path
stringlengths
14
14
task_binary
unknown
tezos_80x-0000
"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"
tezos_80x-0001
"H4sIAJzBXGkC/+1abU8bORDO5/yKUT9U9EQ23vckUqXCQUsFbVGgompVIWfXmxh211vbS0hP99/PTggvLWkpPUIF83zZxTM7Ho93ZvxscNpO+8UuPd1iNGWycScgMyy6EuIHF/d23CWe6zXgtLEE1EpTaaZvPE54HSg0L9hzN47iqBOFpOvEpENCEjcbiAcPXiot60RzUTpFenf5H0VRw/c9N/D8hu96xAvcec4H5mVruKHrxa65DSOT/17sRw0gy8x/NqxH1F+s96rV8eIw9B/Y/jf36mQEtAQmpZDAFUhWCalZCjk/ZsBOmJyAR1o+AcUSB/ZHDEqRMqua1FKyUucT4CVoI6ikSJhSvByCyCBjOhnZeytKRtQopVTTVTNdOlcfSqNvLLNCwZeaawYqF2MHXrIBROBGPeL3wi604ITm3DwtpDO1tOI+68FurUYs7Rn33G6LeC0S7ZN4+kTn4yrsS0b1YvHfoqhytkCh+/F7D+yqnQs3BkJokzu0Oqx4xXJesh68L9lpxRIbvVk8V871jbu3sbhpzaxCWheVjeTMqnllk+Pb2Xtp98RujqiYpDbtFay/2f7Qp/sb652DV1qPBnJfbdXyKAvebH042Oiq3fW0OB0c7Ay2dLa5q/ztPu+5YLtGCqLW9+oH+W0/Fr5nFWNyJfJis3MHQh4zCYmksxfuZk8tZY13OrP7KzP7/kWkbFG1WZCZt/Ut0x/2vu5sbY/36qLH0y9jJr72J9VwfMlm0CPkOpvBzWyqQZmN66Ova4OrNt3rbIY39HPCqyLef7X59gY2o5vZ1HGQ6jLe2elctRlesTnIhc3vdXu5zb6BqhNTh7M6N6X5zKxx6OczLiioRt3/QUE9Ey8uqHa6j99PX0l24cGVSDm7UmixtlON6NrOtNSrMZ83EwElG8PIEJZbxea33FgcoPDHAQpvE6Dret77ym7mvPXOwmBCcptIrGRcl7b9EtLrXSJgAcsi79kqKFowGEhaJiPkAg8Uzh/B//3v+b+L/H8p/D++hv8bmtZB+v8ooKk6drQo8juc4yf8nwRGdpX/uzFxkf8vhf+DgeH4ynAEeA5PXIc8aU4HP9GhOWB8nt7bCmE4wKFiiVHqEuKQM6WCaWpJ/UyP1nok5GFpDw7G2J4h+gNxytSTy1JWUJ5bsZqLX5zfOYkoZsopzzKe1LmeWFVDQnh9JknM+Wco5OSSiZlA06Eyg5+mf1ici1enQ5/PfDbL5RlncuazZNMD+yErT7gUZWFPVc8ho7li16w99uzasf/j9/+H+/0/iuPA93w8ADwCXKp67bvs/3EcL+z/Nuev9n8SeKb/h5j/WP9x/++h/odeQDpY/x9Z/d8QyTGTGc/ZcvmfG4ff1P/AN0PI/5aAl/13b6Ae1KWue17gkKDZPHjX39543Yc2rapms//+LdBKt4ZMQz379vz06fmI/fcBmufQmkA1Meyu9OfXVsUrqykLaMkM2idUtnM+MEa1uSqt2n9hgcH+j/3/D+z/HdI1hRrT85H1/7GQx6qiCWv///n/a/zPSGPkf1j/cf/vp/77YYT87xHX//mvOs6REuWd8z9CvG/qf0wC/P1vKfjnX8wBBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBeAj4D438q2EAUAAA"
tezos_80x-0002
"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"
tezos_80x-0003
"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"
tezos_80x-0004
"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"
tezos_80x-0005
"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"
tezos_80x-0006
"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"
tezos_80x-0007
