ZG/sdkS1l4j8m/2q/+zuM54Hfuy/aJl1hgMF1yw6qW0a6AgBgB - onchain memo 0x1b7f1d7e…386432

0x917f78c8…9ee2sent to0xbff70a12…2a432026-07-21·#25,578,026·view on Etherscan

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Memo 0x1b7f1d7e…386432 on Ethereum