Block 1920840
| Height | 1920840 |
| Timestamp (UTC) | 1682515651 -> 2023-04-26 13:27:31 |
| Difficulty | D = 1021.453125 = 1021 + 116/256 |
| Finder | Harv563 | Target (T) | āDā = 1021 L = 94 H = 94023043510179253612733792908995798213472489132464971230059966995158456092028 T = 2āDā + L Ć 2āDā - 8 + H Ć 2āDā - 264 |
| Offset (X) | P = 95 f = 110089439 o = 114189340938131 o' = 0 X = pP# - (T mod pP#) + f Ć pP# + o |
| Base Prime | n = T + X + o' = 30793570408361224031843710655578943930702978890683440388320678760834027511856710896449230572632306316493141719208186749101025493883989613858998458150941959840918795466622897882853433596083674897496303078502338799499132641995539991141233449161613345912163355672071388332696065874749163590792369929576404554241 = 246651401618710201700033255014583702519656377654486310383461509719631980304802866025243116541297191299 Ć p95# + 114189340938131 log2(n) = ~1021.454554283, 308 digits |
| Pattern | n + (0, 2, 6, 8, 12, 18, 20), length 7 |
You can learn more about the PoW protocol here.
o' is not part of the Riecoin protocol, it is used here to adjust the Base Prime for some 8-tuples and longer so the pattern offsets start at 0.
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