"H4sIAJzBXGkC/+2ZS2/jNhDHdfanGOSwaItYJqkH7QJB97Bou2i7W6Qt9rBYBIw0VthIokBSSdyi372knXc3LQrUXjSe30USZ8QHqJm/x0xn6ezlj+rqW1Q12mQrsA1PXRnL8rv72M6Z4CKBq2QHjM4rG4ZP9hMxh87rDo+4LGU5Lwu2SCXn5TyXk4R49ujeeTtWXps+7ertxX9ZlkmWCZ6LLMm4YCLnyV3484QXXEies6IoQ/wLmRUJsF3GPzbjmcqe9vtmOheyKLJntv+Td9qfgT9D+Bl/Mw6qVmPvD+ESoVI9TKe1XU3t2EN4MANaFb8U8AY8Og96uX7VoR8H0A4ujT3XfQOVsRYr367gM0yb9BAsdsYHR930aA/hjeoNfI91Ex/QV+nnKbx2sS+LYaQVXKpVHOTB8NjXxjrswvzAWDhV66HuJrUMjevZqA5hGO1gHH5FSezvSUn/Sf8f678oebGYU+jsAV6589Sbrt3iGP+k/3mwPdR/Lhkn/d+J/kPgAq2LCnoEBzxlB5N143vVBKX9sL6PGcKM/sRhFZwWjKXs2qlDr2rl1cZPjf7M2JM+KnDo7CfV16fmCt3BfSt2SrfR7G7ML2/v0sp0G+daL5e6Glu/iq4d1nq8tlTKY2Ps6l4XG4NXjQuN79cPkVvz4brpw/Wcw3L1UqPdzNli/AL8CfYX2pp+/fPiCJaqdfiRtUsR1076T/r/fPW/nEspF1T/7wP3st5sm/ofvqgn9T/G/EP9Z7kI+l9Q/FP+p/3/BPk/C7EoKP/vWf5/ZapztEvd4m7rPy6LR/k/zyT9/7sTvj5++wOMp2Pvxy9FnrJ8Mnn39vi7V6+PYaaGYTI5/uUNqMFPG/QwDqHUQ3jx4rYlHh+otoXpCoZVqO767OY6HfQQPW0HU7uE2YWys1afhk59uDrvZl9QgiH93+h/9lf956T/O9F/+RH9XzCe5RSd+6b/8fTODarC2X8f//+u/gtWSfUf1X+0/5+k/luIomBU/+1v/r851Ul/dabfev3HmHiU/yXL6fxvJ/z+B8UAQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRDE/5E/AYd8QfMAUAAA"
tezos_80x-0008
"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"
tezos_80x-0009
"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"
tezos_80x-0010
"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"
tezos_80x-0011
"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"
tezos_80x-0012
"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"
tezos_80x-0013
"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"
tezos_80x-0014
"H4sIAJzBXGkC/+1ZbVPbRhD2Z37FTj4E6BihF9vCzNCElkBo2iQlgdDJZJiztLIvlu7UuxNGZPjv3ZOMoZBMpzOFpOGeD5Z0t7e7t7dvsrx1b/3pa3b2HFmKqnMn8Ft86er7Ue/q3o4HfhiEHTjr3AMqbZgi8Z2HiXADCsML3AriQTzYGPT9oRcHQRSHwVLH4bsHF9qoKjFcCq9I7y7+B4NBJ4rCoBdGnSgI/bAXXMZ82I8HnaAfhHHQ8/v9AcV/GPeDDvj3Gf84riYs+jLd3toGadWPvrPzX9oHVoBRNRdjMBI0ihQyJQtgAliSyEoYMBNmgAjJTU6ZwTmBmSBs5+WECTSQsSqhy4o5DybmdRYdvT5Wz396exw8i+vI/GSQjwaT7eFblPrjqhV0m32isGFe1BrzDCptVRqjQEXDL7DWK4XAQgqedKFkWs+kSlcbiUdHuBvtHO7u1SmbZGx2vPuyF+MbxYZ7wVn1IjxY9eCwYVfUoFmB7TYLNBOZdqExARvluDAAXadCzgS8xXOpgaWpQq1Rw4qukgkwDeY8enf8h6l3Dl/+Ogz+zPjPv5ijw+O4N/i9fHna5/1T7K92YVQZmE1QkAyy8XX+1npzvrf3vk/7NjBiyRTIPU2lN2HZPhlFP5guw4ybScMClZLKKvQJplykRGewKKViql7uArcDpZJGelRl117rNN19wSNPG6IY4wmeTRgFAKaeLK2ZKQsswwXsSTnOG4eYcD0XYSolNFRlO5ZixgW39JuwDTpRvDRAVFIgyAy40ZCwPEeEGUlHKKRCGNWGTEinLRrVFyLpSHhKa2AmqzyF/eUChDSgK1pDxlPNuYxl63X2uWtFTeTMjmf8jJZ6ZLIZz3NiVXdb286d68q2mlZoaypivqbwFFlOoyTenOuEifaw9iElG5jm+C9FtLRWQfKhBO1NKlFbsgk7JVGihqwSqbbEJasb+WMSlFm70f2cwWLDpK1uJjIKqdb9iSdvOF4FGS0S8+VMk5oNCS3h9miewCtlH01jHy2tL9sTw1wjbUIgNl6WSzkFZp7ALi2zQ4oJzZp031gSPNi+5YTziWcpN5vWIHQ4zFi3MtesYRUTOFvYeeGRmcxzObO6JDLF1qqk+kfyMzKXGGsgP23dB/O