is complex set
|.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real set
Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).|) * ((cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>)) is complex set
IT is complex set
((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex set
(2,((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) is complex set
|.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real Element of REAL
2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).| is complex real ext-real set
Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)) is complex real ext-real Element of REAL
(Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2) is complex real ext-real set
(sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i> is complex set
(cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>) is complex set
(2 -root |.((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1)).|) * ((cos ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) + ((sin ((Arg ((- (r2 |^ 2)),((r1 |^ 2) - r3),(2 * r1))) / 2)) * <i>)) is complex set
c₁₆ is complex set
s1 * IT is complex set
r2 / (s1 * IT) is complex Element of COMPLEX
- (r2 / (s1 * IT)) is complex Element of COMPLEX
s1 + IT is complex set
(s1 + IT) + c₁₆ is complex set
((s1 + IT) + c₁₆) - (a0 / 4) is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₉ is complex set
c₂₀ is complex set
c₁₈ |^ 2 is complex set
- (c₁₈ |^ 2) is complex set
c₁₇ |^ 2 is complex set
(c₁₇ |^ 2) - c₁₉ is complex set
2 * c₁₇ is complex set
((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex set
(2,((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) is complex set
|.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real set
Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex real ext-real Element of REAL
(Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).|) * ((cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>)) is complex set
c₂₁ is complex set
((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex set
(2,((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) is complex set
|.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real Element of REAL
2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).| is complex real ext-real set
Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)) is complex real ext-real Element of REAL
(Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>) is complex set
(2 -root |.((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇)).|) * ((cos ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) + ((sin ((Arg ((- (c₁₈ |^ 2)),((c₁₇ |^ 2) - c₁₉),(2 * c₁₇))) / 2)) * <i>)) is complex set
c₂₂ is complex set
c₂₀ * c₂₁ is complex set
c₁₈ / (c₂₀ * c₂₁) is complex Element of COMPLEX
- (c₁₈ / (c₂₀ * c₂₁)) is complex Element of COMPLEX
- c₂₀ is complex set
(- c₂₀) - c₂₁ is complex set
((- c₂₀) - c₂₁) + c₂₂ is complex set
(((- c₂₀) - c₂₁) + c₂₂) - (a0 / 4) is complex set
c₂₃ is complex set
c₂₄ is complex set
c₂₅ is complex set
c₂₆ is complex set
c₂₄ |^ 2 is complex set
- (c₂₄ |^ 2) is complex set
c₂₃ |^ 2 is complex set
(c₂₃ |^ 2) - c₂₅ is complex set
2 * c₂₃ is complex set
((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex set
(2,((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) is complex set
|.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real set
Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex real ext-real Element of REAL
(Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).|) * ((cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>)) is complex set
c₂₇ is complex set
((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex set
(2,((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) is complex set
|.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).| is complex real ext-real set
Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)) is complex real ext-real Element of REAL
(Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃)).|) * ((cos ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) + ((sin ((Arg ((- (c₂₄ |^ 2)),((c₂₃ |^ 2) - c₂₅),(2 * c₂₃))) / 2)) * <i>)) is complex set
c₂₈ is complex set
c₂₆ * c₂₇ is complex set
c₂₄ / (c₂₆ * c₂₇) is complex Element of COMPLEX
- (c₂₄ / (c₂₆ * c₂₇)) is complex Element of COMPLEX
- c₂₆ is complex set
(- c₂₆) + c₂₇ is complex set
((- c₂₆) + c₂₇) - c₂₈ is complex set
(((- c₂₆) + c₂₇) - c₂₈) - (a0 / 4) is complex set
c₂₉ is complex set
c₃₀ is complex set
c₃₁ is complex set
c₃₂ is complex set
c₃₀ |^ 2 is complex set
- (c₃₀ |^ 2) is complex set
c₂₉ |^ 2 is complex set
(c₂₉ |^ 2) - c₃₁ is complex set
2 * c₂₉ is complex set
((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex set
(2,((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) is complex set
|.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real Element of REAL
2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real set
Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex real ext-real Element of REAL
(Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>) is complex set
(2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).|) * ((cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>)) is complex set
c₃₃ is complex set
((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex set
(2,((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) is complex set
|.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real Element of REAL
2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).| is complex real ext-real set
Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)) is complex real ext-real Element of REAL
(Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>) is complex set
(2 -root |.((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉)).|) * ((cos ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) + ((sin ((Arg ((- (c₃₀ |^ 2)),((c₂₉ |^ 2) - c₃₁),(2 * c₂₉))) / 2)) * <i>)) is complex set
c₃₄ is complex set
c₃₂ * c₃₃ is complex set
c₃₀ / (c₃₂ * c₃₃) is complex Element of COMPLEX
- (c₃₀ / (c₃₂ * c₃₃)) is complex Element of COMPLEX
c₃₂ - c₃₃ is complex set
(c₃₂ - c₃₃) - c₃₄ is complex set
((c₃₂ - c₃₃) - c₃₄) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
z is complex set
a2 is complex set
a1 is complex set
a0 is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
