tx · 6dqy5Lwab93z6a21ii4WXfLt1tSWC28SmsPEKThLwusG
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: -0.02000000 Waves
2020.02.11 02:49 [893865] data 3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso > SELF 0.00000000 Waves
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: funnyAi_1232_slice: 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{
"type": 12,
"id": "6dqy5Lwab93z6a21ii4WXfLt1tSWC28SmsPEKThLwusG",
"fee": 2000000,
"feeAssetId": null,
"timestamp": 1581377339615,
"version": 1,
"sender": "3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso",
"senderPublicKey": "Gd9bq6sKSMhw4voc7o97NpV7S6yT5DE35kcsBA6YDbUS",
"proofs": [
"U6GUFBoMFTEMEs46Jnb2A7uVbKAr91mk3kBmmymXDXEcxzS1Dwif1mtN4cJq1g39PRxcsvRU3krMRvo6NaBnf1f"
],
"data": [
{
"key": "funnyAi_1232_slice",
"type": "string",
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}
],
"height": 893865,
"spentComplexity": 0
}