tx · BQ6aP6RHVZU5r35SgNWtczVnLEnfBgrZ8xYdMiaSSoAK

3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU:  -0.10000000 Waves

2019.03.21 00:52 [545170] data 3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU > SELF 0.00000000 Waves

3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: pTxId: "5D62Mb8gL8k2VXaRqN6iTa21Q5eNpKVqWtYBKcM7pHbJ" -> "8BEhchiYxUk8VtMACbcFxKKP8kLBSwGAm1pnp4d3GzzT"
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: 8BEhchiYxUk8VtMACbcFxKKP8kLBSwGAm1pnp4d3GzzT: true
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: pos: 145 -> 140
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: 140: 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sqtPGSbOfiU2DN5YEul2BrPfWs0961CyuxRVDtFVE4JUDzLpdoWyYPhQO4Z9vF3/T7KzUIej8dzVxtFveMAEk8RHStFKJ+fonvrGH2vL9C2doJ6zyHKnVncn0ygZCKW+vl02leyaZpPoHY6AvFsDE2zIppmY2n2JFLvjEM8n0HlRByPzFFUTMQgdqdTZRNRZhXyyBJKiSmAR5YgGuZikCwl072RTutiAj53bTHcs4u4bQmjxptClSeeJ+44WtfSkaykU+eK5cFICDf6fLmj8eWmei93DQH80h/Al83vc60nnJ/7BFRMJtK5XoDs+SE0f5xF9dt5+l5fpHXjJFXz+ZRYE7g/FkX5RASPbWHUz0RQ5xDQvpRI22ISrd4kquyR1M0k8NAUTqlZyP3hEMosQm5pfLk/FMQjUyhllnDuGf0pswiosIbTOC+iyR2NT6knksfLsVR6oxA/S6FpI4nOnSykz7MQe5OodcZybzCYW5oQfh3wp2Q0hF/Ue7mq2MuVrr18Ln6Pq8oQyieiKbeFUuUIpfdVLo3eeLq3Cul8dpLG5SOU2lO4YwzjkSWcxlkRrZ44GpwRyNbS6FxOReJN5sl0FHWOaErHgigzh1BmDqHcEk7xYAAlQyGUjgqpMEdTrA/jnj6cYkMwjyfDaZiLxEfyKpmGZzGIn8dRtRhOw3osLZtJiFcSqJ2LodmbStNcKjVTiZSMhnNvMICfe3dzTbmPX3Wh/CjbQ7U9AbE7lgr7PirsH9C+HkGZ7QMa3JE0LedQM59DtSudGkcSjbNJNM/GI3bFUDclpGUuBoknkc7FVCTuBOqmBZSN+fFoZB9/H9hFsWEfZaZQykYFPBwS8tAYyd+1Au5pI7mnDaN0NJgnUwJ8WrYSqXSHUekO4651Dw+ngiixBVI+HUajN4H21Uzkzw7Q4k2n1hlP6VgIxYP+PBwKp3QkigqziI7FTBSbabR4w2jy+NPqDaRhbi+1zgAeOyOpnImjxplI42wKEnc6NdYoaiwRVFuEVJpCqLdF0eyMRbqYgsQdR7NLhNgp4tFwAA8M/lRbIikbEVCsC6FYF849jYBiTSR3+oK5bwjkgdEfn8czsZRPR3PTuI9rul38PLCH4rFAalwimhdT6H6Wg2QlDbE3gYZ5EXUOIbX2CJ5MiKizJyJdzKNno4C+Z9lIPALEc/7U2nfT5Aqg2raP0gk/qp0CmtwJNDkTaJpKpMYk4okpBsl0Gq3Tyci82fRv5jOwfQjNs4OoNg6ge15E10I2tRMx1FiiqbGIeDQYxoOBUEoGQikZCOPXPj8e6IL4Re6Lz11DLHcGovlJEcDfegK42uPHA1MET5wJNLgTaVyIp3ExhipXCFUzQdQ6gmmZjabVlYh0IZu2uQyknkykniTqbEE8mfCjxPAONeOBNM0IqZr2p3JqH03z0TQ742meSkHuLqTBlMKToThks7moVwvRbBYy+uYUxp2zDDw7g/mPz9A9O0WLI53GyQSabAlUj0VSY46kzhpFw2QUlSOhlGiCuSHdi0/pYB6Xm4O4pYqjwpxFyUgitzSh3BoI5qElgtrZOO6bA7g5+C4l476UjflSNRZEjVlIuTGcOks8lUYhDeMinoyFUz0azI2u/6C4fy+trnga58MRewXINlKQr2UhcaVRaYyiezafYmUAMtd+ejz7kbpSUa8fxPD8HIbnF5n57yuYf/sE9fpRBndOIvNm0+VJRbW+n76NbDrm43lsCqbeGkONSYTPVYmIa9JISoczqHfkUz6exCNzPI9taTwaS6JkJIFSUyLXlXv5ofNdHhkjKDdGcrPLj3s94dxXCrlSt4dH/ZGU9IZQogqme24/TZMJqDYL6X1RQN/rAqQb6XStp6F+kU/p6D46PYk8sYQitkchccTSYhPRNZ+OausY6p1TDLw8hef/fov57Vl0WwfQbeVjeHEA9VYufc/2o9o5QLM7HsVGCh3eaHx+ao3mp7ZwykfSKRmO4WqPHz+rQygxJXDXEMuvGhFlw0kU66K4pxFQPhRDpTGGB/1CSlQRlGtiqNTFU6mNpUIbTZ0pAdXKYboXclGs5dO7cxD174dRPM+mfSWB7o1EKqy+SNwRtLjCkS3G0+1JQDqXgGIpE+VmPj1bB+lezUK+moFqI5O+tVR615JQrCai2spE+yqf4X8dZ+hfRzH+mY/6RRI+Fx/u4uuGAP6ujuF6TwCX297lao8/D0ZjeGRKpMKSQokxmhuKvVSORVM2LKDMGEbFkJDSgXDKdAKax1OpG41DbE2mzZFO63QybbOpSNwpSNcyUG7n0L2ZSstCFOL5cCosu2hyBtHsDEG2FEvHXDTNNgGtjmg6vSm0LSTT4U2i3ROLciWBNlcY3d4ouryRyFZika3F0/8iE8Mf+Zj/fYjRt/n4fPTwA651CPibNIivW9/jsuQdfpTv4oY6kNKxOO4PRnBb5U+xzo9qq5Cq8TDKTAFUmoIoNQRQpg+kyRqLZCqZrvlMZAtZNNpEVFsjKB70p9oejmQplrYlEa0eIQ2OQB5bdlFn20vdxD465iOQzkXSYg+lwRpM7UQo5aZA6u1h1E4E0OwIoWM+HNliBD2rMchXo+laiqBvKwn1Thqj/yjA/PYQPt83BFOsiudqpz+XW97hO+n7XOvz5YY6gLv6MO5oAikZDKZyLJgGh4C2BREt7kjETgEN9lBapiNodUQj86TS7oqn2RFNvU1I+VgwN/s/oMy8j/qZYBocgTT+/0S1ZRc1ll1UDL1HvXUfkukQWqeCqbf4c0/9Hr/I36F00Jf6iWDqrQG0O8PQPktGv5OGdiuJvo1YtNspaLdTMb7Kw/TbYXy+eOzLDamA2z3h/Kzcxy/9fvyqD+bvg2HcM4TzaERAzWQktbYwOr3RdC5HId+MQ7EWh2IlDuVKPOKpEBomg3liCaB+MoSGKQEV5gBKTXupswfRNBNM43QgtRN7KR9+j4aJfUgcIVQa3+OJaQ/iCX/EVn9qR/dRNuBPhSGU2rFw2mdiaZ2KRO6JZ/RVAYM72QxuZ6J7lsrgTgam3/IYflHA6MvD+Hzy6D1+7gijYiiJ4gEhD4xCHo5G8XAkmkpLAvVTyUjmkuhwx9HujqB5PpQ2rwDZqojejXi6FiJomPTjiXkv5UO7aLSF0OqMosy0j2prEE1TIbQ6QpHOR9IyHUrjRCAdM0LkcyIaxvxotgbR7YykfykRqSMK5VwG6sVCNCsHMWwcRrd6AN16PsbnBxnY3I9uIxPNair6zQzGfzvI8FYB/QuZ+Fyu3sv9vjhqxjJ4ZIzh0bCIYn0E9wYiKRtJoG4yjfbZdMTTUTyxBlI+tpvSkV00TQfTOS9EbPendTqYRmsAjwbe44klgGZHJFXmQMSOCJptYTRZguhyipA6oumcjqLdHkXffDJtE0KUrjgMa1kMrKSj9qajXshH6z3E2PNzmLfPM7hxAs3yQdTLBai82fQvZqJdzqDfm8TIVi7Dm3m0mIT43OyM5n5vPMUqEfe1UdzTRnJDKeCrJn+udYdzucGXm3JfSgb8uN71F652/ge3e324r32XOrMfrfZQGsx+dEwLqB/zp2JwD5UjflSOBtBgFSC2hNFmFdI1FUuLOQKpLZ5OWxxPBoJRe7LpmU1FMZOIYiaegaUc5PZ0atRCZPZsWkaTaDEnIZvJpnsmg3ZbPCp3GhpvKr1zsRhXMxhYSKNnOgGfWx3RXJeE8asyih8k/nzXvI+vm/z4tjmI71uC2P/DX/iw5C/8qtzLDekHXBG/w/1+X4p7P6BMs5vm8TBqDL7UGPbQMh5KgymYenMYTRORNE9E02qJQmKKpMMSQ/NIFJ3jSQwuHkEzX0jzcCytozEYVw6ins9GOZ1KlyWJ6t4QxMYYHsr96bJn0GpOoNUSg3hMSPe0CMVMJF0TgQwsxDKynInenYHPzfZo/lq5m1uySH7pFnC9K5wzD97h06pAbimS+F4cwjf1uylRC2kYT6SkP4jHegHV+jAqtQE0DIXQNi6kcTiYlrFwxKZwaodCqDGG0DAipFoTRHVfILXqcBp0kUhGkqjXxTC2fp46bRSto4kopjJpMAiQjIpo1IZSpfRDZk2m25ZC72w23Y4UlLOpKFzxKJ1R6BZEKKb80c4JGF1OQz2ThM83NcFcaQjhZreI++okijWJXOuM4EeJkBJNBtUjuVQYkmi0pNNgSqRKL+KBMoR73X6U9QVSZxAgHo2k2RRJ04iQ9vFYGkciKJbt4rE6kGpVMHWqcKqUITzs8KdSHkaDOoausSxajclIhpMRG+KRDMdT2x9C84AA+XgCUnMMvc505M5kZM4E1Itp9LpjUXkiGdmMxbAUhtoViG4uDoMnE5+PSwO40iLiliKFKy3h3OmJ44E6kVJdAuUD8TwZTaFSH03tUCwP+8IoV0fxd1kYd7uDeNQXTllfGI81Qh5rhDzRR3FP6kutPpI6QxTV/WE0aiNp0UXTpI6goiuA0vZ9yE0ZPFEK6J8soNeaR681F91MIU3aWEq7gpGMxKCey6bTHo9mJYcORzRKdwxSZyh9njAMq0IGvIH0OPaidiWgsCXi82mVgK8aorgiieFyfTA3ZNFc6wjljiyMkv4Ibnbu44ZkN7c7fLnasJs7HSFcFwdQLBNwXyagShvHve4QHshCaBhM5G77Xh7