(z,a2,a1,a0) * (z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0) is complex set
(z,a2,a1,a0) is complex set
(((z,a2,a1,a0) * (z,a2,a1,a0)) * (z,a2,a1,a0)) * (z,a2,a1,a0) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
|.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real Element of REAL
2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).| is complex real ext-real set
Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex real ext-real Element of REAL
(Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2) is complex real ext-real set
(sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i> is complex set
(cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>) is complex set
(2 -root |.(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)).|) * ((cos ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) + ((sin ((Arg (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
|.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).| is complex real ext-real set
Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex real ext-real Element of REAL
(Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))).|) * ((cos ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) + ((sin ((Arg (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) / 2)) * <i>)) is complex set
a0 / 4 is complex Element of COMPLEX
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
a0 * a0 is complex set
(a0 * a0) / 16 is complex Element of COMPLEX
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))))) is complex set
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16) is complex set
((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) * ((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2 is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2) is complex set
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16) is complex set
((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * ((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) * (2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))))) + ((a0 * a0) / 16)) is complex set
(2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2 is complex set
- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2) is complex set
(- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16) is complex set
((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) * ((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) is complex set
- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex set
(- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16) is complex set
((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) * ((- ((2,(- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) |^ 2)) + ((a0 * a0) / 16)) is complex set
- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))))) is complex set
(- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16) is complex set
((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) - (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) * ((- (- (2 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) + (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))))) + ((a0 * a0) / 16)) is complex set
4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
(4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
2 * 2 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of REAL
(2 * 2) * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((2 * 2) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0 is complex set
(((2 * 2) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0 is complex set
((((2 * 2) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16 is complex Element of COMPLEX
((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) + (((((2 * 2) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16) is complex set
(a0 * a0) * a0 is complex set
((a0 * a0) * a0) * a0 is complex set
(((a0 * a0) * a0) * a0) / 16 is complex Element of COMPLEX
((((a0 * a0) * a0) * a0) / 16) / 16 is complex Element of COMPLEX
(((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) + (((((2 * 2) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) * (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
4 * ((2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) * (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) is complex set
((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) + (((((2 * 2) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16)) - (4 * ((2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) * (2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))))) is complex set
(4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0 is complex set
((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0 is complex set
(((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16 is complex Element of COMPLEX
((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16) is complex set
(((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
(2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) |^ 2 is complex set
4 * ((2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) |^ 2) is complex set
((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16)) - (4 * ((2,(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) |^ 2)) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex Element of COMPLEX
4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) is complex set
(4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16) is complex set
((4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex set
(((4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) is complex set
(4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2)) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16) is complex set
((4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2)) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
(((4 * ((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2)) + ((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 16)) + (((((a0 * a0) * a0) * a0) / 16) / 16)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0 is complex set
(((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4 is complex Element of COMPLEX
(a0 * a0) * (a0 * a0) is complex set
((a0 * a0) * (a0 * a0)) / 16 is complex Element of COMPLEX
