Zadanie 32¹⁴·16¹⁵·128³·64¹⁸·8¹⁵=
źródło:
32^{14}*16^{15}*128^3*64^{18}*8^{15}=
(2^5)^{14}*(2^4)^{15}*(2^7)^3*(2^6)^{18}*(2^3)^{15}=
2^{70}*2^{60}*2^{21}*2^{108}*2^{45}=2^{304} ---------------- 70+60+21+108+45=304