6XScsW13ljQ81/rZJq6k0XXOSrSsXb1Ug/84Q6TEIB0N6KKtRzpOTKdabQD/aK6ddskylEiKah1rXnstJzgu7teXAlh9aeRkOl+N27IKWGjz3VJl4NmZfXSqy8sn64TWOCxW7jdiLVfDIDmJlvqOtH0lxuxmZo5fL8Xx8FS5Wv4EOy/sm+v/odv8fuP7/Xvr/+DP9f7gx2Oi59v8hwDA99Yws8juU8Q/9v98b3Oz/g9h3/f/99P9AOEWl2xL7KPD8R0vN4HuqiMJ8aO5thpCVOdGYENHQ9z1/TkR9B0uZYS0dq6ijVifCttjE7A0T6UieoX50fRYL6kXstL6cfrq48xJZtMQpzzKeUKGsLWmBKa/mMwk1KWOp6mss2gnDqLnYgvfNg8ViutsMfZjrTNvlGUfV6kzlmDzAnKA45UqKgjZNTDJGjdRn9h6Hdu/fz/l77v8/9//fjfpPxb8XhpFrAB4ArmW99bus/3Ecf7H+25j/e/33eyHV/76Lf5f/3fl/hfzv96LAff95aPl/RyZTVBnP8X7f/4K4fyP/9yIacu9/94Ddg1e/QTWqhKk2w57n95aW3r06eLGzfwDrrCyXlg4OXwIrzZr9IFGV9KqH8PjxYsR+PmR5Dms1lDW93Yno8rpW8tJSqgLWVAbrp0yt53xETA1dtdHrP7gE4+q/q//fYv2Po2Fv6MLzgdX/mVRTXbIE1//7+P937380G7v3P5f/3fl/nfw/DMNh7PL/g83/l191vI9aijt///P98Eb+j/2e+/53L/h04WLAwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBweH/jL8Az09YlQBQAAA="
tezos_80x-0015
"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"
tezos_80x-0016
"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"
tezos_80x-0017
"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"
tezos_80x-0018
"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"
tezos_80x-0019
"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"
tezos_80x-0020
"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"
tezos_80x-0021
"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"
tezos_80x-0022
"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"
tezos_80x-0023
"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"
tezos_80x-0024
"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"
tezos_80x-0025
"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"
tezos_80x-0026
"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"
tezos_80x-0027
"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"
tezos_80x-0028
"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"
tezos_80x-0029
"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"
tezos_80x-0030
"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"
tezos_80x-0031
"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"
tezos_80x-0032
"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"
tezos_80x-0033
