tx · A338yYrpnJRw4RyHXUq87hkaRSZ31Mz6uZbLkohnXNqF

3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL:  -0.10000000 Waves

2019.02.06 19:52 [483462] data 3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL > SELF 0.00000000 Waves

3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: pTxId: "Ap5sJviMNUGEf2QxedqVi6sHqwMiJ76xyd6U6NvwMZSK" -> "ACUu1Vg36cLRkwAfkLVSfiCsR5rMXLJtc9oW6wtdsHv"
3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: ACUu1Vg36cLRkwAfkLVSfiCsR5rMXLJtc9oW6wtdsHv: true
3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: pos: 197 -> 198
3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: 198: 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$$$https://bestemmia.it"

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FuD7sVYyZY3W84+8QxC2/gZebWY5MqfXkERjPjuUUfstLs77MRjGd1xKW0TEOseTgnJGULT0n/NQkhCMAH5S1NceupZBLIRhHMq9nzXAXzoM8dR25BQRT61H0263P79G3n67vsZIRBpSEnLv372A+z17negkm1JXZ8fXnwVv3v8SVJTeZ6fc7Mc9u//yrs++i9snqrQwi2jPa/Ef3Dx9fxu/a+8BhRC2Fxs4eo7VzLTCM9Z1BG77upOvuhbsGSh9wqucug4oLaWqHa4KKBxjsSFbP7zi6z+5ndIRWpJO1LCSMCJ55xBd5ulKEkoCbFTQ879yukEeeFxXZxmpeDILx3KXu9+JyYYJ24zbr5kFc8++gSRLf0CTahZtFOPMy86i7kgJq81aZgx8/IWLjv7IpqpHFzllfCWcorr77mOySqiFOg/Ztmu7sTzvoldspAo6qHaFqsbX9moVhjx1EqjjOHFX/+WGy+6lK78W0FlSywlbzr4nXz4M8dTuphUJdx02Uqef+oZwrbGqpZIFKxSHPmlI1j21v+H0T0yl7L6nBX89ffP09bTxKGASxeSghNO/QQ7HnAg021MXMc8feeD3Pfj2+XuA2yBgNMrg1e57u5rmW4krAB1xLJl7jPnfoNw8UJiEXWSX5nSJ4daiZ9IKH1+FbHhN//FDy68lEyJoMSr3RDFUOd8/jtnsHSn3Xjpj39n1QUrSCVD9rLF4kxNG8KRXz6and50ALVK6KiMVd9YwcYXXkLZksAYlAi82HHQv7yR9x53BC5bSvH3ATctv5aX/vgnYlWilPG2YnOxmdVrVzLdZD7jUh/bbXd34nlnE0+MEQeR7zcncCZmS/LayvmcS8hx8j//yg/Ov4wUUaviGAVZNG3YsOOBu/Gpz32eH626hT88+Tu/sEAkg4TGEiREhiNOOpqd3/xGKhf5jVx1xmVsfvHvKGvmEUo0n3IsXjbB8WedRDK2A39+9E/cdMX12CIntPPRqdiBTdUmrr13FZNFhzRdgDps2evcSRd/C9uLPeFYJVF/ghOtL/68lDYTStds+NUf+cml36erhcUHNDIrtfbxjusHvOldb+O3T/wn5dbCX1NIeCctGAo3pbKRo9jtLQcyqC2qhJvOuZYtf9tAXeX+HXLCIucbXXD0F47h4A8dwemfPpPNL7+Mawt0I0m6GBfDZLORK+64nEE7QSdZjDps1z3dSZfIRiIisWNB5IsoYssbFrnBMi06CPjHr57jluWr6SnNUGL+JQsppiviRmGChqFrSG1MJLlsouiM9JjZMu3nqw1rjvnKsezxjrdQSsZcKa44dTkz/9iAkkEXFSVKuhHeKNh+7+148zvew41X3uLdq4oMqetQF6XP1rbajVy95gq2lqPE4ULUobvu4U5bcQFNJ/KLtkpCiBrt/YImlBCuMnR7ozz34GPccdW19MKAyXwLx3zpizxw14PUG7eAqymRudC4JGDZG17Pbrvsxn233Y0tSpqo4dhTPs5Ob9ofE6ToClZ+/XKmXnrJI1F/YpRtttmO53/7vOeJNpV2jnGlY2Ar3vj2g2gHNc/98jmUbpnVm7nqru8xXfXRbgR15J57u1Mv/y6FXGnJjW4s0UtNqDKGEm/KxYzL6PTG+e26R1iz+hqywPFKPsX/X3k1jz30BM/cvY7QlDTKeZs6WQ/4xvILePmFl1lzza2YYg6bWD5x6nFsf8C+FMI5bcC137ySyf9+HuNyXrP7jnz40MO58sIriI3cnnn/iKbCdBPOOPfbPLrufh6751HfyoNwmpVrv8dMJXFsgjp899e5T5/7deIFE3TjiEE1pHXlvCUNRGE6L61