tx · 6ySbZZw39KG438UwPz5hhcKFGgN36LnFpS9A2Q8szeoY

3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU:  -0.10000000 Waves

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

3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: pTxId: "AiTTBH94LHE1tYA3b3pjHFhondzeyUat9ubRZsY3qcNW" -> "3B86rts7FudFDTRKvdF5WLyhb8WkpTgNTCChCfFv1ux4"
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: 3B86rts7FudFDTRKvdF5WLyhb8WkpTgNTCChCfFv1ux4: true
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: pos: 141 -> 103
3NBK69gJ9bUCV8DABxanS2ha48decFyHaaU: 103: 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otqAZtqEYf6AfWGJzQEPsapW8CqmMAmG8EuH8Al76FR3kmLwk27ohWP7GNEv7KJPmUDfcp6+tUN9GsaGNA2MaBroV/XyqC+g9GgHiZDh7kXNMC4vpcxrYdxTTsTajdTqhZm1c3cVzexoG5kQVXPgsLBoqyaJUUNT1RWHistPJKbeSS3/MmGT41sHotyEZvqAVb1Ijb1A+zah9TplmgKekZn+Fu6Tr2l7egzXNr7OBTjOGSDuGS9NMq7aJW30y5vpUvaRK+siX5lI/3KBgZUDQxpGhnSNjKkbWZI18qQvo1RQyf3gnuZChlkOniQ6eB+pgzdTGjbmVS3Ma1uYU7dxLy6gUV1Iw/V9TxUOXiksvBEa+WZrpanWiuPNVaeqK08Vdt4prLhY1M8xK5+hF3zkUP7iHr9Y5oMT2kLfUX3qT/oO/sOT/grWgIf0KCZwiUfpl7WS5O8i1Z5J25pKx5JI72yBvoVDfQrXAwoXQypGxjSNDCsbWJY28KwrpVRfTsTgd1MBvUyHdTHbFAfs4HdTGvbmVa3MKtu4r66gXl1HYuqOh6q63ikcfBYZ+N5YC0vg+y8CKzlud7Gc72NF1obL7VWfByaJep0j6nTLeHUPqJOt0SD4QktQc9wh7ygK/w1fad/p+/0G3rCX9Ae8oAW7T2alQO0KftoV3bRLm2jW9pIv7yBfkU9/Yo6BpR1DKtdH2nqGVY3MKxqZETdwrimnUltB1O6Tmb0nczq25nVtjKnbv4zwsWC2sEDtYMlrYPHejtPDDaeh9TyKtTOy5BaXgTZeBVo5ZXezCtdNT71+ifUG578GfIQp/YRDfolmg2PaNY/oC3oEZ5jLxk484bhs2/oD3+KJ2iWDu0IHs0gXepeuhTt9CmaGVQ1MqhuYEBVx6DKyYjaybDKyYjKybCyjkF5HUOyesYUTUwoW5hUNTOlbv44E5omFjSNLGoaeKCp46HGziOtnSd6B88MDp4GWXkeauNlWC0vQ628Cq7hdXANvxqq+FVfgU+D4Qku/SPqtA9waOZxqO/jVN+nXjNHo2aOZv087uAlPGFP6Dn2lO7QBTyGKTo1w3Sp++lV99Kv9jCgamZQ1cCQ2sWQ2smw2sGIys6w0s6IopYRuZ1hmYMRWR1j8nompC4mZS6m5S7mlPUsqOtZ1NTxUOPgodbOkraWx1orT/U2nuqtPA008yy4hhchNbwKreF1qIk3oVW8DirjbXAZPg2Gh7i0CzjVczhUMzhUM9SpZ2hQT9KomaRZO02rfhZ34H06g+fpCp6lyzBBl3aIHnUf/epuBtWdDKqbGFS7GFLXMayyM6KqZVRpY1RpZVRhY1RWy6jMzpjMybjMxZTUyYzUyZzMyX1FHYtKJw/Udpa