Vrijeme: 02:08

$\log$-ično | $\log$-ical #1

Prirodni brojevi a i b zadovoljavaju jednakost \log_2(\log_{2^a}(\log_{2^b}(2^{1000})))=0. Koje sve vrijednosti postiže a+b? Zapiši ih u uzlaznom poretku.
Natural numbers a and b satisfy the condition \log_2(\log_{2^a}(\log_{2^b}(2^{1000})))=0. What are all the possible values of a+b? Write them in ascending order.