Show Work 1

Step 1
`2^256 = 10^x`
Step 2
`log_2(2^256) = log_2(10^x)`
Step 3
`256 log_2(2) = x log_2(10)`
Step 4
`256(1) = x log_2(2 * 5)`
Step 5
`256 = x (log_2(2) + log_2(5))`
Step 6
`256 = x (1 + log_2(5))`
Step 7
`256 / (1 + log_2(5)) = x`
Step 8
`256 / (1 + log(5)/log(2)) = x`
Step 9
0.69897000433601880478626110527551
0.30102999566398119521373889472449
2.3219280948873623478703194294894
`x = 77.06367888997918597471715704947`
Number of atoms in the known universe
`10^78`
`10^82`