0dh5rbTzVWXmqs/BMb+aZvoanhiqeBlXyIqiSVyGVvA6t4E1YGW9CjbwLM+LTqF+gUX+fJsN9Gg1zNBpmaTLM0GKYpM0widswidswRUfQNJ1B03QFTtFtGKVHO0ifppcBTRdDmg6G1I0fI9ROhlU2RlRWxpR/UlgZk9kYl9VyT+ZgUuZkVur4uB/kduYVtTxQ2niksvFYY+OpzsJTXQ3P9DU815t4rqvkma6M54ZSXgaW8WtwKb+FlPA2rIQ/jhbz/nghPo2GaVpD5uk49oDO4w9oPzqPO2SWjpBJOoMn6Ay6R0fwJJ3Bk3iCJ+gKHKPbMESfvo8BXTdDWg/DWjfDmiaGNXWMaOoYUdcyqrIwpjIzrjJzT2FhQmZlQlrLlNTBjMzJfamdBamVRflHDxUWHinNPFbX8ERTzVNNFU815TzVlPFUU8YzbQkvdCW8MpTyOriUt6El/B5WxLtjBbwPz8On0TBBa+gMncfn8ZxYxHNigc5js3SGjNMZPExH0MhHwaN4gkfpChyix9BPv6GHQX0Xw7oORnVtjOmbGdM3MK5zMaZxMKa2Ma6ycE9lYUJhYVJuZUpWy7TMwazMwYKslkWZhQeyjxv7kbyaJYWJJ+qqPyMqeKop5Ym6hCfqYl5oinmlM/KboYS3wSX8EWbk/fEiPpwo4MPJHHwaDOM0BU3QGjJN+7FZPMfn6Do+gyd0lI7gQTqCBugIGsQTNEhX8ABdhj56Dd0MBnYzZOhgRN/GuK6VKV0b07pWprTNTKrrmVQ5mVLZmVLamJJbmZZZmZHXMiu3MyuvZUFu5oG8hiV5NU+kJp5KK3kmr+CFupIX2kqeact4pjXyVFPMM20RL3X5/GrI401wAb+HFfLueCEfThSwfCaflbPZ+NTphmk0jNEaPEl76DSdYTN4QifxhA7TGdJPZ3AvnqAeeoJ66A3qoi+ok8HAdsZDOhkLbGXc0MSErpk5VTuL6i4W1R7m1e3Mq1q5r2pkTlXHrLKWGaWVGZWFGbWZaZWJWU0FC+pyHivLeCEr41dpCa/lRl6rS/hVX8ILQwkvAot5HljMi8B8Xoak8WtYMm+Op/H7iSzencrh3ZkcPpzLZvl8Jj4N2mFadKO0B43TGTyBJ/genuAxuoKG6TIM4NH10a3vY8DQR7++mwF9B4PaNsYMbiYC3UwFuZkJdDOrczOrdTOlaWFS3cCkxsWk3sFUYC1TIVYmQkyMBZYxGlTCeFgpo6GFTATlM6fPZ0mbzwtNAa90hbw0FPIyuIhXR428PmbkzTEjb0PzeXs0nXfhKXw4mc7K6UxWTmfx4UwWy+fSWbmQik+rZhC3bhBP4CDdwYP0hAzSHTJIV9AQnfoBOnW99AT202fopVvXSX9QJ8PB7QwFtjAW2sZYaCvDIfUMHK2l91gNfeE19IWb6D5eRvfJEnpOF9NztpCus7m0n0rHfSoF99lU2i9k0HUug8Ezmdw7kcHM8Qzuh2exeDKbh6dyeXI6j1en8vnjZCEr4YWsh+exeSKPzZP5bJ7KZ/NULhuns9g8l8HGxRR8OvU9dAR20hncjiesDc+xFjqOtdB2vI2W4620hrfgPtlC28lGmo87aDpmofMnO20nq+n8yULbqQrqTxTiOJtF9ekEqk7epTw8CmPYNYzHrlF8/DKFxy5SGH6BopPnKTxxlpzjp8j/6WdKz1/GfOEG9RcjcV+4g+diDP2X4hm7nMz81QyeX87hj4s5rJ7NxXuqAE4WwakiOF0IZ/LgbBZcyMT7cyo+bWFNtB5z0nLCSstpM60/mWg8V4nlvJGKc/kYT6eTH55AfngsBadiyAm/ifFiNGlHL5IccoZIhYHLIgXnBWLOCYVcVSm5plFwPsCPn8SHOSc7zDn5QX5WH+JqoD83woREhIn5JVTE9TAp0cfVpJ4KJP+nY5ScP0nluTM4fv6Znuu3mbuZwPPrybz9JZWVC1msn8th43wumxdy2byQhfdiBt5LaXApCZ+