"H4sIAJzBXGkC/+2ZbW/bNhDH/dqf4uAXHTDEMvVg0R5QtNuyrEXbdHBcZE1RBIxE2VwkUiOpxO6w7z7SStw0DxgGzF4X3++NZJI63pnm/X1iMAgGz39hixec5Vx3NgJpeehKSBx/vvftIYnCsAOLzhZojGXaTd/ZTSIKlRUVfxrSlKajdEjGwcivyKjbQR4/Qhqrm8wKJYMq39z+T9O0E8dRmERxJw4jEiXhes/T4bATDsOIhgkZDlO3/yOapB0g29z/fNbMWfzwuJ/7o8g5Gj+y9e++UJeQK3gJfGE1yyzYOQdjlWYzDjmzDFQBDHJel2rJczAV0xYyJVejn7kHWQVWL4WcgVWgnY7cNVFoVa1ae4XmHF7zfMY1HDKp4Ki3NgavpuEPkyY/OPnp19fvvz+cVSfTcxYuftw/HMrj6Zvj9/To5LOtKf+kDByoRro53O93D854xhrDW5+EtFxzY53PQsLchSksXCp9bgKYusfXs2Yq5yAM1Jpbu3SOayZmcwuF0pdM5270p6OMSf/ZfUmsqksXleJGfmPBeLu3w90DVpZ+Nt9rvOl30s89F9nc+2LnriljZjWrVBacz0VTtm4ZVTY+mjZON60qc/i9cYH4Rr9a7luecdsuRH8dxU0Hnq398/E6I8tKaR7cl9GDr0L/k7v6H6H+b0X/R/fov0vGYRzjH4AdwDJzHlhVlRuc4+/0P3F9X+p/SEmI+r8V/QfHBdfGq8tT6IUB6XVXjR+cmkj7cXXvM4Rq7KnhmRs0JiQgV4MqbpmXnHYca+xc6VPJKu6NHTGZn6kFN72bvbxiovTd5rr7+fouyFTVDs5FUYisKZ0iu6EVz0Vz1ZMxy2dKL2+YaDssmxnX+GH1wbPu3ls1fbzy2YUrCsF167P/j+CU9JTLC6GVrFzQzkjBSsPviZ1GPvbHs/4B1v9Y/9/Sf3dHxhHK/y5wI+sNNqn/lNIH9d/v+S/1nySR2/9D3P87kv+x/vua6j+aJnQcURSAHcv/+yo757oQJd9u/RfS2+9/k9g1Yf23BQ4mb99Ac9ZI23wXJQFJut3jt5NX+y8nMGB13e1O3h0Cq23fv3JsalfqcXjyZN3ijw/8y87+Euqlq+5kfH3t16L2I3UFfV3A4ILpQSnOnFHrrsaawbeYYFD/W/2P7uo/Qf3fiv6n9+g/DVM8/t09/V8djtUs44N/f///s/rP9VKs/7D+w/X/T+o/GsfpGBVgd/P/9alO8JtRcuP1HyHRrfxPSYLnf1vhjz9xDyAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgvwf+QscJfjmAFAAAA=="
tezos_80x-0034
"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"
tezos_80x-0035
"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"
tezos_80x-0036
"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"
tezos_80x-0037
"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"
tezos_80x-0038
"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"
tezos_80x-0039
"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"
tezos_80x-0040
"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"
tezos_80x-0041
"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"
tezos_80x-0042
"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"
tezos_80x-0043
"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"
tezos_80x-0044
"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"
tezos_80x-0045
"H4sIAJzBXGkC/+2ZbW/bNhCA/dm/4pYPXTLEsl4tO0CADii2ZkObIumwD0Vh0NLJZiOJAkk58Yb+9x1lJ02yBcOA2d3ie4BA8h1J8UjdCyNv6A1fvhM3r1HkqHtbwV/z1NX3o/jLvZMHfhiEPbjp7YDWWKHp8b39JBxDZWWFp0E6SkfjUeJPvHQyiUbxqN9jnj2yNla3mZWq9qp8e/4/Go16URQGcRj1oiD0wzi49fkgjNNekARhGsR+kozI/8M0jnrg79L/cd4uRPR0ux8H4zBNkuiZ7X//DBZiiWCs0phDLqwAuxAWzuBatWUOpbxCsAo0Wi2RWhZaVSAgx6ZUK+piKqHtIFO11SKzHrxfrEcTc3d171arEa6FoS6FrKlHa2Q9h0vX793qxIlhOpW1tNPpocGyODoBd/Gc6HBWiebUNN5Mzqd0e2ivcOV+v7+k+dTzY7sUZYunh050VtvjzfXoGEQeuIYizzUac3hgfwtIdHB0LPLwz4rQKcgPlvhA1/U46owStblGDaqgBZIGGmUszRMr45ZnRvpSkVmWWmo5X1hauRoNzFoL1LpW4NTUn+Yrcw/OCjeCkbMSaapgVNk6JwSz6JZdlKZb81bXpP3p8vwtqNknzCzQQnbPX28PPTdHI7WgcbynN83NqtvbzT7LuhN9WVeyLieRxk64MR/crgoyQ5tuX2kfhfuDQt7QIFEI0jr7abTZ7RjSfmtAZBmubYOlFCQHvKHXRZP5ps0WzoYZWot6kImy9HJcwvf1ChZYNm6xqq5N02jMpLCYf8OpaFt4XP9x/feo/hsHUTL2E3a6PcAKc+VZVZVbfMbf1H9+TLqH9V+Q+gHXfzup/4BYUoJ3tccpHASef9DvhB+ogKvtx+7eRQjV2qnBjBpNfN/zN40qtMIVFut2orULpae1qNANdkkFwUzdoDm4r8VKyNKpza365d2dl6lq3TiXRSGztrQr17TCXLYbTUYlwVzp1b0h1gor5oaEH7ofjjv1cSf6uJkzmSsLiXo9Zyp06A2wU6yXUqu6IqNpkIIKMPwL29PQ2c75n/P/M/7/zyhJJuGY8/8ecC/qDbeZ/9M0fTL/O59/mP/9OKT8n7D/c/zn/f8K8T+ajJKY4/+exf9XKrtCXcgSd3v+C9LkUfyPIxLx+W8H/HBx/gbaWVvb9iSMPT/u9389v/j51dkFDEXT9PsXv7wF0djBHC20DR31EF68uJO4z0eiLGGwgmZFp7s6ur0OGtm4lrqCgS5guBR6WMoZDWrpaqwZfscBhvM/5///Yv6f+H6YsnvuWf6/VvrKNCLD4b/v///s/EfalM9/HP95/79K/E/9OEoijv97G/9vv+p4n4yqt37+o2LjUfynF5C//+2E3z+zDzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzDM/5U/APsiJNUAUAAA"
tezos_80x-0046
"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"
tezos_80x-0047
"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"
tezos_80x-0048
"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"
tezos_80x-0049
"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"
tezos_80x-0050
"H4sIAJzBXGkC/+2a62/bNhDA/dl/BeEPxdbWMkk9KAcI1jyaJm2SNk7SbC2KgJZom7VeEyknXpH/faRs57UEw4DF2ZL7fZF1d3yLd0fJTsfpvPnEz7cFj0XZeBDwjPuuGLvu1W8rJ5gS0kDnjSVQKc1L03zjeUIZSrVMxSphAQvCwMddJ8SeF3jNBvD0kZnSZRVpmWdOGj/c/g+CoOG6lHjUbbiEYuqRxZ4nAWYN4hPKiId9PzD7nzLPbSC8zP0vhtWIu/fbvWuHlPm++8TWv7mDRnwikB5Jhfoiyc+QLnmmeP1IoLORKAXiSZJHvBYMhLnNYtTnY1HWd6ZcKjKrFLGDNnhm9NN+Hk/RSCSF0aEqM6HFTLMpdqjzkg8F2jIF165qtbc7tjUZjZCKRMZLmZs+CWVasx0oikSKGP2CjmqZaVfZhoe5zIZI54gPBiLStgQ6FLY5xKMorzKN8hKZBR4KfSlJ5FigE5kktbm6ad7nCc8iYaaitltZVLc216/P9av3Kdrop7W0lpiaNXqF1HzIdq5eXR/0TLC+mMif0Q/U0tNCtFbM9WoNWq9RS8ZGSEhIGAlDc5+IiUiMyAu7vsuMwLpwM8NpYQtTTLptHLQpOcLdFUJWXPbF1jLiamT1eXb2bm9jv3LXP6j33tHmr1VJ/QO2tTaOTwo1HvJN5ffenlecfQ4OcvLlZGvXFq/HKUrbEx/72MNGNps9IzJ953FcCqXq7v9Bep+/H3p+tHv+frt/sH8wmLwddKtw7XA88Tc2vJHpKbowFQy52pWp1LZW7GI8Ex0rUY8Y01oyn8KFIWXsSjg3tWb1M2keJVuSht6VzUxmTa6e5JmM+gzXTcyekbsGsp/6YzX6bcTJJ378O9/seUfd7SyS04Fc32NlHMwGwutFN2Xc2qnVjXNd1bXMH9/5GuzYWcx4YlUDcxHo4vFirfOfyP+8v+Z/FPK/peR/4R35H3W7zAshAXwGaK7Gjs7T5AHb+Jv8D3tGdzP/IwwTyP+Wkv8hw8SkZzYjWUUt4uBWsxZ+NYEz09/q39ZD5JU+VSIyRl2MHTw3SoXmMdd8ZscrPcrL04ynNkNqHZqUr5+fC9W6rhUpl4lVq4X6zeUvJ8rTmXEsBwMZVYmeWtNUxLKaa0z8FsO8nF6rYqbQfKiM8Gt9Y7lUv65F3+Z9NsOVAynKWZ9LmziV+lRkE1nmmc1lTSV1YL5j7IzasT+d9Xfg/Q+8/7kV/xkLzZJA+H8OXPN6nYeM/4yxe+O/3fM34z/2qNn/Pux/8P+w/o/g/4MupeD/n5v/38yjsSgHMhHLPf8R5t/y/55rRHD+WwJbvY97qOpXma5WqOdgr9k8+dj7sLnTQx1eFM1m73gf8UK37Rv0qjBHPYFevLiU2M9HPElQe4qKqTndZe7i2i5kYS3LFLXLAepMeNlJZN9Uqs1VadV5CR4G4j+8/33k+H/H+18WEuqGAWzPZxb/z/JyrAoeic6/v///2fnPaBmc/8D/w/o/jv+nnkfgD2DP1/8vvuo431WePfj5D2N6y/8z7MH3v6Xw4wL2AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD8X/kT4nk6bQBQAAA="
