tx · HoKoawURAWvuWpXGwts9ERFUb6gYGT4aw3TrqzdRiWyk

3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU:  -0.10000000 Waves

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

3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: pTxId: "GeUvpAqeWdehK1devaxPyUHA7HtF4bNhHdn2RUQU8FYg" -> "Gxrn3h5fM21oYGFVu7Xc7HxJVHtp4fE6RbsazecHmwFA"
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: Gxrn3h5fM21oYGFVu7Xc7HxJVHtp4fE6RbsazecHmwFA: true
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: pos: 163 -> 105
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: 105: 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XTrCLZ1mAwLN2GRRiy2u9BiV7DYJTRWh0YvoNHzaKwWiVbjolW4SDkuUopETqGRYjRajCaK0cGTyNBJ5MZJZLwQmSxAZwrR2UJ0rgCdz0Xn/Wlu+9EFP7qQvVsymejKCWTlOG7lOLJ8HFvLxNYzsbUT6NpxZO0osn4EuXcE3TyMbr2Jbr2Jbb+J3T9EBpF6LHp19yVWh0YvItHzSDR9eI3XYPEqNFaBi5bhRUrxIqeReAmaOIkmCtGhIuxGETZehE0XozOFyM0C5FY+MpeHm8/Fu51uXlnwIwt+dMmHLu1KrKa/tls9+hO2dhzWj8H6UXT9KLJxGNl4E908hG6+gWwdxG2/jmwfRB8cJMMidWjsIhI7j4vW4kVr8KLVeNFKvGg5mqhEk+n8L/FSXOI0kjyNDpVgw0XoSCE6WoRNFGHTRXCzCL2Vj9zKReZycPN+vNu+9Oxf8OEt+tIj9G42upyJrhz//0SO4NaOoOtHsPUj2MabyMabyL03kHtvoFsHka3XcVuv4rZfxd1/FXn4GhkaO4fGa/ESNXiJalKJKlKJClLxclLxMtxAOTJYjgyVoUOl6Mg/IkUJNl6MThRjU8UwUww3i2CuEJvPw+Zz0dt+5Pb/jlFv0Ye35MP9NIEy0dUT6OpxdPUYunYUXTuCrh1GNw6j9w7/7w1svo5svYZuv4psv4q7fyDNwwPIowNkuHglLlmFG6xOM1SFG67a/a3AjZQjI2Xo6G64GytDJ0qRydPIVAk6XYLdLMZmi7FbRTBfCPN52O1c7LYfveNH7vhJLfpJLaVFZDktYmtZ6V5YO4GtHcfWjmFrR7G1w9i9N7HNN7DNg+jW6+jWq8j2K7j7B/Du78e7/zLeg5fwHu7DPXqZDDdQgQxV4kZqcDdqkdFaZKwWHatGxyvR8Yo0E+XYRDk2VY5NlSEzZ5HZ0+jcGWz+NDZXjM0VYrdPYnfy4U4e3MnBFtKN7S35Sd314e76kGU/turH1nywlg1rJ2D9BKwfh7VjsHYE23wT23oD234d3X4Nuf8qcv8V3IP9eA9eIvVgH6kHL+I92od76yUyZLgUGSlHRqtwY9XIWDUyXo2MVyETlehkJTpViUxXoNPl6Ew5erMcmStF75RiC2XY4llYOI0tnEQXitCFfGwhD1vIwRb96JIf764f724OsuzfFfFha+lbYe34/+EYrB/GNg+hW2+g26/9JOIeHsA9TN+C9+gFvEd7cY/3Ik9eIENHStEbpeiNcnS0HBlL48bLcBOluKlyZLoCmalAZivRW1XofCVuoQy5W4Yul2GrpdjKGfRuCXK3CLmbj9zNRe/ubuZlP7KSRlf86IoPW/3fkmLtKKwdhvXDsHEYNg+j22/itt/A234t3dCPXkWfHECe7MM9eQH3zh7k3efRp8+h7z9HBjd2a/9GGTa62wPj5chEOTJVjs5Uojcr0dkqdK4au12DLVSjdyvQlTJstQxbO4uunkZXStDVInQ1H13Nw1ZzsVU/urob8lZ3I8ZqeuTq2lFs7Sisvwnrh2DjEGwegu030ftv4O4fxN1/FffwFfTxAeyd/ci7+5B39yJP96AfPId++E/YR/9EBqPl/MRYOTZegU1WYtOV2Ewl3KqGuRqYr4WFWlisxZaqseVybKUUXTmLrpxGlotxy0WwWghrebCWC2t+WPNha1nI6oldjiOrR5HVI8jaIXT9ELZxENt4Hbv3Grb1Onb/dezhq+jDV9CH+9HHL2Nvv4y99zL69EX0/RfQD/egHz2PfvIc+ulzZDBWCWOVMFoB4xUwUQmTlTBdhd2swuaq4XbN/5GowZYq0aWz6N1TyFIxbrEIt1SAu5uLreZhqzk/1b+tZaJrJ5D1Y8j67nZeP4xsHEI2DiIbryH3DiCb+9Gt/dj2fuzBfuzRy9jjl7An+7B3XoT39mHvv4h9uBf7aC/6yR70sz3o53vQL54ng/FqGKvGxivTTFRgkxXYVAUyU47OVmK3K7GFKmyxBl2sRBbKkMUSZPEkbrEAt5iHW8pFlnPTEqu+XYkT6PpxdOMYem83G23ubuetN5Ct15DtV5D7+5H7+9AH+7BHL2Fv7YMnL8A7e+HdF+DpXuyDvWmJj/egn+5BPn8e/fJ55Od7kF/sIYOJGhiv/klCJ8rRyTLc1Fm8qdN4N8+mJ9RCObpQjrt9ltTtEtxCIbKYh1vMxS3loCs56Goutp6DbWRhu++EnwLe9pvo9qE0919HHryOPHwVefQK8vhl5PE+9Mk+7J2XsPdexN59Dnvvn+D957CPnkc/fg795Dnks+eQz5/D/fx53FfP477eg/vlHjJsogYmq9OlNFWBTpYjk6W4qTN406fwZk7h3TqFmz+FWyjBLRTj3SnCu5OLW/QjS+lJZGt+bMO3G7HTNyCbh3Fbh5H7h9HHR+DtI9jbh7C3D6FPXkOeHEDe3Y977yXce/vwnr6I+2Af8tGL6Md7sU+exz7bg33+PPbF89gXe9Cv9iC/3Iv71fO4b/agv9mL/e4FMmSiAp2swKbL0alSdOoMbuo0broEb+YkqdlCvPki3EIRslSIWyrELeUj/3j0rPjQNR+6kY1sZmJbJ9DtY+iDo8jDI8ijtIS9cwR77wj63iHce2/gPX0N7/1X8D48QOqjl9n5eB+pT/aR+nQf7mf7cF+8gPtyL96Xe3G/2Iv31fN4X+9Bfr0X+c1e3G/34H63B/ftHuSf95DhJstwk6XY9Fl05jQyXYKbKcbNFOFmC/Hm83F38pGlfHQ5D1nJxa3kIKtpAVnPxm1k4e6dwNs6hj48gb51DHlyFHn7CPrOEfS9I8jTI7gPjuA+PIz78BCpjw+S+uQ1vJ+9TurzV9j5fD87X77Mzi/2k/p6P943r5D65hVS3xwg9Zv9pH77EqnfvYj37Yu4f34R9/u9yHd70T/sRf91LxnpXjiD3TyNzZagN08is0XIrUJkvgBZyEOWctHlHHTVj6z5kLX0w182snD3snCbmXjbx0ndP4J7fBz3zjHcu0eRp0eQ948iHx7FfXQU7+OjeJ8exX12hNTnh0l9eQjvq0Okvj7Izi9fY+fXr+H99nW8bw/i/cubpL47TOq7Q6S+O0jqu1dJ/eEA3h9exv3rS8i/7UP/fR/2ny9h379Ehps5g9w8jd06tZuXirD5IuxOIbqYjy7losvpXJT+xyILvZeF3MtCNrOR7SzkQRbyKBP3+Djy7nHc02O4D44hHx1DPjmOfnYC+TwT92UW8vMs9KtM9FeZyDcnkN8ex317BO/3R5E/HMP+dAL7zyzkz37cf+Xgvvfhvs/E/fkY8ufDyH8eRP/8Kvb9Aey/9sN/H4AfXiFDbpWgt0qw2yVw5yR2pwhbKMSWCtDlvPQtrGenD76didxPow+y0Yc+7C0f9sSHvetD38/GPsxCPspCPs1Cf5aFfpGF/jwb/dqH/tqH/TYHvs2B73Kxf81F/y0H+WMO8h/56Pcnsf85BX8rhZ1qSNVgO5XYs1LsWQn2rAD7uw/763Hsh8PoD2+gPxxE/3aQDJ0vQG8XILcL0MUidKkQXS5A1wtwGzl4W35S97PYeZjJzuMTpN7JxHs3E3kvG33qxz7wYx/nYJ/mYj/Lwb7IQb/MQb/KRX+Zh/4qD/kmB/etD/nOj/0xD/v3fOz7Iuwvp9D/OYv+UIH+7Rz642Us1Yi5NlS7Ue1GtAORJkQuIVKL80rxdk7iPcvD+7sf78dsvB+zybDFInSxEFkqRFaKkJUCZD0f2cxjZ9OHeysHeS8X90Eu7gMfOx9k4n2YhX6SjX3mwz73Y1/mwC9ysK9z0F/60V/70d/kor/LRb/NQf7Zj/edD/fHHOzPBdhfirC/nsZ2KrDUOSxVlxbw2jDXhbl+RJOIDiAaRbQP0WuINuLcBTyvCueV4byziHcGcWfJ8FZP49ZO82y5gJ2VPHZWc/E289CHhXiPctF3C7APC7BPCrDP8tFPc9DP/OgX2ejPs7GvsrGvs7FfZWPfZOF+k4n8LhP9fRb6L1nod5m477JI/cGH98dc5M+F2H8XYz+WYVKLaR1IPbgWTK5h2oNpGOfFEC+BuijiAoi7jkgrqs2Y1WN2GbOLu1wg42+bZew8rCT16Czy5AypR8U8e1jIzuNCUm8X4N4vwns/H+/DPOxnRdiXxdjPC9Gv89Bf56Df+NHf+pHf+ZFvs3G/z0a+y0T+LRP9Yybyp0zcn7Lx/pSH/EcR8n0x+l8l6H+XYn+twn48hz2rQ581oKkWzF3DpB+TAUyGMB1ANYpKWsZ5Lbiderwf60j97RzPfqjl2Q81/D+GbwzJdqMYjAAAAABJRU5ErkJggg==$$$"

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$$$" }, { "key": "pos", "type": "integer", "value": 105 }, { "key": "Gxrn3h5fM21oYGFVu7Xc7HxJVHtp4fE6RbsazecHmwFA", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "Gxrn3h5fM21oYGFVu7Xc7HxJVHtp4fE6RbsazecHmwFA" } ], "height": 545170, "spentComplexity": 0 }

github/deemru/w8io/873ac7e 
10.09 ms