WS2acPxdhPp9G2elo8k9cIy38PHdOHuX6SQMXQ6WcDfLj8skAoq7ouHFJRlJsMLeuBxB1S8KN6/7cviEhPjKIq2elnA7eR4hyJzrJFo5qd3Lm6A+cDtvD0cDtBGm+IFj7BeHBO7hy8QiXzh7k55P7uBx+gJun/Yg8K+T60SNEhviSEa7AduEYQzeu8Cg6mmc34nh5PYHfIhJ4G5HIu4hEPlxLYPlKHGuXY/FJCbtI+tlzZF48S/a1M2TdPEFSRCCxkQoiIvyIvO1PdJyQm3cOExl7kKjEw5y9upXLd3ZwM2U3F+5sITr9IFGxIhITDKQkBxJ5S0xigoZrVw/xy6W9nAzfRvjxLVy/tp+fL+4i4vp+9LpPuPjTt5w+tpUToV9yPGQLx0K2cip8J2eO7iRY9DciQ34gK9yPxhthjCX9wmTSFSbuXuJ+wnUWY66xFHWdF5G3eBsZhU/E6QCunfXjl7P7uXBmN5cu7ibi2o/cuLabiKs7iYrcw62b33D+4qecu/gJ5y59QkT0Fq5F/5PrsZ8TcfczIuK28PO17Zw9/zXnf97BT+e3EXlnP9Gxh4i7e4T4BD/iYg9zI2I3N29+z6VLX3P1yk5io/YReXUX0Tf2cidyPzdu7eWX67uJjD1C7F0hSXeEVKYZKLgpoOiWP6Y4CfYEJe60YHpSjzGScobZlJ95kHAFn58v7uTylW+JiNzFjahviYj+hpj43cTd3klcxHYSI3eSFLWT+NvbSY7bSXLcN2Sk7CY783sy0r8jPn4LScnfcOnKPwg//RdOnv1fTv/0CZevfMHNW9tJSNhLcvIBEuP3khS/l8y0I2Sl+1FjCqKkQEFKzD6ir33D7as7uHF9Bzciv+NG9B5ScsTEJRwkL1NCTpIvqbE/kJOyj4Lk/ZSn+mJJFdOUpaErK5iBtGP4xMTvIjL6a+7Efc2duK+4eedzomO+IP7OFhIjvyQlehsZd3eQErOV+KjPSYr5ksKsPRRm78aY/wPGgh/JzdrF3YRt3LrzTyJjviAmfhsxcdu4e3c78Xd3EB21lbux24m+vYWMlO8xFgiwWIKwmYMpy5MS/ctXXD31V+5c+Yq4O9+RmyckIW0/CSl7SU7+kfTUfaSmfk9Ozj7yc/djzDtIWc4hLPkCXIUSmguU+CQmf018/BZSkreRnLCVO5GfcOf2/5KU9A+Skj4lIfFvpKZ+TlrGP0lJ+4z0jC9IS/ucrKwtGEu+w1iyi9KKHzBW7iUrfyfJmVvJyttJWuZ2MjJ3kJ62nZioT4m69VfSk78mO20nyQk7SM08SEFBAI6aICozRSRf/ZqEy1tJj/6OiiIxMdHbiI7eRlzM1yTe/YY7UVtISPiGjPTdFOT9SGHe9xTn76Gs8Hsqi/fiEx/7KQkxn5KRtJWclO1kJX1NZtpXpGV/Tkru30nJ+zt30/+H2LT/JDH7L6Tm/ZXU3P8lLe9v5Jdtpaj8awrKvqao4huMVd+RlvtPsvK3UmD8hoKiHRQU7CA/bzvZGVvJzdxObsYOcjL2kJF9hOjoXaTe/ZGipENUZwopTT5AUcqPlOUepqTgICmJO0iI3ULUzX8QF/UVaYm7SU/aRUHODxTl78FYvIfi4u8oLvoWn7SEL8lM3kpu2g4KMndjz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$$$" }, { "key": "pos", "type": "integer", "value": 103 }, { "key": "3B86rts7FudFDTRKvdF5WLyhb8WkpTgNTCChCfFv1ux4", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "3B86rts7FudFDTRKvdF5WLyhb8WkpTgNTCChCfFv1ux4" } ], "height": 545170, "spentComplexity": 0 }

github/deemru/w8io/c3f4982 
10.91 ms