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- $$=∑_(n=1)^h▒((a^i + b^j + c^k))_n$$
- $$=∑_(n=1)^h▒((1.2^i + 1.4^j + 1.6^k))_n$$
- $$a^i = a^(i−1) + a^(i−2) + a^(i-3) + ... + a^2 + a^1$$
- $$b^j = b^(j−1) + b^(j−2) + b^(j-3) + ... + b^2 + b^1$$
- $$c^k = c^(k−1) + c^(k−2) + c^(k-3) + ... + c^2 + c^1$$
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