Last Week’s Work Review#
Feedback from the pre-confirmation meeting
- annotation process is complicated, a concrete plan is required
- need to know how to solve misinterpretation and quality issue
- concrete my research, get the timeline and deadline for each research steps before next confirmation meeting.
Annotations
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Explain what is your purpose for this annotation work. what do you want to prove? what is the problem, what is the input and output and what is your solution.
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think about how to design an annotation protocol, an annotation interface (tools)
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You make some annotations first to demonstrate, using IGLU data, NetHack data, Angry Birds data. MineRL data
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Maybe think about the annotation process details
Readings
- Read related works and papers “Linear Temporal Logic”, “NetHack”
- check this out https://ai.facebook.com/blog/minihack-a-new-sandbox-for-open-ended-reinforcement-learning
Spartan
- take my desktop back home
- check how to use Spartan resource
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2KL193ngiqg12yJiDH4bw+D2Nlm45qLF/v/qafJrxuBWcpeaKoACuOYOWAlIK5SiIofGzwRhcZOhHR3LtmKaM/j9J0y2vO9Z69ZqP4Ko3UkYrMUjhhz7ZYwoArojTtq8Z8IRU+vgoQ4Ifwdx1WPpqrfP9V1YwGfxksUn3xeHhxFPdHc8W2tq9TEbveSYZWTFtFYbf2acHvxxoXUldTijSOQFbN/ouqQJQPfvOw70qojwJAPr/baUqD+9CYFgc2elKemRobbszsK9G8FWOXHHbbd2AUxGzOvEH/UBTZJ7ASCPrK0Wj3WJ5chXZ46Uexk7vcTr2lEk0XVnna5OJ7cFN5i1IAFh2N4serKuTLqqRMBJN0rxBVmQUjiya8EpCCo29P5q2Z+dooASDfHVXJXS36zzuNzyWEkXDtvgAdrt8dEaMUFZJSD4aXnllPa7LJCnor1rsHjRiAcw4KKXs68rx+o9BJzZBV2XiPyliPHBWEvGO8ShRCuvk53MfVwogxMfVBoPPGZDYgvkiAEeQFMxiN7AMVcnwWW009zfN1l3vIbM+vb+TQJ9RdSq8aAgPZUWNowsoUryAzo30UWp/M/W+Jbp2Y69Aw/4a1jS81aE1BVNSPRFiEF7hBrj1CDqySPcUNlotb+N9pbm6wh3Rj21Amp3vPrZOVn62TXx6HZF18sBSBH3UpncrZEX3brJDSDQARKBF9SBSpKHdP5aqcJNJ1xNkFgbjvCvS8ADxie22fi0BPmiyFgFLlpmSqnzzxF3gnLnwW4MKtyDIK//7uFHurKiebgunbSdrM0ujsAIlfXH3zFUUdkeWLBEeYUcdDlp4vdfz/6oDPOLwsnCzXY3w6hxLodaPWRwK2EYfQBGM/xnBOUcTufCWMECfDPvfR7lXIcJf71nljML/4S0BgierPHooC+lIypCwbSv+sXojhaL4d2bsFPNO+r+uemFVkrRUJ2zhjR2dc+ISNkN1SLNx76A+Yn9P8auFUdkL3Q7/NqH5d2fH2oBfYlpjoETWigUCFn5Ah8BfqfDZCKouxVnE/ut9ig3tZ2Gv50Eitwrr5xq7Gnsy9Vk9MXUUf5TXiGbMIXRkHIGnzVXqTSUoPtm9KHimZHtlj/qj5Wzp5NfRXbc2eT5vHh5g9EoYIOfA5nkPHkdh8j9ng4l7YSxdu9GivqUMZJwMXM4dmsIU3jHDf+3sjxti5kKgrz+O/DLjBiwkKa0ku/j91acUdOO5Kao/NyIuNs2LRj3yEr58MeBYR93wINLFMgjFO9ENxFfv5cpmzRgSu34XMpM9nSJAGCVBSGMSuhRHrdyCsq27YX9dweYAL3uUcc00HrEDv/yJrjcRI1dnVEIsJT306bQzPAY9RwsHhJgOLMeEHK9YPSxW6GL1TfrBfHYzXiQZ7dWY26pcDfqXR1GUSIiB5XNkA7FN2dQBjl595owA6mxsT2Zn15NP538l1hbMM1ZxVKwhRKB4xzt9WCqRcHZ4vkpua91uhUwkH6eW//mKZYfR1ffJxRZ95kBCPiu/xOB3Iw3U8RTvX4YSnan5mgHcEU7Z50QXlireD6yMVFIrO6HPE9AB2U1NxznYgGHngkC4IGP1R8y80ZmhwxEK8u8kRorB+9lu93Is43ss720qleeFSArIloMNmoLn5rnC1LX3bIlbvmtYLjsBsyBxb6GxI59BNCIKJQ9fWwHZJliz32h1u07jLqvwbRUQxw6R3rqc4EB65RbmglsAafqGIIUaDKdU+9Bo+WnmH1/S+xz/dXSL5ZUr7p04F2X1mbcH6DdO9JEyocVgUIhVP4kjSiFV0b5WlrcSndcTeGe6/WNU59aPUJoefIPuaaCrYH2GRO3jFWeLthtC9u4ATiTZrRjRRcY7KjwL09fWUqf5+SekHvtz3jvXA/uk/ID0hUm/SBSlqmz/YtOODX9n95NlIkvgkVGfexNQmk7hlQODR0jnPTiGfb/hQvVxQjgh3RwmMKabsG5Dcli22U+E7bQMZEXQZENftmdamqUgNKgfb1qjDYtW4n1Hg3lqmGXoaZzzbMP/gPGCbmf7fKL0Bv7adaQ6CDso52WQC+BBBHAxorzERsdVmWLGqtKA+tUHvSHkLn5WxyWKP/cYShvHEgTIkMlPZ7m1InUWHKlO60Y2P+NB5a6C6FVhJPXLf2/nJWlKgvSE2/pIjx5FTRl1Scpvi/voXy4OFKT11P2VOzpb6Tv5SeZOwqbY8U7J2f9LrJo1KkInQhUoNDQoCrvjYz8kAyprrWJdk/KcLdT9YizjSiRJs9kWBMsbAEZUYoG8IB3OHj93nyaOD76+2qjzl+n7y+ZADhyO7xs7MQOVhT/v3fn6in07WCtHNc6ZavhhgpNyX21FRQSn/n5BTYX1Y/okah0eSwgPYQB42Di0d1bKNWN8plnaXfwkueSmQiu9XpUxmump4cQGPiOHveuiIC/G3uHEcXeJKoGBUk7zpdUtBokymt+5+Y4HJW7+IwY5nQC/XhQLBgRZH4R1f6azKts19uTi6ohWSSG4SYG1268nussqTOtg+gY8UhIo8Vp6CUkxC9so0Ekq8nsDh75rl5rZbTB2gVNwwwL62MKiRHapsyQAXqexMQY4WKjViR6rVwhbOPp7zMHfF9IU6CHWEujwnTq89M82xVEx2tqV9D/nM+P1I8EUtFa7Yt8LAlAZkkkJwW1IbQf0PV2GI6GnMzZkTRWw4W9dw/jiq6mwx0elYh302ODJLxo1dBfxN8RUoxuxDN74LFCAJQ89Hk0bLnenyM9ZuykZDeLG+EcIEBSmMAVfZQxhmH1hMPflmUpQMzzWJBD/SL7MzQsgfLMPdv0Y1h+8I72BMSq1DMHItvW26mqtRa9UWlJ8S3ljJ9Vd6ol6jPVCkwkE7SfKo99lGzDzwKEzntkVC3HwAKGCyBdkSCjrtShhy5lfY3WBSTFuW4rG+kjxRrGLKFV83VPvD152n3zyTrivmmtA4fuC7ZvnCWJTGm+QmvezOWHl+UmsxOwtT9NfVpnHBLugK34GKfDreuVWmgoJ/CtYo8lx6MtRDru2cAnvv4JSWyx57unSMF0dYLAvTJLo/M96Y/X66wHx/iagDtAoqlDVJl3OKH436S09G5AHceerqh4kbbuFwuUZj7WzADtGfpztslM5uxKX4Wgd+RtggvnUvChCk6LWE9lA0MWKeyw7SYaOfGLeFGHlOq5RAYosQJv5NjHFv/eqeJ0nuNi0YHKEWb05ZFtLoOMjIG9Yxf90wHT9QBt0Dk+bsfBcy8aSXY1hiq6xkz0i0inQrquGyDcsFobOks4dDY5AlIx1UxCMytW8nIuE5Aee8gHllt4qmlko0ckLJpH/koC0pEuR7PbSycIZHlOKR7hnAYdrw8J0ydK+U7/pwIM/YW1Lfdg/DuV+m1jAYYvHFq1OjoYmCKAxSloafQKh+U+Be7kEIpceLSXsPanbU5kB7Ro0CU+nrCbLGY1w9U72r2g2jw8b4Y+3x2fAm07VUnRYCppP74JE0X0YVdJudI4GylT9vD+ye05GulqSt8RHI2t99hZKKMC9BDwb9fmbLXN6noPLnnbJ9ER2zxqUg46wNGmwzqOAzpXT4NXlUdLXTx75AbeGWswQeOTiz7y/ZXlUzx+Ro4KCluBZZrx40oGkehUcGLO/sYG2+/8B/yWiHEn/LyJWRfQDpZThKLk4YigKsngiEvnY4VePvN1V2mbTX4Uf5kBAqJb4NQLE/jfeGKHyivqHniJx+VvCuFtJ2xarDBQUbDoRlVZn2BtFNQV4APviodfzT8ML0vvSyIX6mOLzB6p/sCJ2exAD2CSi2VWLDeJyp4Uu3BO9wyyohSLAtmUiWX8nUGPXkykJQAJ0/aNf+lKz8dGjAVDgR8Fftg5Chjeb0mLNraCeq/dtcDRHSeXhdJ+93EsJguqExe+po3H1XILeQKDVDsd61QkYxkagAwA2TJEgV5O+NSjtIAq2HdVt2C+EPhEEOtrAViV/6wAJEj/yNB5gbtvxE3CQlcYPxSC1eop84O0/p8GoclSTBe9KT9+P3