tezos_80x-0051
"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"
tezos_80x-0052
"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"
tezos_80x-0053
"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"
tezos_80x-0054
"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"
tezos_80x-0055
"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"
tezos_80x-0056
"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"
tezos_80x-0057
"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"
tezos_80x-0058
"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"
tezos_80x-0059
"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"
tezos_80x-0060
"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"
tezos_80x-0061
"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"
tezos_80x-0062
"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"
tezos_80x-0063
"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"
tezos_80x-0064
"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"
tezos_80x-0065
"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"
tezos_80x-0066
"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"
tezos_80x-0067
"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"
tezos_80x-0068
"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"
tezos_80x-0069
"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"
tezos_80x-0070
"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"
tezos_80x-0071
"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"
tezos_80x-0072
"H4sIAJzBXGkC/+1a+2/bNhD2z/krDsbQJUP0oJ62gQAN2rQLhj6QpBiwojBoibbZSJRAUXl0W//2HSnHsY1kfWBJh4RfYEvi4/gdybvjWXE913v6ll78ymjOZO9O4He47er7YXR9r8uJH5CgBxe9e0DbKCpx+N7jRDCAUvGS7ZE0SZNBEvtDdzAkiR+TrZ7FgwcXjZJtpngl3DK/O/tPkqQXhgGJgrAXksAPInJl81jk90hMgpREfhwnaP9BGiY98O/T/tmsndPw9nYvnUGQxnH4wNZ/6xAmLS9yKC9BVDmDM06hqmkJ26D3Bi0KloOay6qdzfHKgNYK3k1aoVqoaXZKZwxKKvAiYceF/anCm0PIq3NRVDQHKnLgZV1JZXo3gtbNvFKmXLbCFJqBp5U0D1MuG2yLPgm42sUPzJhgkirWmHqeM6G4ugTaYEdZ0kIXC2iqSgBdDK8lc6EqHAaYlEY0VYaX+FlBKzDYoXIid+FZVSL/fASKfaoax3DR3R1H1plD81wC7kfXxz+ChXPeqEpeOqXh3BYF7NcSAgIkHoXBiBA3GqbgGJ3cknIxuuLPxUzTWfKf8oLBy5U6EOx8We26LmwX7IwVIwgS1/d34C8scys4xvHNmrC1DrB90WGn0/xnb16VzEMlT5n03GvtvOUQHxucDXdVgXAUpu4wGawrsE75ajly2K4Zk2Oewx4sx/6iMG1vRl+twIlm1a3/djbHehR1cvDHm+Pxq/3D168PTr5CYM4bOtG7tKgy3Ayaky7LqjMmLze6D1w/ShbdkcqcFUW34lxwxWnBP1HtCkcwqSqFnpHWtab6nULqoB5rjgo/Y6M3srxZFrvAjStoMZ6gFqfjM5SSU1zo0bVQPeHdmpqp9lxtph6azdisrTfhwrte5R04uOBqhFs9o2i6CkfIWK15Qd5KrVRWMCqctobtF3pZ+43MvIJPxkYhb4PHuJZVxprGLYv+LhRcMAjTdBdw0STNkHsD0cCJ450RvBP8wtVfY2N52+b5YP/Zs4PjXei3Ajufooy+h1bmtQ1uToJRYEF9MSDSdBokwJQThb5Pkv7Oin2O4EBL7oZa2DdunU70CN4yWfKmMaoywXHezIQ9Nd/OyRwbvaW5Yx5Hn3+Czy8o+rlOzmhlnv5dkawSgmVKa4LkjihvcKDJJdSSl7hiZwzdqDFt7ZZUZzpmjlsU4xXnaqxv3Kyuq5VJJWkars0q8Z0whGedH57KqvxaSXESrAtKHTzsHTFHdlTXOGXoUrSk1eX103UBge8Ewy8x0dt9VQjZVCbwv1EEIYM1GQOHhLepcauMIFrfqlrGzTTQisbGS26IiDdZBCS5iUZNZYPW5Wln1J2qliIGw+H6bEROEN9AY6qjmlqjn6zzDwMnGnxlz+Q7e4ZkYyMmThh946Rt0E6cOFmEaBOOC4qR3jTEKP8RT2Iwp2LWQFvb3OOe4Nr83+b/G/n/0CdxGtn8/zFA0ebUVVVZ3OEYX8j/8QCcbOT/JPWJzf/vJf8HBCZK5rS8B33i+v0tU/geU3qhPph77SGqVo0blmGjoY/J8KJRyRTF8zrt2tFWzTFXEBSTdxR2jHn1pLpgTX+1luEhodDVzVX10+Wdm1Vl1zjn0ynP2gKzTmxaspy3ixo8V7EZpuArIroKRfHssAfvzYPGsnrXFH1YcEZ1+ZQz2XGWzGRmYybOuKxEiUqjkCktGnaD7mmgdbfx38b/B/z7fxIP42Fi4/8jwIrX8+4y/qdpemv81za/Hv/9KMD4H1v7t/7frv8P8P9BOoyt/39s/v+5/sFd6l/17jf/I2m84f+jEIts/ncPeHH05hW05nXuKIhcP9ra+v3N0W/PD4/Ao3W9tXX07rV+5evMmIK2xlSPwZMny5LFK2JwLqG+xOxOhFdXp+a1bilLcOQUvDMq9dslFKrw2qjG+8U6GBv/bfz/P8b/IRmkA2uejyz+n1fytKlpxrz/3v6/Lf/D2tTmf9b/2/X/If4/9YfJMLT+/9H6/6u3OuY/BO88//P9YMP/p35k3//dC/7829qAhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFxUPAP0ZkU48AUAAA"
tezos_80x-0073
"H4sIAJzBXGkC/+2a3W/bNhDA/ey/4paHNglimfqw5QwI1mFpt2DYUqQZ+lAUAS2dZSYSqZFUHG/Y/76T7GRp1mAY0Lhbfb8HS+Kd+HHSfdB2MAyGL17Lmx9Q5mh7T4JY8dhRiDj+67xtD0UUhj246W2AxnlpafjedhKlUHlV4VGYjtPxZDwSh8HkMIrGUb/HfPko7bxtMq+MDqr86fx/PB734jgKkyjuxWEkoiS89fkwitJeOAqjNEzEaDQm/49SEoPYpP9j0cxl/Lje94NJlI5G8Rf2/Ptv59KDtAjOVAiFMTmQRbzKZFkuB35ZYw7n+JtxkJUKtYdSTa20Ch3sytKj1aR8TVfewOtlp7n3DZw8r6C26P0SSqmLRhYIstDGUccgXSdvDe+VLkCCxgWpm0vMfAAncKXNAuTUNL4d+mVON++e0YPaOwDfDnCR052we0yf1HQuf20Ujb57TpN9k1lVt61S59RT0aBz65vW81feYTmDivqDKULjuiloOP1OVuV6dcvOGos5kl12c6Of+9WcVi1+bppivtfOVGmPNBCNvrDK0xphRktx3SQ6k9SlXMJC+TnZeKq8JUPsH8AxvlKQGZ0hqR0A+izoTKKN77q06DzZXWmwjdYrG82asiSFHGFAA1+2019IWg/ZrbCyqmRn2izrFmzaM9OQuECNVrb+TcazUrsZWhqSBqerzIOxqlB6rdAa7U7SvgEOjCbzOa+R1tOKK6k0XQRwPpf6yn0F+9+SAEqUtpso3tRIbwctrZ3n82tsF6Wyu7dIlpZKjSXM6S3A2Uxl3UO5Mw5MjXcB555NEXD9x/Xfg/rvUEQTkbIPbgNeuqvAm6p8wjH+of4TCck+rP/CVHD9t5n6D4hrKgko/8MR7ISB2Ol3je8oG2v/vjtvIwRVYxcOM1I6FCIQa6UKvcyllys92VBtZC+0pFKSOntDBcPU3KDbuS9FKiHKVuxuxS/uzoLMVCvlXLXFQVNSBUmqFeaqWUsy6bEwdnmvi5XAy8JR47vuouVOfNA1vV/PmZarZgrtas5trUWF5AXqa2WNrtpy5AhmsnT4kbWnUbt2zv+fNv8nf8//Eef/jeT/yUe+/xmPhYjGXABsAfei3vAp83+apo/m/9bnP8z/Ioko/4/Y/zn+8/P/DPE/Fkk84fi/ZfH/2GRXaGeqxM3u/8J09CD+JzE18f5vA7w6O/0JmmmjffN1lAQi6fffnp79eHxyBkNZ1/3+2S8/g6z9oEAPTU1bPYRnz+5a2p+PZFnCYAn1knZ3Or49DmpVt5q2goGdwfBa2mGpptSpp6PzbrjPAYbzP+f//2L+P0yShPP/tuX/hbFXrpYZDj+9//+7/R9JU97/cfzn5/9Z4n9KDpryH8C2N/7f/qoTXDqjn3z/J0T0IP6ngv//tRl+/4N9gGEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmH+r/wJ+RVKaABQAAA="
tezos_80x-0074
"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"
tezos_80x-0075
"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"
tezos_80x-0076
"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"
tezos_80x-0077
"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"
tezos_80x-0078
"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"
tezos_80x-0079
"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"
tezos_80x-0080
"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"
tezos_80x-0081
"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"
tezos_80x-0082
"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"
tezos_80x-0083
"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"
tezos_80x-0084
"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"
tezos_80x-0085
"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"
tezos_80x-0086
"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"
tezos_80x-0087
"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"
tezos_80x-0088
"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"
tezos_80x-0089
"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"
tezos_80x-0090
"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"
tezos_80x-0091
"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"
tezos_80x-0092
"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"
tezos_80x-0093
"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"
tezos_80x-0094
"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"
tezos_80x-0095
"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"
tezos_80x-0096
"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"
tezos_80x-0097
"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"
tezos_80x-0098
"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"
tezos_80x-0099
"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"