(((a0 * a0) * (a0 * a0)) / 16) / 16 is complex Element of COMPLEX
((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + ((((a0 * a0) * (a0 * a0)) / 16) / 16) is complex Element of COMPLEX
4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
(((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + ((((a0 * a0) * (a0 * a0)) / 16) / 16)) + (4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex set
(a0 * a0) * (a0 |^ 2) is complex set
((a0 * a0) * (a0 |^ 2)) / 16 is complex Element of COMPLEX
(((a0 * a0) * (a0 |^ 2)) / 16) / 16 is complex Element of COMPLEX
((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + ((((a0 * a0) * (a0 |^ 2)) / 16) / 16) is complex Element of COMPLEX
(((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + ((((a0 * a0) * (a0 |^ 2)) / 16) / 16)) + (4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex set
((a0 * a0) * (a0 |^ 2)) / 256 is complex Element of COMPLEX
((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + (((a0 * a0) * (a0 |^ 2)) / 256) is complex Element of COMPLEX
a0 * a2 is complex set
(a0 * a2) / 4 is complex Element of COMPLEX
z - ((a0 * a2) / 4) is complex set
(a0 |^ 2) * a1 is complex set
((a0 |^ 2) * a1) / 16 is complex Element of COMPLEX
(z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16) is complex set
(3 * (a0 |^ 4)) / 256 is complex Element of COMPLEX
((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((3 * (a0 |^ 4)) / 256) is complex set
(((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + (((a0 * a0) * (a0 |^ 2)) / 256)) + (((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((3 * (a0 |^ 4)) / 256)) is complex set
3 * (((a0 * a0) * a0) * a0) is complex set
(3 * (((a0 * a0) * a0) * a0)) / 256 is complex Element of COMPLEX
((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((3 * (((a0 * a0) * a0) * a0)) / 256) is complex set
(((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + (((a0 * a0) * (a0 |^ 2)) / 256)) + (((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((3 * (((a0 * a0) * a0) * a0)) / 256)) is complex set
3 * a0 is complex set
(3 * a0) * a0 is complex set
((3 * a0) * a0) * (a0 * a0) is complex set
(((3 * a0) * a0) * (a0 * a0)) / 256 is complex Element of COMPLEX
((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((((3 * a0) * a0) * (a0 * a0)) / 256) is complex set
(((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + (((a0 * a0) * (a0 |^ 2)) / 256)) + (((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((((3 * a0) * a0) * (a0 * a0)) / 256)) is complex set
((3 * a0) * a0) * (a0 |^ 2) is complex set
(((3 * a0) * a0) * (a0 |^ 2)) / 256 is complex Element of COMPLEX
((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((((3 * a0) * a0) * (a0 |^ 2)) / 256) is complex set
(((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) + (((a0 * a0) * (a0 |^ 2)) / 256)) + (((z - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16)) - ((((3 * a0) * a0) * (a0 |^ 2)) / 256)) is complex set
a1 * (a0 * a0) is complex set
(a1 * (a0 * a0)) / 16 is complex Element of COMPLEX
z + ((a1 * (a0 * a0)) / 16) is complex set
4 * (a0 |^ 2) is complex set
(4 * (a0 |^ 2)) * a0 is complex set
((4 * (a0 |^ 2)) * a0) * a0 is complex set
128 is non zero epsilon-transitive epsilon-connected ordinal natural complex real ext-real positive non negative Element of NAT
(((4 * (a0 |^ 2)) * a0) * a0) / 128 is complex Element of COMPLEX
(z + ((a1 * (a0 * a0)) / 16)) - ((((4 * (a0 |^ 2)) * a0) * a0) / 128) is complex set
((z + ((a1 * (a0 * a0)) / 16)) - ((((4 * (a0 |^ 2)) * a0) * a0) / 128)) - ((a0 * a2) / 4) is complex set
(((z + ((a1 * (a0 * a0)) / 16)) - ((((4 * (a0 |^ 2)) * a0) * a0) / 128)) - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16) is complex set
a1 * (a0 |^ 2) is complex set
(a1 * (a0 |^ 2)) / 16 is complex Element of COMPLEX
z + ((a1 * (a0 |^ 2)) / 16) is complex set
(a0 |^ 2) * a0 is complex set
((a0 |^ 2) * a0) * a0 is complex set
(((a0 |^ 2) * a0) * a0) / 32 is complex Element of COMPLEX
(z + ((a1 * (a0 |^ 2)) / 16)) - ((((a0 |^ 2) * a0) * a0) / 32) is complex set
((z + ((a1 * (a0 |^ 2)) / 16)) - ((((a0 |^ 2) * a0) * a0) / 32)) - ((a0 * a2) / 4) is complex set
(((z + ((a1 * (a0 |^ 2)) / 16)) - ((((a0 |^ 2) * a0) * a0) / 32)) - ((a0 * a2) / 4)) + (((a0 |^ 2) * a1) / 16) is complex set
2 * a1 is complex set
(2 * a1) * (a0 |^ 2) is complex set
((2 * a1) * (a0 |^ 2)) / 16 is complex Element of COMPLEX
z + (((2 * a1) * (a0 |^ 2)) / 16) is complex set
(z + (((2 * a1) * (a0 |^ 2)) / 16)) - ((((a0 |^ 2) * a0) * a0) / 32) is complex set
((z + (((2 * a1) * (a0 |^ 2)) / 16)) - ((((a0 |^ 2) * a0) * a0) / 32)) - ((a0 * a2) / 4) is complex set
(2 * a1) * (a0 * a0) is complex set
((2 * a1) * (a0 * a0)) / 16 is complex Element of COMPLEX
z + (((2 * a1) * (a0 * a0)) / 16) is complex set
(z + (((2 * a1) * (a0 * a0)) / 16)) - ((((a0 |^ 2) * a0) * a0) / 32) is complex set
((z + (((2 * a1) * (a0 * a0)) / 16)) - ((((a0 |^ 2) * a0) * a0) / 32)) - ((a0 * a2) / 4) is complex set
((4 * a1) * a0) * a0 is complex set
(((4 * a1) * a0) * a0) / 32 is complex Element of COMPLEX
z + ((((4 * a1) * a0) * a0) / 32) is complex set
(((a0 * a0) * a0) * a0) / 32 is complex Element of COMPLEX
(z + ((((4 * a1) * a0) * a0) / 32)) - ((((a0 * a0) * a0) * a0) / 32) is complex set
8 * a0 is complex set
(8 * a0) * a2 is complex set
((8 * a0) * a2) / 32 is complex Element of COMPLEX
((z + ((((4 * a1) * a0) * a0) / 32)) - ((((a0 * a0) * a0) * a0) / 32)) - (((8 * a0) * a2) / 32) is complex set
((4 * a1) * a0) - ((a0 * a0) * a0) is complex set
(((4 * a1) * a0) - ((a0 * a0) * a0)) - (8 * a2) is complex set
((((4 * a1) * a0) - ((a0 * a0) * a0)) - (8 * a2)) * a0 is complex set
(((((4 * a1) * a0) - ((a0 * a0) * a0)) - (8 * a2)) * a0) / 32 is complex Element of COMPLEX
z + ((((((4 * a1) * a0) - ((a0 * a0) * a0)) - (8 * a2)) * a0) / 32) is complex set
((4 * a1) * a0) - (a0 |^ 3) is complex set
(((4 * a1) * a0) - (a0 |^ 3)) - (8 * a2) is complex set
((((4 * a1) * a0) - (a0 |^ 3)) - (8 * a2)) * a0 is complex set
(((((4 * a1) * a0) - (a0 |^ 3)) - (8 * a2)) * a0) / 32 is complex Element of COMPLEX
z + ((((((4 * a1) * a0) - (a0 |^ 3)) - (8 * a2)) * a0) / 32) is complex set
s1 is complex set
r1 is complex set
r2 is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - r1 is complex set