Ga9mBNyeSc8h7X8m0I91md+Ox2QBGyV9sRbHS/DD0CS/uiWP30N8zLrENtXrxUKfFSOg7RxNtVrH/Nnhl/CFEe4x+yuBd/mgbcN0TMT1Vg9LqRN0x1oE8j8m/BAIdmEyTuUpxUArPqN3lAMMUf252maxnkKbOjDDpePzxULdM+DK2QdztVuve0EU+nOvUPVO0dLR+LZBz5/Xx8hs08/4ypxcTer2yfOYt4vRanvhysIbC0wrzNZc3sCy06eydLiTrDZNLcMzjI2DdWCIYJwCKKZ4IWU67kToyFGYBS3Jd9lWw8VF+YoVhIk15GO0CToWa4F0p9u2/BtOsdtysWDlx1eFsbmIEhfTBGWd1shpxtxttdzskUnIK9QC1E1LaTCPzISuH+NQCOCmGF8JVVdVULa5xRZcSaIK1Zd5HD5LRTw+PujCnIxHDeQ2MbXAC+F6c+bo/2FbaFT9qktwjmw11+ranDZUnHuRiX4rJPPSlw//mawjG73sq22M9OC5GGVoQvLmr5DGQk6cECxNkBCwWo7BgpKm4qQJadsW4nhl202KK4BYep6nwX1KFFBen8wxQq6ra1uaov3R4RiOQCj/3CJlySeNSYOSl3xjN/RRxRpssQQ31emRwuk4NnHo3hEYt3l//8omR854WROoq6os3IRDvdF24cntprH4C365H7iiZcmuS1r5AeGkf5e1Z4WOxkU/34AuxvTuhfS94sjcAcfyq7PruSzK33h8dYgt13l9YQ9IIEPSYexnh8j/CDzwrUxCPqorubyBIy5g/K5nbtZh2cRibSdRdOS1RoRukjMSuWuO6XBPvxlT6TWRK86nAS6QVxHJyWhzmPWg0jpd6/4v8MTtgVS6L6Ekk3qReVzDPrx9q6hEmJZNAz99j5YL2c0Es6e8tWkOijQs5BuUdt9Bu0lKXIV+5FnXlKQYXCaRbHiCsCQzhBezMSRXf+YODVPBmUW4cmUivGSuwT8M3pPfaDNX92JvRZ+mc4SH+0fGeI9AQUlyl1KsR9mKam6XTs6JVVz/FrdjfI10arBMGkDcTLnRgu76xx4kS6t1kSliFWa9h4mqlNYyW/d2XSUVtjLZtlti399+EwBdzsbX6sMKEQq5MH3/R1X1XuhDud+82cvfDbMKunqHVTl8Pgv3gplYyQgcdy1XWs1KcB4Zy7+3NBwYPrBanyQpG5qDrDNXlBQ386FH22GEwzGr/WGkZPJEwDvRU6GUeFpIcHwM4lLwU3eHn6qLOE0p6TUSN6Za46No1+cFYvtNwfxtxePxvw+A6SWyQNs4BQ05ELIXzambIHGiTOzUUtpFbl9JCeFhpZ1s/4Gr45s+MtiflgYawbYwQWAaozmolXjmUQ9qKavBAEsRjBFlO3fLwGWpsXnB8AuyblJQOaf40Fgw1R71gTPYpDFcX0R6BKjOtwDxmDUeboumoygf8OixXLPPkXCpDyVuguFe+kPGhPd10MDt2nveJUJuHy/9fGma/ofFAiG/X+6wCIT99BENAOOf0MMEE7q2jCCc0pQqASVq+2JPSCqI69+4NQmPDQ16FqEjxL/mUoP7Aey3gwBWvxU0kCh1hIsTnD0b7W1JTZ8X7hiwJYHPsr3rv20ThlqcSHfbil0LDuwInWjYYm6/usxgKvE1QvW9v+FBqBFT1X0M/KTCCBSVtnl3z93nQT/LRRdulvz+09ImbTBrQOL/GVOjgEpsUXaVKUh0t6xdUM+0VEBLOMGPksggXZAv5JH8TbhKwTCosscDhje+8aJhNJ4k2owxd3RsefmiuntL9j656ELwE2TVIxMgJitn3+YP2UA2xwn5YIwHd9vreUdGvMqScN/Nd2BxZyLK01nUrRWdaOW+NUA01m5OYq+4z5/yRl0W0w/zNF5znrO9LBQS3zrGe++LgXgju9MtWWZLEwKk/y96qJg6JM5HTGsu6YhQDsiwa5gg7FVHBSQjEELzuvXeFKQ+LhBWYkIIweUuw9fSJRy2T6KD3SrCjz2tKhNQhkUkmSlVl0qu3aH5rR6lFZqRvUKMEMToElbaDdeFPSNlvG38MLYl6Y+D46mYj0fheOu/aBijchKjG1SlKx+dkW8CB3ECgGuv7LyR/mLi9kOADyh1lbI4OfOWoBz5CEt0mUrkghufi9lw0kmz3ymy1+5YYGwmgxZ1lb3bXKjdq6d1mARKI+EN9vpCBRzc2oNp8JCrhn+XGA6zLG9wT6jW5zH+Z1YZOTgDbCZHMuLYZOLWCjjRZIlK7I+7SgfTNw81Xpz3cpFjyIjgRYH8yrZEfzswEsO3UYHjQFRIxD5kzAiIpbi/iAP5VRmJ+2hykeP3Oqe5CzKNiJS+r9fukg31JKnRBAHtp4vXxb3/dhMYUAvgEePdSp+hUs7R6Hw8uuvy9hpQAGo7dg/oIV8TQvsgDOjKENr15/aV7sfFCwVU+wKkObg0tophwGoz5B6GatJqhubO4F+Jh/u1ULr0VIhBT8Fx3ue2cvZwGTgvLRraIU/WpkGi8BC3n1haxGrj18A75F9gEqOYj9fnNLcO4OqlB5sLQJdtGh+1/5ocRdSe7F3CQwOugvnJXoyiNdyZTAPa2QYeS4A4eYB3HBJguMYIFFj5m+4UehWuF9HVziMr9q1IKIoyLAoW7cXuqWcR+nrchYbzMIRjIXUn3dRhm7ELrjT0fCpHVSUihKZJA1ovDiw4tM6To9I7uaOljn6BkUIas45wkwX1GHSzrjgsRANYyNh3boC3MuIEN/tE3BhskPFGGFRasrwzc0gb8mYj8hfd+WCCIb8rRNT/+0K8SxDlNyisWc+NnxBNA/KQ2dezbFiT+DA3C+HfJ5o+dJvE4p0b2E0VucyWj03Bj37NnQQBFT2mHbHbFYLvwS8dSm0Aj8Dyj1yzwfMqi2J/ARSAC5isX50d0MXkSsvUipDMsEGp5yvhqg9+0h4d030KteH8vSAzQU0E9ytQlLz3Adall3xsCrk2IFgLKcoOv48NLFsnS98nIHuNjRJB/dNXVDM9aHlH7qvQ/VPdvPNSFknnL5Ey6H0VRPvbxStLpeleKSb//zFCvxz2wcVL0qetWTgFOQ06QZJXYaWCPt45Xs+vuXUdJLzCJOF6EZclNoqwtrXm6L2KyTZIvvRy1dqHrfGrJLTzf20BYMWeNJ/tgPebA6VN3lyKago5W6dHVcbHAJmJryJHls+QcMeB4cvJGJ+XrNOyFcno7/rwPrr3+lYCTl4pXREv1r2hBaDHy3b/8v2YXY1g7tHFlYvqkaLq9g3qWIcVuKAHr9YwTK8PqJg/uAnWFlXBKyj6eR4VUZExGZr+zxxC/G3MkZynsRoqLaMRhkZQnaA5iwVVn18+fVsv3PV924qT9k/7SsPwD+5SCmGnJq+rsT7d59F4auQ+1KvknhXPdSIYzOQ6XrMUn4fohWGmt0qCQk7E1q7FUby8WtjpgOq1jUsJZMNTYFTSeNTgvUBc9VCstBNrRAmKAJdJtNRu7QjPCN4dDDKAQsal6fZoFciRdBeJr0x/zii0JAgESnamGf8Z2wNLByfN/OEcU2lwwB2R3JZeESW6zw6N0UAYiR6Lba+yJbaHQhf0ugWFt/eUHhSGXT//IcTSxT4LnuMSrYNdK1fTslgKHY22WYzunnsyZgL8QUPJfNB73XFJQKo46Lxh7TUA1xgzk+0PXDRrK4wnyN3wIXfjr/vKYy233JfYMrfrdAtEsoSzJcFK+1lstj/qHhJ8GekqfJCUq+6kaVmxboDphGUys2yFn/MILztzHWLt+Gqcqy5ivEmRcQbLHXJAY4UH8rKlEJoNRhM5FCuyhuvv58bYs1vOuMxGuM/nY60lnPnzMTGlpbUMxwIE7wRKMN1e57quj5x28Lc5A1ZakLlBFNivbn0ityThuY8XdtZt/8mQHs4dyaWCtoG8D0isHM5+dDuQ6xO79D+xfxDFtT8kyS3DHC0ZPExQ9fJ6wnoGji3zTN2e8fD+xQM7NOGAMc6dyErYMYLqG6ZQl5Ok2fOwUD369nr5IjOf7n9ssycgQpMv2o8SJ38mmQDrEyBo6KXIr1KLscEY0lKyXwJecUmxaxyQtozyDN/71Y7BIdVM4cBHkIj3Eov5G73wQwy0g2H3nTZpX73QTbubiShaPDyDSAEICKYxBC5vPHJIvLNkZWNZbbizf9FgfxtoZfkhG0zflHH/eE7EZT6JU5IF6DKWSP4D5iTePt8uRuiMcEsWLheoZqKFhkWL5yVrBY6FjjcjIMURwh5mq+CP8VpQ3+9YbySwP4ZA+H89Jk8hWwJSHfmW+JEkLnyi/HtGzUUOio1bPZK0Cn2ZL2ATJiz2dNVE2vlbjlg96GJsdYhzCyfEqa6SJCCf3JpqlzwDM60WIPxgHjD8VMVk9DZF5kmD7UeWlcA43LaQS35Cb+OgKecZvYx6aRAS/MdbnKEDZo+wr4+vRif40sRwp/v9tuVDHzM9ldcuvlmAM+ECtwQFlzF2uUkaqiqpE0EYJfFQ7YpDj7jieTBWwVlygsHvofEn9a0adMS+wMuyPJtE12kBUI+d/xbP5wX2qh4hM+jD3LLRrjmgDkclEX84W67Lxn1hwbEC+62hVI2BdnTAW1v9CG8uXU/fbE7de/hkSS0ns8v+Ry+UbrZz+3b/bh6uTe9lvoES0snoKHzjqCEJZ69vhz02RXrQkTPFJx2QL+03WUyqraaPod8oCQRyQFRQv/sncv57fiPeH/MAz4fNHtd8VaYr7cIXPs5ug96H23l1KuWpvDsPcqehPeMBf2dvNQMQfQIIJL6c7xk1RVbQpunsKasEx6jMQiXnXf6ynWHacwwlkbB1Erwca8SwW/UsnjyHAFWhSQaoFUzPpPeEOXpVx82YZSbS2mvanYljNfZ3b+soZsoN3CvtfafzclQlNFa/08E33fUTkZmMVMdLJeNHGO37n6Gnpv05O9vK3zxeN+EekGBtkvrOlVgFn42yXZU7ELegblKS92KTqDQzxcXYniTZMUaSrExe5q/2ao7sB8BIpuhNoTAMGepC0H9m26+zWfZ6kdri8DbzZLTE3uNiuvLe6JEw/uLRNkEnG53rUQex04dmRi1MsfOrgKiTf313ITmYeroIvEFyXxH/gX2JgFp2IoVaysZpfiokzKnigSvudCeLk9je4dN9DEeEM/R78OeoooasF6oyOSLDdUCJQDMt8/rL1mA/THlqyOmmsFEhcmIArw09J/t7NxTeifyxSZQy/h3JRs9ohJ55ODMU6RBV18KZagaO/l6I1aedARgtpGbL49c9rDMyxqZ4pp0fZz