tx · UjMFRoUUU876g3Yj2aht5it9YTr95h66iNfUqX1vkFm
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: -0.02000000 Waves
2020.02.11 02:49 [893865] data 3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso > SELF 0.00000000 Waves
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: funnyAi_1214_slice: 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"
{
"type": 12,
"id": "UjMFRoUUU876g3Yj2aht5it9YTr95h66iNfUqX1vkFm",
"fee": 2000000,
"feeAssetId": null,
"timestamp": 1581377337074,
"version": 1,
"sender": "3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso",
"senderPublicKey": "Gd9bq6sKSMhw4voc7o97NpV7S6yT5DE35kcsBA6YDbUS",
"proofs": [
"3QxSqJRj3zzTVif9VJNhxiW6VrfMcZyixCi3HrUgkvD3chPztq2BSjamce6skbbr9PahwBt7y6BAaPQfv6R1eUhX"
],
"data": [
{
"key": "funnyAi_1214_slice",
"type": "string",
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}
],
"height": 893865,
"spentComplexity": 0
}