tx · CEvDg4haDj94e8so2NkRxnoMKJEw2sgCMrSZW3xggk4K

3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL:  -0.10000000 Waves

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

3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: pTxId: "ACUu1Vg36cLRkwAfkLVSfiCsR5rMXLJtc9oW6wtdsHv" -> "5A1WiQMNjLKZSTjyUqp6myTUBYwNBoQdhn8uWmzVc8xG"
3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: 5A1WiQMNjLKZSTjyUqp6myTUBYwNBoQdhn8uWmzVc8xG: true
3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: pos: 198 -> 199
3N86x8NaY5Xv3nCvd1NKNfkbCAjy9pNiVLL: 199: 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XQaEkcRJhBFCp5TanU12BFG6bLluVdYe4bHORecgu+bPPybTZyY71MZpfZHkR8smzdNkAbixUefkpf+z0/iVSW9bJHr7rkWUZsmN1wVFrLjmc088LO7EHECMlceEKniIqcCs8CuGXzikr/D6dTwMwPDtOh0xrWrVFmXmnAV82RJzJiKj/JKI09v2NVuU6Uu4SggDAJWTs+wsLCIWTm6kLMvXMHMSRMksccjj2xivqtaS1KkUuu0f1XI43c+JL/9uS9TE5JudoLv3/oN7PZKTHuSE6/Pcc1XLsdRMY5yflMNxsYnAU+HdcOFLlU5Yny1w/s+9F7MzgrKSupClDfXAYXKJsuENIloeHVdiLBMwniE7w8ZDodKOGEINUOGts5ZVLL5uZ382bvPpjPVwB9Z/ObXG+mPfOI8Ik8qzUFKNSiG1zfyyG33y8u/cBkeJb38BP/4z9+mcsfo1NZy9WVXcnzPAcoq4+Rz1/H+D/8VK2dWkUWwcGLIfT+9F3/hBBldLnrP+bzlXW/THOO6DRynrn2/8jF5FpJnCTV3OdxIlP3NIuIg1Aei2lDRoUot1QagZjd4/HcbefOFa1i5eoowdPjdo+pGlkjLiCKTxKPw/ynERPzu9ofkdz//ZeqGpJse4+rbryATbYyow2UXfwFXtZOXc9kN38Uar1FlMbJUlniSjb9+kQ13P0hRLuHNmPzDl/6WJAXb7ug+VnmXSmeUulZ6TRGgCgLVbMTxSCNjVVRK+WgIVSTXajRwzDrPP7uNFWsM1p21FstcwYMPPsdif0BWRWTxH29EPYv+JxAP3nyPvOqr36BhlswHb3DVbVdS75zKoV1Dfvz9qzDKIe01NT7z3S8SFAmhv8TYRAdhr6D3asBtV95AHi1RtiL++6UfwrY6TE+fQTBSrK72I32KKtOnN97uEI9ijh05TJ5GWKatVxLSFNpCqw+VSrbrEzz/1Euce9EKzr3gDBYWSu7/5XMs9nyklaNCdzXs6pC075UCcee1P5M//s6VNF3BUnyUa+7+AYY7y7MPbePhO+6Hqsfsm8b5xJc/zSCOSdKK9mSDUroEhyruvPZnjJaOUdYCPv61j1JrzDI1tZY8VRxS4YdL+MOuvhUVOWVJgd8batWQFZnmGrUjUUo2ywu9n6lS2PbiLt50/gQza2dATvHQQ89xfGGBrFQzkhOo1lLZqroPJVFuueJG+fOrrsc2C6JyjmvuvQZpr2TD7c/y1IOPIeiz7oIZ/seln2SYZuSFjbBLUAn+CZc7rr+V/sJBZCPi7770YcYmTsGttxGF2rO4LA0W6C4eoCxiojCmyITOdpMkIS1U4ljTObOKPlWQodKRIip1IW++cIbJmWkMYxX33LOBnt8jygLN6oGKkvRtKEMoET+5/Hp5xzU/0il7JrpcfddV5MYkG/75WZ58cAOGMeCMC1fz0c9+HF+FaJVHUap+tygXaqy/9if0uwcRrZSPXPLXTK06DdurY0gHkzaDYY9e/whL3aOEwRCkRR6rBERSb6vGKrDMOo4yaEWmQaFMVSF7eMe7zsBrtUizNvf/8hmWVLqf+8teP810W6oQwlQByPp/+pG89YprlwsxutzwwI2ERZsHbvotmzY8h2kMOfsdp/KBv/8QifLGVV3Hpg2vQXhEcsvVP6LfP4ho5HzqG5/Bba1Ql4VnNSgzlQOXOqTbt28bReZrfRZFyt1ZWO6ycgZbi1QVJqj0krxky8adnHfhWtadfQZzczn33P17BqOQUTqgTGJKpYBVIULgmTbipu9dLe/+4c3YZklYzPGjh35EygR3XnM/257eDLLPm/98HR/4+w8TFBVJ4uj+VkHa8EDK+mtvIorewBkXfOYbn0PUJvGjmBXjK6A0tWcfDhL6veMsLRxBVpkOoFVQYdkqxDC0hyl1VmZpf1NlBVue28VFf3YmM2unOXzE58EHNzLfHRDlASrpMIBCSmzDpO01Edd/63vy3utvwTYrKnvAD3/xQ6JijDt+cD87nn0Jwxhy6vkzfPBjHyExbIqihtIV6sXD12NuveZG0nQOu1NyyTcvxvRmCVPBxNhKvapQ+xC1J4nDAfPHj9BbnMdwDcJYOUNtj7Q/UUOrHJ+6KRXQvfz8Xt769tOZnG1x5GifDY9t4403loiKGKH9jkTlfa5lM1YfQ9z0rWvkXdfdgBAxletzzb3XEmVj3HXtQ+za+BKlHPCWf3Maf/PpjxFkQi980iLSW6X+qwnrr7uZslhCtGO+eMVnqMQsSSLotKZ1jJrLkdZDKuAe9RY5cnA/Xr3GYDggioZUVbbs/bXATPWCSKYmLz3/Cn/yznNpdAyOHu1rPzK/6BOlI0pdiA5UqLsenUYb8ePLrpf33ng9hhWRu0NueOAmorjF+ivuZfeLmyjLIee/6ww+cvHHyGRDG6iiDHDtNt19KT/9wY2UZQ/ZjLnkOx+n0TyLKI70jaSZSWEoVs80siTBkCJXzJxz7Ogcgd/VhSijJUxDZ1alMk2JxfYtezjvojNZfcoEhw/2tfrtDkaEyVDPnCrEMUwarkOn0UJ8/5JvyifuvhspQmQ95Mrbf4BpzfKT79zBvi1bSLMuF/3lOXzwY39LQUfvPEoiRGWx9GrIz35wPVQDqnrMZ7//KZzaGj0DamefFw4lKaZK0RRcZzl5EWkGV/Hp/LGjut8ttYcpUkpREec5WWiwb+cBLvjTN7F23TQH9/d55JEtDJUiyHxtcRVWu6ZF0/OouS7iys99XT5+192UMqS2QnDFbVczCutc/9VbmHt9P5Xs8yf//s381Uc/QpS1wPAwnZI0ijm+fYG7brwZgyFGs+R/fetTeJ3VLKldfKdDnqohLmh5DlVlEkSplvAq61UPc+jV/cTDIXX9/xEFJdgWaQB7t7/OeW8/nVUnTXFov8/vNmxlEAwJs+XsWaq1nmFQV3mbKuSHX/6e/NUttyLMjMZKk69c93UMc4Yff309r23dhjAC/vR95/OeD/0XsCcoKme5T9Oc3r4ed91wM0bl401YXHLFpUTSI84KfUpq0a8yZFEpoSixvBqZ2lwZFcN+H1I4fGA/dQfieKDlRoVg2E3Zt/NVznv7qcyunWH/ayOe+P12ukGfIPI1slGoHTs6Y2g0G4jLL/mqfPreX1LIkM4al69cfxlFOcGt37uTfS9vI88H/MV//XP+7Qffi6lSltLVe5IqTTmxY567b/gJohrhjVtcetVnCQpHr8rqjo1RlpjCIVOhXymRltJUCZYa/7QiHaUsLs4zCpfIspHee5jSIPUle/fs49y3rWFm7SoOvR7z20e3MD+cJ0xCHTwoUlcfpmVQq3uIb37yUvncA7+hIGb6tBZf/uHXiJM66y+/hwPbdlDkPu/8wNt594f+I4Wh1p0eWSEp44QT209w3023YlQx7qTJp7//SeKqTlE0sSoTx1AZlENU5BQqf9IoWyGLjFItXmMVTMQcPXaAoog0IMisJPUrXtv3Km966yxrTl7N0SM5v3n4BU705ojSWO9nlgFbKW0Tr1ZDfPvjl8hnHniYyq6YOKXGV6+7jN4A7rrqAQ5t20ae9nj3X7+Td/6395MVSr57SMXEccKB5/dz/89+rpNCdwY+/0//m4FvUCQudlXHdfU+idJSUVOiM69SiVyhAon+cgxUGvQWFghUWhOpDZfHsBfz2t4DnHPeGk494yT27Fvit49sYSkYLBeidjU6oFOt5VD3aojPfOBv5GsvvkROytRpDb541f8hzRr8+Ju3cXTnDoT0ec+H38VF7/sLTGsMw3TIC4PETzj60lF+sf42pEiozwou/vbnCRMHy6gjMwvLk5p9pVCJSUqZZ8RxgjBL4mxIkaodSa5bcDRYIB71MQ2TYFCyf99RznrzDCefPsvOXfM8/vsdGkTCNNEFqEJUNqYSfxWui0//54/IfRs3U1oFq84a4wtXfYmi6HDTZXeyf8dWimKJ9374Xfy7D7yfJHcxbZtKWlSxZPPDW3js/gcQRkJrDVz83S+SFnWEylYrBb2Z/jMpIS3lnPTfeA2HA3rDJd6YO0x3fgFHGKw7aRbPUV48JI0zBt2U1/ce5pzzVzN78jS7ds3x2BPbl9WvWsQoc6uEr/IhKpNTa4VPvO+D8vDWnZRmztS6Bl+8+iskcZNbvnU7h3btJGfIf/roe3nHf/hLusOUWrOOEsHj9Q6/Wf8IGx/5HciAiVNrXHz5V0nyOkkW4FptihIyqYxJgVGYxKOE559/nm6/y/H5eW24mnWPsZrJ2jVTrJhsU+WSNw73OHb4OOddeDLj00127p7nmWd20x0uEWXpctartwvLGbBynv8Xb5rIzcY0DLcAAAAASUVORK5CYII=$$$https://bestemmia.it"

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$$$https://bestemmia.it" }, { "key": "pos", "type": "integer", "value": 199 }, { "key": "5A1WiQMNjLKZSTjyUqp6myTUBYwNBoQdhn8uWmzVc8xG", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "5A1WiQMNjLKZSTjyUqp6myTUBYwNBoQdhn8uWmzVc8xG" } ], "height": 483462, "spentComplexity": 0 }

github/deemru/w8io/026f985 
17.15 ms