(2,((s1 |^ 2) - r1)) is complex set
|.((s1 |^ 2) - r1).| is complex real ext-real Element of REAL
2 -root |.((s1 |^ 2) - r1).| is complex real ext-real set
Arg ((s1 |^ 2) - r1) is complex real ext-real Element of REAL
(Arg ((s1 |^ 2) - r1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
sin ((Arg ((s1 |^ 2) - r1)) / 2) is complex real ext-real set
(sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i> is complex set
(cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>) is complex set
(2 -root |.((s1 |^ 2) - r1).|) * ((cos ((Arg ((s1 |^ 2) - r1)) / 2)) + ((sin ((Arg ((s1 |^ 2) - r1)) / 2)) * <i>)) is complex set
s1 - r2 is complex set
2 * (s1 - r2) is complex set
- (2 * (s1 - r2)) is complex set
(2,(- (2 * (s1 - r2)))) is complex set
|.(- (2 * (s1 - r2))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (s1 - r2))).| is complex real ext-real set
Arg (- (2 * (s1 - r2))) is complex real ext-real Element of REAL
(Arg (- (2 * (s1 - r2)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (s1 - r2)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (s1 - r2))).|) * ((cos ((Arg (- (2 * (s1 - r2)))) / 2)) + ((sin ((Arg (- (2 * (s1 - r2)))) / 2)) * <i>)) is complex set
(2,(- (2 * (s1 - r2)))) - (a0 / 4) is complex set
r3 is complex set
s1 is complex set
IT is complex set
r3 |^ 2 is complex set
(r3 |^ 2) - s1 is complex set
(2,((r3 |^ 2) - s1)) is complex set
|.((r3 |^ 2) - s1).| is complex real ext-real Element of REAL
2 -root |.((r3 |^ 2) - s1).| is complex real ext-real set
Arg ((r3 |^ 2) - s1) is complex real ext-real Element of REAL
(Arg ((r3 |^ 2) - s1)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((r3 |^ 2) - s1)) / 2) is complex real ext-real set
sin ((Arg ((r3 |^ 2) - s1)) / 2) is complex real ext-real set
(sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i> is complex set
(cos ((Arg ((r3 |^ 2) - s1)) / 2)) + ((sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i>) is complex set
(2 -root |.((r3 |^ 2) - s1).|) * ((cos ((Arg ((r3 |^ 2) - s1)) / 2)) + ((sin ((Arg ((r3 |^ 2) - s1)) / 2)) * <i>)) is complex set
r3 - IT is complex set
2 * (r3 - IT) is complex set
- (2 * (r3 - IT)) is complex set
(2,(- (2 * (r3 - IT)))) is complex set
|.(- (2 * (r3 - IT))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (r3 - IT))).| is complex real ext-real set
Arg (- (2 * (r3 - IT))) is complex real ext-real Element of REAL
(Arg (- (2 * (r3 - IT)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (r3 - IT)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (r3 - IT)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (r3 - IT)))) / 2)) + ((sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (r3 - IT))).|) * ((cos ((Arg (- (2 * (r3 - IT)))) / 2)) + ((sin ((Arg (- (2 * (r3 - IT)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (r3 - IT)))) is complex set
(- (2,(- (2 * (r3 - IT))))) - (a0 / 4) is complex set
c₁₆ is complex set
c₁₇ is complex set
c₁₈ is complex set
c₁₆ |^ 2 is complex set
(c₁₆ |^ 2) - c₁₇ is complex set
(2,((c₁₆ |^ 2) - c₁₇)) is complex set
|.((c₁₆ |^ 2) - c₁₇).| is complex real ext-real Element of REAL
2 -root |.((c₁₆ |^ 2) - c₁₇).| is complex real ext-real set
Arg ((c₁₆ |^ 2) - c₁₇) is complex real ext-real Element of REAL
(Arg ((c₁₆ |^ 2) - c₁₇)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2) is complex real ext-real set
sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2) is complex real ext-real set
(sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i> is complex set
(cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) + ((sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i>) is complex set
(2 -root |.((c₁₆ |^ 2) - c₁₇).|) * ((cos ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) + ((sin ((Arg ((c₁₆ |^ 2) - c₁₇)) / 2)) * <i>)) is complex set
c₁₆ + c₁₈ is complex set
2 * (c₁₆ + c₁₈) is complex set
- (2 * (c₁₆ + c₁₈)) is complex set
(2,(- (2 * (c₁₆ + c₁₈)))) is complex set
|.(- (2 * (c₁₆ + c₁₈))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (c₁₆ + c₁₈))).| is complex real ext-real set
Arg (- (2 * (c₁₆ + c₁₈))) is complex real ext-real Element of REAL
(Arg (- (2 * (c₁₆ + c₁₈)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) + ((sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (c₁₆ + c₁₈))).|) * ((cos ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) + ((sin ((Arg (- (2 * (c₁₆ + c₁₈)))) / 2)) * <i>)) is complex set
(2,(- (2 * (c₁₆ + c₁₈)))) - (a0 / 4) is complex set
c₁₉ is complex set
c₂₀ is complex set
c₂₁ is complex set
c₁₉ |^ 2 is complex set
(c₁₉ |^ 2) - c₂₀ is complex set
(2,((c₁₉ |^ 2) - c₂₀)) is complex set
|.((c₁₉ |^ 2) - c₂₀).| is complex real ext-real Element of REAL
2 -root |.((c₁₉ |^ 2) - c₂₀).| is complex real ext-real set
Arg ((c₁₉ |^ 2) - c₂₀) is complex real ext-real Element of REAL
(Arg ((c₁₉ |^ 2) - c₂₀)) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2) is complex real ext-real set
sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2) is complex real ext-real set
(sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i> is complex set
(cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) + ((sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i>) is complex set
(2 -root |.((c₁₉ |^ 2) - c₂₀).|) * ((cos ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) + ((sin ((Arg ((c₁₉ |^ 2) - c₂₀)) / 2)) * <i>)) is complex set
c₁₉ + c₂₁ is complex set
2 * (c₁₉ + c₂₁) is complex set
- (2 * (c₁₉ + c₂₁)) is complex set
(2,(- (2 * (c₁₉ + c₂₁)))) is complex set
|.(- (2 * (c₁₉ + c₂₁))).| is complex real ext-real Element of REAL
2 -root |.(- (2 * (c₁₉ + c₂₁))).| is complex real ext-real set
Arg (- (2 * (c₁₉ + c₂₁))) is complex real ext-real Element of REAL
(Arg (- (2 * (c₁₉ + c₂₁)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2) is complex real ext-real set
sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2) is complex real ext-real set
(sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i> is complex set
(cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) + ((sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i>) is complex set
(2 -root |.(- (2 * (c₁₉ + c₂₁))).|) * ((cos ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) + ((sin ((Arg (- (2 * (c₁₉ + c₂₁)))) / 2)) * <i>)) is complex set
- (2,(- (2 * (c₁₉ + c₂₁)))) is complex set
