m+p=1 n+p*m+q=3 p*n+q*m=32 q*n=-10

$$m + p = 1$$

n + p*m + q = 3

$$q + m p + n = 3$$

p*n + q*m = 32

$$m q + n p = 32$$

q*n = -10

$$n q = -10$$

$$n_{1} = 10$$
=
$$10$$
=

10

$$m_{1} = -2$$
=
$$-2$$
=

-2

$$p_{1} = 3$$
=
$$3$$
=

3

$$q_{1} = -1$$
=
$$-1$$
=

-1

$$n_{2} = -1$$
=
$$-1$$
=

-1

$$m_{2} = 3$$
=
$$3$$
=

3

$$p_{2} = -2$$
=
$$-2$$
=

-2

$$q_{2} = 10$$
=
$$10$$
=

10

$$n_{3} = – frac{3}{2} – frac{1}{2} sqrt{-68 – 18 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=
$$- frac{3}{2} – frac{1}{2} sqrt{-68 – 18 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=

-3.30277563773199 + 9.90832691319598*i

$$m_{3} = frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i} – frac{41}{188} sqrt{-68 – 18 sqrt{13} i}$$
=
$$frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i} – frac{41}{188} sqrt{-68 – 18 sqrt{13} i}$$
=

2.30277563773199 + 3*i

$$p_{3} = frac{1}{2} + frac{41}{188} sqrt{-68 – 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i}$$
=
$$frac{1}{2} + frac{41}{188} sqrt{-68 – 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i}$$
=

-1.30277563773199 – 3*i

$$q_{3} = – frac{3}{2} + frac{sqrt{2}}{2} sqrt{-34 – 9 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=
$$- frac{3}{2} + frac{1}{2} sqrt{-68 – 18 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=

0.302775637731995 + 0.908326913195984*i

$$n_{4} = – frac{3}{2} – frac{3 i}{2} sqrt{13} + frac{1}{2} sqrt{-68 + 18 sqrt{13} i}$$
=
$$- frac{3}{2} – frac{3 i}{2} sqrt{13} + frac{1}{2} sqrt{-68 + 18 sqrt{13} i}$$
=

0.302775637731995 – 0.908326913195984*i

$$m_{4} = frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i} + frac{41}{188} sqrt{-68 + 18 sqrt{13} i}$$
=
$$frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i} + frac{41}{188} sqrt{-68 + 18 sqrt{13} i}$$
=

-1.30277563773199 + 3*i

$$p_{4} = frac{1}{2} – frac{41}{188} sqrt{-68 + 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i}$$
=
$$frac{1}{2} – frac{41}{188} sqrt{-68 + 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i}$$
=

2.30277563773199 – 3*i

$$q_{4} = – frac{3}{2} – frac{3 i}{2} sqrt{13} – frac{sqrt{2}}{2} sqrt{-34 + 9 sqrt{13} i}$$
=
$$- frac{3}{2} – frac{3 i}{2} sqrt{13} – frac{1}{2} sqrt{-68 + 18 sqrt{13} i}$$
=

-3.30277563773199 – 9.90832691319598*i

$$n_{5} = – frac{3}{2} + frac{1}{2} sqrt{-68 – 18 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=
$$- frac{3}{2} + frac{1}{2} sqrt{-68 – 18 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=

0.302775637731995 + 0.908326913195984*i

$$m_{5} = frac{1}{2} + frac{41}{188} sqrt{-68 – 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i}$$
=
$$frac{1}{2} + frac{41}{188} sqrt{-68 – 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i}$$
=

-1.30277563773199 – 3*i

$$p_{5} = frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i} – frac{41}{188} sqrt{-68 – 18 sqrt{13} i}$$
=
$$frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 – 9 sqrt{13} i} – frac{41}{188} sqrt{-68 – 18 sqrt{13} i}$$
=

2.30277563773199 + 3*i

$$q_{5} = – frac{3}{2} – frac{sqrt{2}}{2} sqrt{-34 – 9 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=
$$- frac{3}{2} – frac{1}{2} sqrt{-68 – 18 sqrt{13} i} + frac{3 i}{2} sqrt{13}$$
=

-3.30277563773199 + 9.90832691319598*i

$$n_{6} = – frac{3}{2} – frac{3 i}{2} sqrt{13} – frac{1}{2} sqrt{-68 + 18 sqrt{13} i}$$
=
$$- frac{3}{2} – frac{3 i}{2} sqrt{13} – frac{1}{2} sqrt{-68 + 18 sqrt{13} i}$$
=

-3.30277563773199 – 9.90832691319598*i

$$m_{6} = frac{1}{2} – frac{41}{188} sqrt{-68 + 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i}$$
=
$$frac{1}{2} – frac{41}{188} sqrt{-68 + 18 sqrt{13} i} – frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i}$$
=

2.30277563773199 – 3*i

$$p_{6} = frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i} + frac{41}{188} sqrt{-68 + 18 sqrt{13} i}$$
=
$$frac{1}{2} + frac{15 i}{188} sqrt{26} sqrt{-34 + 9 sqrt{13} i} + frac{41}{188} sqrt{-68 + 18 sqrt{13} i}$$
=

-1.30277563773199 + 3*i

$$q_{6} = – frac{3}{2} – frac{3 i}{2} sqrt{13} + frac{sqrt{2}}{2} sqrt{-34 + 9 sqrt{13} i}$$
=
$$- frac{3}{2} – frac{3 i}{2} sqrt{13} + frac{1}{2} sqrt{-68 + 18 sqrt{13} i}$$
=

0.302775637731995 – 0.908326913195984*i

m1 = 3.00000000000000
n1 = -1.00000000000000
p1 = -2.00000000000000
q1 = 10.0000000000000

m2 = -2.00000000000000
n2 = 10.0000000000000
p2 = 3.00000000000000
q2 = -1.00000000000000

m3 = 2.999999999999999
n3 = -1.000000000000003
p3 = -1.999999999999999
q3 = 9.999999999999931

m4 = 3.000000000000008
n4 = -0.9999999999999832
p4 = -2.000000000000008
q4 = 9.999999999999988