Find the finite area enclosed between the line y=0y=0y=0 and the curve y=x2−4∣x∣−12y=x^2-4|x|-12y=x2−4∣x∣−12. A1283\frac{128}33128B1763\frac{176}33176C2563\frac{256}33256D108108108E144144144F288288288