(- (2,(- (2 * (c₁₉ + c₂₁))))) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
8 * a1 is complex set
a0 |^ 2 is complex set
3 * (a0 |^ 2) is complex set
(8 * a1) - (3 * (a0 |^ 2)) is complex set
((8 * a1) - (3 * (a0 |^ 2))) / 32 is complex Element of COMPLEX
(((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64 is complex Element of COMPLEX
256 * z is complex set
64 * a0 is complex set
(64 * a0) * a2 is complex set
(256 * z) - ((64 * a0) * a2) is complex set
16 * (a0 |^ 2) is complex set
(16 * (a0 |^ 2)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1) is complex set
a0 |^ 4 is complex set
3 * (a0 |^ 4) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)) is complex set
((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024 is complex Element of COMPLEX
a0 / 4 is complex Element of COMPLEX
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2 is complex set
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
|.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real Element of REAL
2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).| is complex real ext-real set
Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex real ext-real Element of REAL
(Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2) is complex real ext-real set
(sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i> is complex set
(cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>) is complex set
(2 -root |.((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))).|) * ((cos ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) + ((sin ((Arg ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) / 2)) * <i>)) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) |^ 2 is complex set
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex Element of COMPLEX
(2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) |^ 2 is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
- (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) * ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) is complex Element of COMPLEX
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) is complex Element of COMPLEX
(- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) * ((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) * (- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) is complex Element of COMPLEX
((- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) * (- ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64))) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) * ((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64)) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex set
(((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) is complex set
((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
(((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) is complex set
4 * (((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) is complex set
(((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) - (4 * (((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))))) is complex set
((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0 is complex set
(((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0) * a0 is complex set
((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0) * a0) / 8 is complex Element of COMPLEX
((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) - (4 * (((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))))) - (((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0) * a0) / 8) is complex set
2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
(2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) is complex set
((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
(((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0 is complex set
(((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) - (4 * (((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))))) - (((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0) is complex set
a0 * a0 is complex set
(a0 * a0) * a0 is complex set
((a0 * a0) * a0) * a0 is complex set
(((a0 * a0) * a0) * a0) / 16 is complex Element of COMPLEX
((((a0 * a0) * a0) * a0) / 16) / 16 is complex Element of COMPLEX
((((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * ((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) - (4 * (((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))) + (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))))))) - (((((((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) + ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) + ((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
(- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) is complex set
4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex set
((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
(- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0 is complex set
((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0) * a0 is complex set
(((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0) * a0) / 8 is complex Element of COMPLEX
(((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) - ((((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0) * a0) / 8) is complex set
((((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) - ((((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0) is complex set
(((((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * (- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) - ((((- (2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
(4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex set
((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0 is complex set
((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0 is complex set
(((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8 is complex Element of COMPLEX
(((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8) is complex set
((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0) is complex set
(((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
(((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32) is complex Element of COMPLEX
((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex Element of COMPLEX
4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) is complex set