5IL1c6cqcYUVpwqrnOB97AT2t1x2DJped25pQUsgIBsemUqyOKZjFMw0Ww0VXrkU2xYcIMRzUpuvIYDgzlIgnzatAKeucdZJRqYjMzo8Oovs0GFhxOAeAtzyTQ9A0Ud6zppxTYmRAnfPHI64ZwWDJ3mfqCeTAoHlgHSI61l6b9Bwms0EnvcGvixl89S+x2fGUKRLRm002S3VfJhT64N1ouCx2l48U4tH7eoriYn6TDR6JwVG48uZVH6xByN9pwOo3WTbm1Tj0l5ZyeduTd9OckrR9nLknKVWo3OTb6pUqI4N/j/qEyRbsZ9CrpAbJSH0wA7X6INAyzd2XEz4I2A4XF/8M3/wgCLm2b4aac2KuhIGAAdz9Bw4haW2jmQyWlqkzgaqP8wywMqfeyeyJuKHsAv6Tuq0MPknDSsOIunjpLLuVo4y9l+t0hjAZ2IYVe1DZ/TpjNnRyzYlg17e6DGscVtmG0RRLVZFpJit4SxR6c8CvLhS2cbL/nNmUn6OEIqZy1qf7lIg56pJqntz0dAw7evjwZrNNY28N8QtwtRXJiQYfx+nUNAhpxYzdae/JvTuNI3BxGW5skWH9ibKJQY0IydWLkw/VnODcab1U/UYkmhK3PCB2git8RCTqA1pjQXbWO6lPFktkdTg0ElTCWEivpuNgp2vmMIQer3dRK0/+9P8n42Sa3cUb9oREApQ07iYj5q95zOOWrtSOvCmCD8EnYEOjhk4JvUwC2ODCcXVh4n7cDPBdZuC7LXwIPDgbUvwbdFh6NMiTZbXqwNvND9mqcHgdxqZh1rpJDdRZo1hnMUTmpMNBr9dswfZZ6xU+RMO1gV+nczL/8AawcUPuVfJ3WnY9vkxt5ahdnmR8MjN4LxCv828gxAP/RBQm9Jr7Go9UlbE0Zp6C4yvib+Zs1mqIPAPRItbYOqXEhbJpsd3UBTl0oiZ4EYOh+mLwq8f3NKD/dDTIgJybcUVyNjj4bkIzcl33bAWdM78L+WggxL2ryDbxMSCLO5cW9cSOT1lJigDU3lthyiCXa86t2nbBFqbVUcgwxrJnY9yBKbZ5Ab6YlSE5DKBAZ6+H6iriuTs8wVZN2oOTqEimwX4D8FDjQDoMzPLhfoNVEyPy0MmhvPx0z7/fxTwkSADL6Rt0QjtShfgoP9S4HCx4EK50SPwB6R2runbV3TMV2DqSAGemGF4Mm1spRbu6KK+l4WBy3a+9Ye1bqzffuzrN62MuZy2FILR7qbY+oK3Ofy622ZUGSJPHNpF6t6aqzQGMUxqxtW0JjziBTw/1Sv3IeV1kw7DoqOMSYk31QS8NT4/sACyN+0Vr683lPXfdP9Dpd4dC4esOsodxqXpRUBbSpdKlvk32ZlWeH4/gRRaeFGDHudtANSI3VsoRGTCxj1eCGQIK8H9SQ/gt0lAxD4EUhOerjbx1XcYcAl+E1Zb2WkL+lCaX4YVRe3d6EljAnoD5lb6pPdw2SYdBbdmw+H6H3khR3KN6bYGTLenfliWryadmTC5yTKYk6PjBkdMczYu30d2Bvappfx4aTGfaz2JSMVzQcUEMVjoup15A3ATQoN044MsTEU7o9LVKIz2a/KHmbQLhMy54TkXTHdcJGDpWGq+Hqh84z8DdN8/2yWR3JUdl4E+5esk4SqWa94KZOv3eHThUFxdljsBsTz4ojpbnmWfWcyll89m+kN5yt1XvZOdlcHBQNRKA7VavtbR1jv6rkoYw1WcwhWcxf8iCjQbeImdv03E9E+nw0N3gVztOLat1tGg+SDT5q9c11KPTp0j/+0RdtaIU/T7QehEqSHK2ERzuvnOdDjTzlEiD9hzk4vWy/1sUUlB9WHA3okLrPAZnZb0MlY5l12ZO8eImYgQfONHd5Tel1fkp8PgW3nrJRvN4j3eN6Djb2vLITnvYXlv9T+LTtqihNSiVoHd1HhBfbI07zIOG0xof3lZWkxFyjApRucVoOg4qwOu5W24tnu0mtu3AUGa2ZDPqnsTckt7rjHn7xeAsuijITtAM7VAJ3ai9vfHHYC4UjFUg9dhp9+B/v4joAAeLF4XG2RjopUijfcJaLZquMJaDFdPuCKXz/KZZRet98y5oGJ61T0ZywTA+dTuOgvKkRRp2lSNZGpKMOppm4RUTb+6JlCLY+8SQr/tH7iOHvYvJzzKrjlzbIdwnW1dEME7SgWc2BE9W0KcCiRtrOvTLseROujauSnUvMmZu1auYPwk8rpF0CKCcW/loQKf4zsBlBNmTOkmMYmBEkTjVMaHh3njJETwqObW8vcIRt4PGKq9/53lZhZJ8+eE8k2mUs1hZmYvEUqA6QoAuzZbFyNUnqe77xMisy8RwCenTgDJ1QdkpISgG6z4zDGOE9r76eRfpnjy1MJlJ95FYI77hbjkGbw2SZwK/Pqioze9LIAGt3ID9PH7gdCAqiaO3nX7OOECGmPonWXZk3O97o5IjZHRxtqs3NDs3fdnWAvOri+JZP992ypGDEnXqVSS5C5ihntRRUgPwPHPbCgH4+qQ+ofuAHu3Xv5r/dBD2e9HzdWuAy2lGofvTDNs6RdM6e3jG/7M4yK+J1L/FtoiNXot4v0x5wbWKzdO8yyaTdwR/ERa0fhunka9N5d7qB36I8WSpc445AePkhnzRQcLLZ3