JgyjvCaHZGI9sLJXe8QykQ4k09kdSqwyjujsIw8whBhyHUNsPoJ0uRDt9EM30AVqHY1FMp2JYKaDbkYDlzQnkniRUyyl0zoSjnBegX4nBuBqNajacvpkEZLYEfH5V53GlPZbvJZF8Kw7lp7ZwrrQEcL09mJ+a/bhc8z7XWvZxpzOYOx0h3GwN4X5XNI8UsVT0xlOpiqNYKuCWeC+PusN42BXMbfEHPOj044lKQNdICgpTGoqxNKTDyUj08XQMJ9MxlIRp6RQ610F0rkNYNz7EtHqSAW8+ancm+pU8dCu5jL06jnajAPVqLprV/WhXslG5UzAsZaGYjqXTEkW/MwWfOvspSkcKuC6P4buWIH7qCOW6NJzb8giuSUL4UezP5ccfcL01hNvtEfzSFM5P1UGUyRKp12XTMJDJbXEwvzYH8KAtiHJZGCUd/lT1hFOrElDXJ0RpyUIzVYDCkk2XKQPF5H6UthxGVk4x4DmCznOE8a0LjD8/x8TLMwxtHmLo6WGMTw8z8uIk2o3DWH6/gOXNRdRLh5E7c+l3H0Q5k02HWYRqJhGfJ7YDiJ1HuKOK5rtWX651B1OsiaHalEGJOpafmv35svJ9brQJudYUzs/1Qn6uEXL1cRDFEhHVPanU9afxQBJKRXcENT2RNPSLqJKHINaKqFdF0TaYTLsxmWZ9ArLxLPSeo/Q48tB4DqFZOMzA8lEmXl/CvH2eqT8+xfziPCpvIarFQkwvzmN4eprh7QtM/fNbjE8/YvzVV4y/+Ioe12HU8zn0TMfiU2dPp2E6k0dD0dzqC+CGYh+Vo3G0TO+n3pLO48EkHqoT+FtLMD/UBXBHLKJKsZ/ilniqFBk0qnMQ63LoMOZSo4yhTBpC+2AiHcZEJPo4JIOJSEczkJoyaBtORT6Zi2HxOIaV4/TOFqDyHMS4eYrpt18y8eYzXP/8Edubb9CvfsjMP6/Q4z6Kbv0c5tdfMrzzKWOvLzPx+/foVj9mYOUcIxtFqJzx+Pws96VtPgPxTBL3df48NARSPRaJ2J6M2JZG23QOdWNpVBmTKVcnUyJNorw7k7tNIiq6kukaPYJ66hSG2bP0Tx2mTBqMzJRG10gSKlsOvbb9dJrSkE/k0Oc4gHI6n3p9LLbXnzC0cZoOWybDz84xtnORoacXmf7tGvZX15nY+YnJVz+g8pyh132C/qVT6NbPoV49i9xznP7Vc8jnD6P1HkA9n4rP9c7ddM6mIp1PodoUSvNUDNVj4TRNxtI2nYLUmUWVMYqKgWhaLNk0GvbTOXaMFmMhYkMeiomjGBcuoHMeZ2TxDIqJbOTmNNqMsWiceWhmD6Cw59A7k4fOcwSN+zCNxjgGFo+hcATrEP4AAABDSURBVOTSZctmeOMcg6tnGFg8j+3Fzyz8Zyljmz8y9+dtHL//hG7pHH3uInTrp2mxZyGdO4DUfZBmexZyZy6SMRH/DwQrFQpqEGlqAAAAAElFTkSuQmCC$$$" }, { "key": "pos", "type": "integer", "value": 140 }, { "key": "8BEhchiYxUk8VtMACbcFxKKP8kLBSwGAm1pnp4d3GzzT", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "8BEhchiYxUk8VtMACbcFxKKP8kLBSwGAm1pnp4d3GzzT" } ], "height": 545170, "spentComplexity": 0 }

github/deemru/w8io/169f3d6 
15.75 ms