Find the principal value of (1+isqrt3)5(1 + i\\sqrt{3})^5(1+isqrt3)5 using De Moivre's Theorem.
16−16isqrt316 - 16i\\sqrt{3}16−16isqrt3
−16+16isqrt3-16 + 16i\\sqrt{3}−16+16isqrt3
16+16isqrt316 + 16i\\sqrt{3}16+16isqrt3
−16−16isqrt3-16 - 16i\\sqrt{3}−16−16isqrt3