tx · 3uoGWvdJnWfRV8TLkWSxYS5JhujsFsjpDX1rgMABzrgs

3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9:  -0.01800000 Waves

2019.02.25 18:06 [511068] data 3N29mdbXhWjqCWPRE9H2sZXX54fcFTgb7L9 > SELF 0.00000000 Waves

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" } ], "height": 511068, "spentComplexity": 0 }

github/deemru/w8io/3ef1775 
21.34 ms