tx · 5bYZo22THMh9AHzyaJMRHbb7RP8LBdHFLSRd8ScQiDgM
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: -0.02000000 Waves
2020.02.11 03:41 [893912] data 3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso > SELF 0.00000000 Waves
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: funnyAi_1063_slice: 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{
"type": 12,
"id": "5bYZo22THMh9AHzyaJMRHbb7RP8LBdHFLSRd8ScQiDgM",
"fee": 2000000,
"feeAssetId": null,
"timestamp": 1581381659966,
"version": 1,
"sender": "3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso",
"senderPublicKey": "Gd9bq6sKSMhw4voc7o97NpV7S6yT5DE35kcsBA6YDbUS",
"proofs": [
"vrF7fhLoxcudyvtK5SwakPz5DbWchyBRUxwmf2cu8kimMuKgUTynMEnE6YUKaDe89sbKruWtxJ5CoyMfkJ7tSi4"
],
"data": [
{
"key": "funnyAi_1063_slice",
"type": "string",
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}
],
"height": 893912,
"spentComplexity": 0
}