eVfzf63yW8cy7xjLv+F7TKzhXZpTTdl8iEKE341mcBbTmDXcSm6UcqW3Rj4u2Vadk1LUO0/GhKt4yDg1FdNlW3qq2l6JPVApq/b+/lWvRVSxwNIykJRbp12FToz0DX13rtrjfZ5OFPokpcVJdfzMacHTG4b23mWojASRL6XVBrPuTNrVFWcJzS+h3sD1xOyk8qrhszBPOGQTctSR2QknQANZJG/O+MLec4285k9r8efCTfKBEiPAiuTf3J95uJ7dc1xjOzsdqWYQPxrRn8/mOPWGs41NBIF47TgibEK6nrnhym8OkArGYWn+ccQTWa0IFKgRq2ASf4lLicsblvMP1380HElLlJG55d5LIGe/2Xn/iU2QWWtPz3pYyDHbi3bEDtXjwQITAVvmVnBq+Qpev1ekXG21Pa6/ROok67Cc14wlcpi9Ci94pt/yBi+8hdXI0V+aS4OnqtZIvqz2oq1cEuRNOzLXE49LM7jRTldfTwhTsTnQdMBE31YfV6LsUaNQAaEFZz2Upj+JZ33CUrkJNV/Pmy5P7ZjdXqG3NoK35xye7rragbX+r+QMZZiwbVX7frUW3x5N1/murYxEz1n8CWlnJmBofJuMru3ZgChj7E5cLUrh3nI5/Bm1TXuUGtumaacYhUMFJsXeiINR+JQ9njHgcbCZoyFMwEPAFnGUhzDXXUBJIeN3KEml/GaNU4nSu5rota4Mav+WsR9LP5tsfF/ed7hFUkgPczykkWbJiLVJjoQDhxuc6eNG/CFLyTzEDJkoYLYuPgHq0dfoKw2FjhVPQ2M0zjWt/IcX2Q4PcHvY19IizluLoPdW6l20DFeD1WhVPplrXNvw/USklVzWPGBI+vvLzzGH6ZLNfB+w9vvbnmQgUEdjUcKXPeB9/o8zhCKIGMLSN5tTFsD75Sdx0m+PI2eOp5V4gNm4PbWBhaoLeOXQR9+SXVJ88fjZ6jgFRZG4F3J+tTFyEmObGwGTkjvWQXmY3n4osJWv05JCp0PnA1NU76jx0zaMgWypmUMm0SqNqJs0LuzcUCkG4s+uAKuxF+Dr53LblEfFrW3KRCVhD9jtR/2TLi8i7EVsjEwPdyD5fwaOYE7jHRy+J6UVTg2PKRR1+vPbpEAduDPfK/lzONPlInq4XFBLMo1j2PC3Twn16w7vvy1GhYw20gn1hqgkfXCcJpYGGRI5dDLdoTyISnh06fIbh3xC1VQPSMUeyR6v6EG7djDeFzKu4GVwhCfdN/t5xJSmPXYxWc7GeJCWrpqgDx6WLW6nqP2lBYx0JZKpqBPaEvXY3JSTtdrZxIch7Q3ATuW7JVU87gDKHOulSMNS2LsqnoupcMPrXN9gh8VlS/nKZdn1G+JyLcGuUoFc6fIBnvxQi5+LlLFs1GhURGNxXJ0A6goGM1ZtpgM2/Pc5Wita0wo4sNeIeJVJMEAuh+zI3elM4L6EB2PSB7Tx0QHuweSp1VpECIiiKeEkM4ATzpMEQ1SbfavSa2JOVCigKB0siXy3HRgSBhcov5MEdJ5r+rsHQ9AwErygerlLziTIzqHDamAyX6g/16wboUddEjuMjHNQLtH/2i16Ch5pHtrALuYAJDWC0mCE41mbCdb/+jpnnS3Az0VNFUATQaH/sYo5mdGRZAs0S+7ZephLlIRNY5v9U/Kdm2HrIW1MqTN1LojwHyjz0h5YMLEkKVmmeKWPY3aSOuaxf7AQAxjiXdmsBPoby5gicRiFafEyCVBgG3S1yLtO3ElUOCVKEDa9EFq75Pn+ISSOnKm8qWUhY5xtkLTCMOxnBgkx3OZeSW/7rORomkKXc8Nf5804C5kRi+ZJKULLhQPbjWuPqBN5mfacFTZCpYEEDOa9Mk9673y5BwYzFblvZe2t831TJSRspy9saPn7Wh4hOj33nF3pK4EJBtZiFMxzNmq9QcFUbYDppGZgCQ3aB8+QsjuugqF9NcpFR7PixZeU7aBu7qwgT04hD4kKj80/54ihx7UUGGlADp0cG5AvMJhRG9oRdBjOc258lcEnu1LkYWg+l053908RX8vBiH+HHZCjolYF4da/25udDDW46Ck2miJ90SL0h1gDVxwYal3KKEgA1r3cBw6Wx5k+Y6pjKc9mMU+qzkUx3YVj2+bLZRTNOd3l0/83k7sxaCG/RPXZ1nkFGNrHAuZe87GBVGGEKDl1epex4zt1b7rpILBGiNB1YsDTBtBt67pJeXCY7j7nJ+zVG35CJMzd8e6m5k6Y2zr3/EdCDj5GCKd+1YcXO++NXNpiNVkKZMlaOdw5YhSq3eqLrk5ljPYjpMpvIeeTmndk2hbb6lqreNu+7AWdYZPrkFE5O/zP4QPHw+8VHdZrr33S0JkI30h/+4GBceGmOQc2xnskDBTbByPFP+sxjM0R2S2PKT6vcHheFRy2Bv7ik5qAQU9Md3oAlChwQt2t8zcoIK3wzD7TV1KkeOlg0+Y1XfB/3VhpnhmrHueCiQ5HTKXAsjleCeRHGOt2bOLpsnqCQGow7rpDOR56zT3hRQb93mPO2B1+0UQeCTS1C5yOIMhVgqocup5/MDGC53kz+Mppn2FWoC+KxGN68bNqoXNLKuh5BfqCMuF+5QSTLarvtwPuf5lhxc6NwXYRLAz6b9WKKKTHGN50YuiDAQ2