((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024))) is complex set
(((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8) is complex set
((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0) is complex set
(((((4 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (4 * (((((8 * a1) - (3 * (a0 |^ 2))) / 32) * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)))) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) - ((((2 * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) * a0)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024) is complex set
(4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8) is complex set
2 * a0 is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex set
(2 * a0) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
((4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) + ((2 * a0) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
(((4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) + ((2 * a0) * (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) is complex Element of COMPLEX
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))) is complex Element of COMPLEX
(2 * a0) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))) is complex set
((4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) + ((2 * a0) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))))))) is complex set
(((4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) + ((2 * a0) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / (((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))) / ((2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)))) * (2,((- (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) |^ 2)),(((((8 * a1) - (3 * (a0 |^ 2))) / 32) |^ 2) - (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)),(2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32))))))))) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / 1 is complex Element of COMPLEX
(2 * a0) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / 1) is complex set
((4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) + ((2 * a0) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / 1)) is complex set
(((4 * (((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) / 1024)) + ((((2 * (((8 * a1) - (3 * (a0 |^ 2))) / 32)) * a0) * a0) / 8)) + ((2 * a0) * (((((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) / 64) / 1))) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex set
4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4))) is complex set
(4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)))) / 1024 is complex Element of COMPLEX
(((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0 is complex set
((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0 is complex set
(((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4 is complex Element of COMPLEX
((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) is complex Element of COMPLEX
(2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3)) is complex set
((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64 is complex Element of COMPLEX
(((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64) is complex Element of COMPLEX
((((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 |^ 2)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex Element of COMPLEX
16 * (a0 * a0) is complex set
(16 * (a0 * a0)) * a1 is complex set
((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)) is complex set
4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4))) is complex set
(4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)))) / 1024 is complex Element of COMPLEX
((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4) is complex Element of COMPLEX
(((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64) is complex Element of COMPLEX
((((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 |^ 2))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex Element of COMPLEX
3 * (a0 * a0) is complex set
(8 * a1) - (3 * (a0 * a0)) is complex set
((8 * a1) - (3 * (a0 * a0))) / 32 is complex Element of COMPLEX
(((8 * a1) - (3 * (a0 * a0))) / 32) * a0 is complex set
((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0 is complex set
(((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4 is complex Element of COMPLEX
((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4) is complex Element of COMPLEX
(((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64) is complex Element of COMPLEX
((((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (a0 |^ 4)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex Element of COMPLEX
3 * (((a0 * a0) * a0) * a0) is complex set
(((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0)) is complex set
4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0))) is complex set
(4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0)))) / 1024 is complex Element of COMPLEX
((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4) is complex Element of COMPLEX
(((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64) is complex Element of COMPLEX
((((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3))) / 64)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex Element of COMPLEX
((8 * a2) - ((4 * a1) * a0)) + ((a0 * a0) * a0) is complex set
(2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + ((a0 * a0) * a0)) is complex set
((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + ((a0 * a0) * a0))) / 64 is complex Element of COMPLEX
(((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + ((a0 * a0) * a0))) / 64) is complex Element of COMPLEX
((((4 * ((((256 * z) - ((64 * a0) * a2)) + ((16 * (a0 * a0)) * a1)) - (3 * (((a0 * a0) * a0) * a0)))) / 1024) + ((((((8 * a1) - (3 * (a0 * a0))) / 32) * a0) * a0) / 4)) + (((2 * a0) * (((8 * a2) - ((4 * a1) * a0)) + ((a0 * a0) * a0))) / 64)) + (((((a0 * a0) * a0) * a0) / 16) / 16) is complex Element of COMPLEX
s1 is complex set
IT is complex set
c₁₆ is complex set
c₁₇ is complex set
IT |^ 2 is complex set
- (IT |^ 2) is complex set
s1 |^ 2 is complex set
(s1 |^ 2) - c₁₆ is complex set
2 * s1 is complex set
((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)) is complex set
(2,((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) is complex set
