If 1, w and w^2 are the cube root of unity. Find the value of (2+2w^2+3w)^8.
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1+3w+w2+(1+3−w2)4=1+3w+w2+(−w2+4)4=1+3w+w2+w8−16w6+96w4−256w2+256=w8−16w6+96w4−255w2+3w+257=w2−16+96w−255w2+3w+257=241−256w2+99w
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