NB(8) - NB(14) will be in Band 2 Nanorabbit numbers constitute an integer sequence defined as the product of the incremented Hamming weights of all non-negative integers strictly less than a specified power of two. Formally, for a given non-negative integer exponent, the corresponding number in the sequence is evaluated by enumerating all binary strings of that maximum bit-length, counting the number of set bits within each string, adding one to each individual count, and computing the product of the entire resulting set. Because the frequency of each bit count conforms precisely to the distribution of binomial coefficients, the calculation can be simplified by raising each incremented weight to the power of its combinatorial frequency and multiplying the final terms.