|.((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)).| is complex real ext-real Element of REAL
2 -root |.((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)).| is complex real ext-real set
Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)) is complex real ext-real Element of REAL
(Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2) is complex real ext-real set
sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2) is complex real ext-real set
(sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) * <i> is complex set
(cos ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) + ((sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) * <i>) is complex set
(2 -root |.((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)).|) * ((cos ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) + ((sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) * <i>)) is complex set
c₁₈ is complex set
((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)) is complex set
(2,((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) is complex set
|.((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)).| is complex real ext-real Element of REAL
2 -root |.((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)).| is complex real ext-real set
Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)) is complex real ext-real Element of REAL
(Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2) is complex real ext-real set
sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2) is complex real ext-real set
(sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) * <i> is complex set
(cos ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) + ((sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) * <i>) is complex set
(2 -root |.((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1)).|) * ((cos ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) + ((sin ((Arg ((- (IT |^ 2)),((s1 |^ 2) - c₁₆),(2 * s1))) / 2)) * <i>)) is complex set
c₁₉ is complex set
c₁₇ * c₁₈ is complex set
IT / (c₁₇ * c₁₈) is complex Element of COMPLEX
- (IT / (c₁₇ * c₁₈)) is complex Element of COMPLEX
c₁₇ + c₁₈ is complex set
(c₁₇ + c₁₈) + c₁₉ is complex set
((c₁₇ + c₁₈) + c₁₉) - (a0 / 4) is complex set
c₂₀ is complex set
c₂₁ is complex set
c₂₂ is complex set
c₂₃ is complex set
c₂₁ |^ 2 is complex set
- (c₂₁ |^ 2) is complex set
c₂₀ |^ 2 is complex set
(c₂₀ |^ 2) - c₂₂ is complex set
2 * c₂₀ is complex set
((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)) is complex set
(2,((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) is complex set
|.((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)).| is complex real ext-real set
Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)) is complex real ext-real Element of REAL
(Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) + ((sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)).|) * ((cos ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) + ((sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) * <i>)) is complex set
c₂₄ is complex set
((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)) is complex set
(2,((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) is complex set
|.((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)).| is complex real ext-real set
Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)) is complex real ext-real Element of REAL
(Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) + ((sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀)).|) * ((cos ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) + ((sin ((Arg ((- (c₂₁ |^ 2)),((c₂₀ |^ 2) - c₂₂),(2 * c₂₀))) / 2)) * <i>)) is complex set
c₂₅ is complex set
c₂₃ * c₂₄ is complex set
c₂₁ / (c₂₃ * c₂₄) is complex Element of COMPLEX
- (c₂₁ / (c₂₃ * c₂₄)) is complex Element of COMPLEX
- c₂₃ is complex set
(- c₂₃) - c₂₄ is complex set
((- c₂₃) - c₂₄) + c₂₅ is complex set
(((- c₂₃) - c₂₄) + c₂₅) - (a0 / 4) is complex set
c₂₆ is complex set
c₂₇ is complex set
c₂₈ is complex set
c₂₉ is complex set
c₂₇ |^ 2 is complex set
- (c₂₇ |^ 2) is complex set
c₂₆ |^ 2 is complex set
(c₂₆ |^ 2) - c₂₈ is complex set
2 * c₂₆ is complex set
((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)) is complex set
(2,((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) is complex set
|.((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)).| is complex real ext-real set
Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)) is complex real ext-real Element of REAL
(Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) + ((sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)).|) * ((cos ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) + ((sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) * <i>)) is complex set
c₃₀ is complex set
((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)) is complex set
(2,((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) is complex set
|.((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)).| is complex real ext-real Element of REAL
2 -root |.((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)).| is complex real ext-real set
Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)) is complex real ext-real Element of REAL
(Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2) is complex real ext-real set
sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) + ((sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) * <i>) is complex set
(2 -root |.((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆)).|) * ((cos ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) + ((sin ((Arg ((- (c₂₇ |^ 2)),((c₂₆ |^ 2) - c₂₈),(2 * c₂₆))) / 2)) * <i>)) is complex set
c₃₁ is complex set
c₂₉ * c₃₀ is complex set
c₂₇ / (c₂₉ * c₃₀) is complex Element of COMPLEX
- (c₂₇ / (c₂₉ * c₃₀)) is complex Element of COMPLEX
- c₂₉ is complex set
(- c₂₉) + c₃₀ is complex set
((- c₂₉) + c₃₀) - c₃₁ is complex set
(((- c₂₉) + c₃₀) - c₃₁) - (a0 / 4) is complex set
c₃₂ is complex set
c₃₃ is complex set
c₃₄ is complex set
c₃₅ is complex set
c₃₃ |^ 2 is complex set
- (c₃₃ |^ 2) is complex set
c₃₂ |^ 2 is complex set
(c₃₂ |^ 2) - c₃₄ is complex set
2 * c₃₂ is complex set
((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)) is complex set
