Difficulty
41962662
Height
41100
Hashrate
385.45 KH/s
Emission
n/a

Transaction

5a14200b683b645704d410341a877a94af65da2a50312fdfccb9237d0b951f39

Transaction Info

Confirmations 21742
From Block 19359
Fee 0

Contract Calls (1)

0
Contract ID BZHKGQ26bzmBithTQYTJtjo2QdCqpkR9tjSBopT4yf4o Money
Data 0x02 534

Raw Transaction

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