BzMaNdvBrHKzulbhujo7U8luQ+5yqSlAqiHl5uKKy2K0CcKID7G+M86Rf8RAzH54sMTHl4gUz/Pmmar0VUdx5trwCwxzrgnbZudkNwjDrGIp3EECEE44WEsKgOS+cgkTA9el5azqdF+PFtawOLV0abfZscXiygdv+ReLbPcgB9LCB1SjXoF9z/RmmdU5In0kl1KAAza6kbvdxLWi9PdTxdM6XcCdufzzvxBQ546z5CYNraIqR1m4kX+rgHP6cB4SAqJpNFc5WBepbIB+mFpPJi/kfypj6HKEIaadK3jtSBtYcnh4MACoXpcLPbqaoovuoOO91qFhxp0aqSyyn8Vj4kB/cYP/RcUVKuEsGbuYMllVWTtUMy26svQojHXLTCRnJPow6+cK/ACeLhXm7M+SUirhksH4dfWyS7qYrOOo0xbhmEjoa8EdYb5A2xXNsp2L46XfrW5u6CHsG32HCZQdQrj/C71Gj4rjR2QwglAkQdCtGNh0eIp2I1al29USx29cb8CkH9gcXPkkTriaNp1bDJmoN8NWLCeOn8+pSIhc3mpAEfeaRSgVREl0oXoE6MfgYuyAnK5uYZPZI2stO6Ta7eF+GrR0xGn0juU+KQRLO8wFngb0T2MWSIo8y1yTh9xh6G6AVJtY1JdJOILjyWhi8w17IPJS2MRb1coOIxVdWLpwaJit4yNHtO3Z003XEnp6WMom6Xd6u1iKs6Y7WRh4NvIJkqg0Aj+gVgTeYq3cUCkxItBQwYcWf2E+mm3fkFU5Qj7+hbkt6g10Hb88jJ0jAnA3q08C7JAXRrQoJr0lxpLXMjnaLseXWl1g3SiQBjaSN0IxzfyAp3ZH/R8knVzGnwkATZXCusqw4909TC8xQiT8GeUXlySBN3SpmKNUH4jep8YU42Z7TajHzoXYtzpJnet1KGLg/qUa27rV2gpzObgjDNHi8kQ+hchj0+PuIOUybKP4TzS9ReQCp3batWcjBJ2JbJW8Oioht02hMRf5eX2+4VlwZ18TeB4yzi/e53B/sLUtJKBFflxpLEw7aDdF4dhNdtioP5h4/lvmZRktvvSc2I7O4wdrAvEboSYBfUzLBLp8NbLxRfPk9F212ihYrnjqXcqVywjPOFEtIkBU3f/WDuMgZcyNsNGQkw5dzqXyCyDiMEQC+M4/CRrYvjn4tuqoKMVs2ol7snEteSkTRk3Bs5Wa07CVHaHLZgl1a2YNNBs/PR9vSXNY3R3HLz5RprqiIv8xxqOrcf/5Cp4zEG9gbqZl9rtisyu6+HMESAsjMC6jljXH4iPIvwMy5/O0zNnt1GgZvMHOEXZdvJTGVqix9eZzcb/kH4AEIo4JCwl8h2q5Evo9EV91J/Bc8BmYu/q67Pws6eO4/0gz92NPlpraMMwMulxXDEXdmXiQgVgnvIavALcskYXX1D2CvmOpXm7Uu7jKjGlXm5W0nCGolvftbyKtT1EeGQeDt9v9D7JmiP6De2/yrdxa0MZawdZKIRD/n8vVl5ZkVARkFFSXQ3UC2N6u+3N18Q8pAS/kUiB6MXhRL086N+Xm9H4TA3otjdT/ij7qlBxYFa/xfhaN7w+Am6jVaDDkVuz1Jkm/j/bHRn1qgbJBCtuUzY2zp+3i6Zgv/H/GJumOoNe39IJXJD4bf/egIOhIIkmQu5G5ZiOn5972BtZtrUIG3KZZjTmYikon1Pn06zJmZkO8Oh4JttPIq/fp8URmoGncL5d4SWvnrZkgdJG1eBUVbuTI/k83t2/ReOIqIV4nuAoGfVJkuYCo8sHgtAVH8bBPxNjwfu6OCxKvlJdGaw1gl19Ufq4TmdFrekquCYmtIBjOkKE75UB0bUxFtKT6YQfpUdnRm64KuY4v8snJEVtiDQwAcXf28sufNf7mllQtaepSxsVqF0wLJmlrzeIX0RDi1+58+64g7iWNqo4qUTB4dszP0ISNS9eWjHYghbctljLQtYAajgxPg7jCW4wZf7sz3NJGT4+mGnnjslgdfDg4ldKBHo2RtWrScgpHsJk3piwNxwllMCNJY6rsIR/JyxE8u6UjWcvMXUGDVvY54vDRhzG21ttF49hOoI6P21QKCNUJmf0mh1MyfoFEWStFyVyTpXoJH96KW8QTslksQNz7oy93CajFUnZKorPXonR7GmLcmWzH7bgf9eOea1f4EktcZ6Tqc1QJLRHJBOO7Ia7WVAP02PYejHyUUj+7+GfwlmaRcrOr9T9vJcOlwWbmqche7rLIFFBP4Dl/oHpT7utWNRIj63OjS76tg4ijztz5dwA3QEufKN9K8GE+B5szgYf1htCUqageipaYKw4v2NQx9D3Lx6QOfP8lggO/ZqWSqxJ30LSLuHJowfFx2Ve2bRov92Qvbpmg9poaATv9fiMhA/gDAcMUD9TkA6r2UfQN/SKugWbaZh01dmNFkUpYq3eeaUBSjWLRKPCfmn7x9qUdN/WbGuo/9WLGQ0zvoOsr5TD4t/1mwtsr/EjYHznDO4NZtJYpubVtRiPhAW5VRbQFaea6pcCIH2wfXx5B3mX9JKenOqvFzYk6zXj7h9XQMA3RSwy4jHTCLGhlqjLQKX/m6jJyZI7Jvu3dltacCZGY2mN5ZRUSq5NIgw9B9jXFSQm5Ebsrq8UDmF7dEBbnTqWIUl1wHO2NIALI8g2afVX4DQs1ps7UWvEc1HUKRWQ53sYfo8AaQ3NplbVNyFBOyBP+sIXYZk1u0FII6XjJ/CHOoht4xHRxigf2k3k8puVafeWCG0ztO8wkqkQS2ywL71pj/M2YkmBdY1xhkWMQH6oxWD70UJBePma2FkEXF11EGhgIh0IAd5toRbpdccDy4Ivo9P0Exg7N3wbWBP3njW8RBgjLyNfsXLWkWpQE4XTbz88GD4hnWYo7W7PaJBrd96DXn+dN7+6E63UGFIGBSyA2sK/54HryGqIYrfXZFuUsBVmYoWCebtCJXNs06+cl5aGObzfjattsRPhdEwgE2hZHR3kjo+Z4TAek3q9fKEMROduTwl8u4BHDK+xEYHvTnzsJzK1vevWGeR4LlcDAGOCrh77jrBQ4bd6/cuY1opv4gPp/Uv3KjeqeXDx8zONlxRxYkptQRoR7I2RP2G7XJIz021oS0vLz6QMkJ4X+ag1OmZdgnafaquSASeeQYyEdZK8b1F4+vlqhY30dN0s1tNP/oxjqAaqIjzgtIQy7kpbS+oFZGWOvzmKAmjLFVPImOxKJ4/ECBwlb+XtmbS/SpLzvcclewRdOFztW+XNTbPrixVfVOZ2tY0+m1svbhvCmlJi62oBYT1ppDclCMy5Ti6SWY8Og04IzcA5MrJNeL6s4SU/KXBF3reTmH8PMfPq7FCS6PdaJdhgnfJGxJSdRegnm8XyIsiafBHN33weqSOm5updN9O2EmCEUTUtgaTcv837jhm9b38l3C8eDBg811LOb5/MofFUywUb7tPEwfCk26FjM2K7XgGniJeheRwV52l6wkqVrs7vq91eV1DrlvP1/uKhonyAEucBijv8KlaMTDebHi7CToEOhnghk6TQk6g1CUSfXZaWJyv8Y3rI+x6rS+MortReG/4h973Lg1zRfFtxaRtK53yYYqgmpj7cGCJqTGc8mL/a4dyj6/AgMqukH3DzumU/N80eUa7v1XEgxIrx0UmQ1EnfpgZICwwePj8FtxexH/6ZUUdpPl93qJ4C4MPNrmgjkf2nj07IX+damdvHAMrrPCjGLpm7WOfn/Gfoxp0BxLP8gZf0+g+ALhREQpe1DxifsCfpzU/RDP8R+bU6cWwQ2IyAS00CcG+GCwi1u1U9khV9Ft1E5SVyDto2y0cllFPtJhlZS5GR2cKoJCF+3w6KkQMag0he9NhxauQDQZX/lhMz1DdGioqFEk8MZMmWBqi3AlY20u1EQjaERE34/9lAWznKqJWXDZ8hnmodRuMHSn65PZS/SsOPUlRRH0Aj7J6EowHVXI1iU+/ER4p1RBC6vzMummdQ5DXUp6KaTsBEspkbUXg7U861lWJdPMYXYxv0MTPXEXZdtjYFN8PewiHWJjbkGK3/OORRF0p3jhKp30bW8oYHHW8LDjiYFn3/t1spJHyYlDjvMiSfLrfa56CWout6nsEP2W6D9jhjOafYOTxEMgq77KsHCvtjoC9wk1QrWo5aALKMslLb6uKN9hDNh+vkj+kit/4sfVhxlPcnIhnT5SHIm3qywtxvvmFjtyBP08+URSUIk2Ct0XDl/NjeLtxrGcCYU2xgSBdQ57OATwapjIIuW6auHhFsIY/CAmwgr+HNpED0dR1ooXp7ziy5x6ulCzseldRSjlulhJNYEeo7l4I8wLRLetvGAavLpql8W+7/1e7C3p/JdvUlbkvchEY79Sl40Ii3cdKaCTASyGWVgcp+NZiycvQnqB3ClVcsZZvV8MoAn+70m2s2HSsK7gCj00WjvmPFGHNTVFPOlWpQjXNhoGcPaQje9L4Ag1qL/rzE15qMj+zvqfzr0Ty4pnut9FgRbm1M8juEBe5+347vvecBSIAEnY69PizT3Do9YMlSwdigLmuGsvrQ+FKb01yEVFDGBDQCsPCpcDdusbyVrf7LLKAsM2GApBBZLKhTmFoe65hEGiQ0UcYvjefg6VhJd98IYQcMGtTkHs3QdlF4oub2i7e9P+7LC8WYGM9kVmFYCjDIoccG3tFtwD1/FwzIRs5KDIx7yBMnhCeroalD+PHULseK3U/nfb/FHQ1ksVaCW1gM0Mo75pkHVtephxNF/JFw44TOhx5yVvn3/OgjaBHsvNWO5ahxB5VqoOmg9R1j6n0sVKvA7T69M8uZd2vyqYkBCCqaBuED9vMTWcOk4nF/rZshsfsOZ4Q6ncnsBn2HPNzaGkVj3Bf1L/gKIny9uw8px7LrpOzgKe9uRBZxeWkQA0Q37FvFAAM9MMYIRCFFkfk894ViiK7r2yCf5PuVHb12bgF3pVuNPWdvcI991d9dbrTveLz/W8oHsSy/DLTTCMJoR5sm6DDVNHCJbgEtghGb5xtzEkLngrKXsQL5vMA0moEez7QXD/KPvjR5CiJc7zy5nygWOtplWMo1K8/VZgxfLCW0ZODFaN8TJWfLE4j36Q3PBLD8HGZuGIcGdulJuZUDhde4hHtu+/izawSEiHsz/RPvH/RM1okt63JuDzTaFqlBwrEs4JmY/HqsZrp2kzUORKZGXVRNas5CoRJx5RWP9jMv9iPjcheAxYTu72ihBw/O/Sv4v7H5FXFRia7sa+HC9AaQI4qqcXN3pcAWlg7k7fssCOZGJllyr62ZIap