(2,((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) is complex set
|.((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)).| is complex real ext-real Element of REAL
2 -root |.((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)).| is complex real ext-real set
Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)) is complex real ext-real Element of REAL
(Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2) is complex real ext-real set
sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) + ((sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) * <i>) is complex set
(2 -root |.((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)).|) * ((cos ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) + ((sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) * <i>)) is complex set
c₃₆ is complex set
((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)) is complex set
(2,((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) is complex set
|.((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)).| is complex real ext-real Element of REAL
2 -root |.((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)).| is complex real ext-real set
Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)) is complex real ext-real Element of REAL
(Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2 is complex real ext-real Element of COMPLEX
cos ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2) is complex real ext-real set
sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2) is complex real ext-real set
(sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) * <i> is complex set
(cos ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) + ((sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) * <i>) is complex set
(2 -root |.((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂)).|) * ((cos ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) + ((sin ((Arg ((- (c₃₃ |^ 2)),((c₃₂ |^ 2) - c₃₄),(2 * c₃₂))) / 2)) * <i>)) is complex set
c₃₇ is complex set
c₃₅ * c₃₆ is complex set
c₃₃ / (c₃₅ * c₃₆) is complex Element of COMPLEX
- (c₃₃ / (c₃₅ * c₃₆)) is complex Element of COMPLEX
c₃₅ - c₃₆ is complex set
(c₃₅ - c₃₆) - c₃₇ is complex set
((c₃₅ - c₃₆) - c₃₇) - (a0 / 4) is complex set
8 * a2 is complex set
4 * a1 is complex set
(4 * a1) * a0 is complex set
(8 * a2) - ((4 * a1) * a0) is complex set
a0 |^ 3 is complex set
((8 * a2) - ((4 * a1) * a0)) + (a0 |^ 3) is complex set
z is complex set
z |^ 4 is complex set
z |^ 3 is complex set
z |^ 2 is complex set
a2 is complex set
a2 * (z |^ 2) is complex set
a1 is complex set
a1 * z is complex set
a0 is complex set
a3 is complex set
a3 * (z |^ 3) is complex set
a4 is complex set
a4 * (z |^ 4) is complex set
(a4 * (z |^ 4)) + (a3 * (z |^ 3)) is complex set
((a4 * (z |^ 4)) + (a3 * (z |^ 3))) + (a2 * (z |^ 2)) is complex set
(((a4 * (z |^ 4)) + (a3 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z) is complex set
((((a4 * (z |^ 4)) + (a3 * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z)) + a0 is complex set
a0 / a4 is complex Element of COMPLEX
a1 / a4 is complex Element of COMPLEX
a2 / a4 is complex Element of COMPLEX
a3 / a4 is complex Element of COMPLEX
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
- (a3 / a4) is complex Element of COMPLEX
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
(((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
- (((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
- (a1 / a4) is complex Element of COMPLEX
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
(((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
(((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
(((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
(((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
(((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
- (((((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + ((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) is complex set
(a3 / a4) * (z |^ 3) is complex set
(z |^ 4) + ((a3 / a4) * (z |^ 3)) is complex set
(a2 / a4) * (z |^ 2) is complex set
((z |^ 4) + ((a3 / a4) * (z |^ 3))) + ((a2 / a4) * (z |^ 2)) is complex set
(a1 / a4) * z is complex set
(((z |^ 4) + ((a3 / a4) * (z |^ 3))) + ((a2 / a4) * (z |^ 2))) + ((a1 / a4) * z) is complex set
((((z |^ 4) + ((a3 / a4) * (z |^ 3))) + ((a2 / a4) * (z |^ 2))) + ((a1 / a4) * z)) + (a0 / a4) is complex set
(((((z |^ 4) + ((a3 / a4) * (z |^ 3))) + ((a2 / a4) * (z |^ 2))) + ((a1 / a4) * z)) + (a0 / a4)) * a4 is complex set
(a3 / a4) * a4 is complex set
((a3 / a4) * a4) * (z |^ 3) is complex set
(a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3)) is complex set
(a2 / a4) * a4 is complex set
((a2 / a4) * a4) * (z |^ 2) is complex set
((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (((a2 / a4) * a4) * (z |^ 2)) is complex set
(a1 / a4) * a4 is complex set
((a1 / a4) * a4) * z is complex set
(((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (((a2 / a4) * a4) * (z |^ 2))) + (((a1 / a4) * a4) * z) is complex set
(a0 / a4) * a4 is complex set
((((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (((a2 / a4) * a4) * (z |^ 2))) + (((a1 / a4) * a4) * z)) + ((a0 / a4) * a4) is complex set
((((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (((a2 / a4) * a4) * (z |^ 2))) + (((a1 / a4) * a4) * z)) + a0 is complex set
(((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (((a2 / a4) * a4) * (z |^ 2))) + (a1 * z) is complex set
((((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (((a2 / a4) * a4) * (z |^ 2))) + (a1 * z)) + a0 is complex set
((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (a2 * (z |^ 2)) is complex set
(((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z) is complex set
((((a4 * (z |^ 4)) + (((a3 / a4) * a4) * (z |^ 3))) + (a2 * (z |^ 2))) + (a1 * z)) + a0 is complex set
(((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
(((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
((((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set
(((((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)))) + (((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) is complex set
((((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4))) * ((a0 / a4),(a1 / a4),(a2 / a4),(a3 / a4)) is complex set