HR7fjybXruONqaS3LxnwzF/7oera+OuAH56+gfXULRA02qFi8z66ceu4FrL/9IR664Vbaaghpxb+ddiw7vuGNVLpHUAesPP0Str74vE9odtpvVz535slcd9nNPPfobwiV9da4MgN2e+s+fO6rX+OWVTfw+N0P+iuK2WCSK27/HgMzhrIZ6vBlu7kvXvpt6I3hWvHAYhCVD8yspCBiqlyGMSm/vPcBHrz5J4wYy6vNZr51w1X0e4u5Y9Vt/H7dE4S6oOnknHbZ+WQTO/P0fU/w4I030xZzBJ2Co047iu33fgO5G/H9fs0Zy9n84l/8BdFrD9iZT579WcrNMZecfh759AZMo4i6AR8+8RDeefDHWHH299j0lz/6K/BhMsnlP7mCqVKygFHUsbvv5U6+/FzKRC51Cq9cxfj4kFqiYMluWs1od4I7r7meZ+9/mMS0bKw2cd4t16CDHuUrFVecfSEm38oeb9+bw7/8Gdqmy9NrHmP9LbfhqllUmnPYlz/Gsv3fTKX6xE3MqtOXM/WPF3ymvM979uXos/6dZtBl7eqf8cSDd3vYnthxEcefcQI77rQfy7++gr8+8xTWtZTZVq66fTWvzGqSsI86aq893UkXnUOb9b0v9q6vaciiCBcrb7iEH/vZGI/esoaf/2wtgS3ZWG/i0jU/JBeVEi3koVvX8sQD9/CxL32cxXsso6cW8PitD/DYnfdBPUvUaTjqtGPZ+fUHMJ2HhFXAqrMuZnLD8z552ecde3PU145Hs4iXnvkb1116KbNzG3n7h97NYZ8+iiQY57tnXMFLz/4S52qakVlW3LaayYFcxIZCiLu4j5/yOTpjSzxrFnLX1kjyWDK23RKGlSFN+3TCPvdfezu/uX89ATkbqo1cvuZm8kry4S6pjbjr1ps5+PAPUkXQpcfv73+KdTfcimsKop7l6NM/wcIdXwfhAsotA677zmVMbvovAhz7vm0vPvjZj5B1ticY9lh50eU899zjnL/6cnpyodrdlkvOXsUfHl/v/Uu2FP5j9cW8OqsYHemjDt92O9dEYmPF8LdeE/nQYTzklHO/RSuRUBDRScdYf+NanrrzPmLkRDay/KfXMygsOl3gQ71ibo5uN6aRi0sV8PSdD/DYj9f4Fgm6jmO+djyLd9mbmi5x6bjy9PN49ZW/eHe671t2433Hv5+RRbvS0Ut4eM2DvPD8r/n0106hrC1LOxNceOZVPP/Uz3GU9HdIOevy85hrOvSyFHXEDjtJ8krYCLM7HwjIyQTjEWcsP59Cggjx5UHKIzffx9O33yeXZEyaVznvpquYlRPrTWC1EGrmPYRB0vyYJ+9YxxO33UldVoQ9xQnf/jwLdlhGZRKSCq766oVs3vACYah4/Ttex4EffTPj2+9BrMepZ0Su5+hxMW0h23Ym+I9TLuQfv3vGJ/+Lli3g1Au/yWzdYXSkhzpiu9c6KxFeqdAuog1EjbTofsTJV55LgSGU4Lg7yl1X38Jf1j+Fsjmbyg2c96Or2eIjpA4qSghNj8hpVNSQxB1+fvsDPHLbTwgaRTIac9w3jqe35DU0kijOWVaeeSnt9FZ/VbDv+/bhPUd9iLi/1H9ZIItG/LXebDVJf7THomwRF51xAf/z69/Q2iF7v20Pjjvtc0yXGankBYcsfY3beb+9/fdJhARL12KanAVLF/DPnzySYVUTmoCsN8YdV93In9Y/TqwaNjebueCWlWzOc39hY9D04r7EKuhY+TuMh396H0/ceTvUlnQ04PBTj2Tha3fBqIxiY8mPzl9JMfkK8oWFgz6wPx/45OFUapQ4yaiKgrIq0UnrddjS7rYsP/sSXnr2D1gqtnndQr564deYqXs+uVSHvX5vd9ryc8nl2wutRsfy1Y0GbRoqrVEuIvRR6Aj33PBjnr3nIWLXMGm2cO7NK5mqJVoPGFYlI0mHiITaNHTSBaz/yT08c+9adOvIxkMOOekQlu6+F7XNqDa1/PC8q6mmNvgM7F2HvpWDjz2UvOlhJS9QckNWeS6TO8lte9tx6dnL+cvTz/h7mp33344vfPskpssuo91x1Ef/6fXutBXnM91W/m7Op4m0xEp5fJfIVBGSRR0euvk2nr5rHZFr2GqnOP+W7zMr350iYDYfEmlFIt9MUHI+GU/c8TC/vudeL306C0I++IUPMbbDzlg1gtkCP/zuatrpTf6bDW/78EG89+hD0OmS+fzLycVoxmwxQ6eTsShezHdOOYcNf/4jktPs8E9LOPn8k9maZ4x2FvG/67S0+mb4+5UAAAAASUVORK5CYII=$$$https://bestemmia.it" }, { "key": "pos", "type": "integer", "value": 198 }, { "key": "ACUu1Vg36cLRkwAfkLVSfiCsR5rMXLJtc9oW6wtdsHv", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "ACUu1Vg36cLRkwAfkLVSfiCsR5rMXLJtc9oW6wtdsHv" } ], "height": 483462, "spentComplexity": 0 }

github/deemru/w8io/026f985 
19.58 ms