![2-[N,N-Bis(trifluoromethanesulfonyl)amino]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpEAAAaRAE4pjH5AAACinpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/yhGfF4PNNVVIFbWKNKntpKWT9m1yiZsiBaiA5vLv9xrcLkAGgejYx+9jG59je3F7yvZ0UGWVFnlsceZYpPKk2Kb5LrZ+Pa9nkXW7XCQQQZhXsfVW1+83tn08HlnypjJ5KnKWFJnVtt+cqrSjObqsKHe2cBxu/3582DTMLM2rWuaJAlWlN1XjfCgSWTez+M8QdibLQ5rbrdzOykPb2x/h6Ndhp2pr/fuWO7StgNJrulf0WpSZrOkgHIbX+UY7latS1mpLL2e4Xebh25eLx/si+chUXqOoe0gTud/U5UcCR1bsVfKBzlD4fh9bGQcg6yJblaU8ky5pt+QkBUmXpEfSJxmQDElGJOckuYM/2jkEHAoOCYeGQ8Sh4pBx6AR0giMWe6Un83x+V7G1pjta49nQDzxPqH0+T8bXtq+xrCK2ZoIFQejRjDPXdUNCnTvaOswPYLEM+OlqGMIaY8TGmC6MMU4DGmPasIBuI4nmMFhMB9/qA/BC1MIQNZcJlyPBzphcwHjgNII5DOSYEgUsFK6WB8gXLY/g9Nnch9Nlkd+Mhi70LH2vnXvvG5qqab3ajxnRjN8ZGNG0v8K5XLwU+faiSOk2tl4QEy35qV4rYUJtUVFuVYndozvQ0ktAdAGdGOOAOwC8ccAbAP444HcBnaJfgLgGBAMgHAfCARCNTynqAnqzjAPzLtBsrS9idY3Q7Z3QNVtxgumHu9m6E0wv4u1Wn2B6QW+PhgnGGy7BFOIPlplP5Arvxb49rMajz8MrzETG8OgKM5E0vJcE7eE5sR37WRDpw3aC6WdB1B7OQ8a+ODPsz+sCxcFVYl/cMzZu1+VfZ60njB17w88AAEiZSURBVHhe7d0HmBRFwsbxFRFUVMSsGDCdZ/aMGE851NMzYvr0Tj0zipgTiooBRE/lFE8lCQiiGBFEUEDBjAqCoiTJAiJIzqm+fWftnp7amZ2ZmrAz0//f8/TjStfMdFdX1Tuhu7rMAADgoMz+BwAAUkGAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAlosO1ZSkvQK7Yba2qBcWPo1gi7M5Z1QLkit3WqlpQ/DiKJYKOiUJAOwwXjnKJoOOiENAOw4WjXCLouCgEtMNw4SiXCDouCgHtMFw4yiWCjotCQDsMF45yiaDjohDQDsOFo1wigh23qgXIJbu9JVpQGjiSJcLuoIkWIJfs9pZoQWngSJYIOicKAe0wXDjKJYKOi0JAOwwXjnKJoOOiENAOw4WjXCLouCgEtMNw4SiXCDouCgHtMFw4yiWCjotCQDsMF45yiaDjohDQDsOFo1wi6LgoBLTDcOEolwg6LgoB7TBcOMoAACcECADACQECAHBCgBSp6WMGmIlf97L/GSgqasNqyyhOBEgRUofzfqic8t079mqgKKjteu2YEClOOQ+Q4FkZyRYkt27tatP7/n38Ops1fqhdBCgKarteO1abVttGcva4WdWSazl/BXuHqlqQ3PeDnvbra8Czp9urgaKiNuy1Z7VtJGePm1UtuZbzV8jnzpS6FYt/M11v2TJSl51uqGUW/DrOLgIUFbVhtWW1abVttXFUrZDG1JxvQSHtbLH7pMe1fl1+8fqt9mqgKKkte+1abRxVK6QxNedbUEg7W8zmzRhlOjbdMFKP3W/f1qxavtAuAhQltWW1abVttXG1dSRWSGNqzregkHa2mPV98q9+Pf70SQd7NVDU1Ka99q22jsQKaUzN+RYU0s4Wq0kj3vDr8M1HDjHr16+ziwBFTW1abdtr52rziK+QxtScb0Eh7WwxWrt6henVooFfh5y2i1IVPK1XbV5tH5UV0pia8y0I7mxVC+Ib0f8Rv44GvXi+vRooKWrjXntX20dl9tiZaMmHnL+KvVOJFlS2dMEvpkvzOpH66dJsE7N43hS7SLisKH9H2rmzMU2aGNOggTF16hiz6aYVf59zjjEdO1aUKVTFvv15oDauth5p8+VtX30AseyxM9GSDzl/lXzvUCn5qMu//Lr7pk9Le3W49OljTP365S22rOpFZVS20BT79ueR2rrX7tUHEKuQxtScb0Eh7Wwx+XXSF6bDdRtE6q3n3TubNSuX2kXCo317YzbYoGKA3WgjY269tXyU+ab87epiY5YsMWbECGPuuMOYWrUqytSoUfGYQlHs259nautq85Fxo7wPqC8gqpDG1JxvQSHtbNFYv9680+ZIv94mftXTLhEegwdXDKgaWLfc0pjhw+0SUd9+a0y9etFBeMgQu0T+Ffv2VxO1ea/9qy+oT6BCIY2pOd+CQtrZYjH+i25+nfVpe3R4O8+6dcbstVf06513Uph5uG/faPm99654jupS7NtfncrbvNq+1w/UJ1ChkMbUnG9BIe1sMVi9conpceeOkfrqeF0NM2dKFe9YS91bb0UH0+OOs9cmdsIJ0cfpOapLsW9/NVPbVx9QX1CfUN9AYY2pOd8C151VY9FMnf2ebmR+/flze3XJGv5OC7++Pu56ub06XK68MjqQ6gylVKms97irr7bX5k+xb38BUB/w+oP6RlhozNPYpzHQDk7XMTUXcr4Frjs77Yf+MY8d0vkSs3T+DLtYSVk0d5LpfEPtyP6+dNPmZtnCWXaRcNlvv+hA+v339trEVNZ73P7722vzp9i3vwCoD6gvqE+ob6iPlDKNcRrrgmOfxsIg1zE1F3K+Ba47q9QNzv+kpcuNm5oR/R4ya1Yvt4uXhA9eONff1+8GPGavDp+ttooOpAvTmDxywYLo47be2l6bP8W+/QVCfcHrF+ojpUhjmsY2jXHBMU9jIJ9AMtjZicNfMa/cvUvM87zSYjfz8zev2UWL2syxQ/z9e/XePczaNSvtIuFTs2Z0IF271l6b2Jo10cfpOapLsW9/gVBfUJ/w+of6SinRWKYxLWaMKx/zNPbFk+mYmk3VvwUpWLNqmfmm7wP+Fare8u5/jjdzp4+0ixeddevWmmduOdA8e2XFfk0Z+bZdJJyK/R18sW9/AVGf8AfXBw6M9Jlip7FLY1hwTNMYp7FOY14xKIoA8Sz5fZoZ3PGimArXWRrDXr7aLF88xy5eNN7o+bw587Ayc23jMtP9oUb26vAq9t8Qin37C4x+VG51QUU/ef+N5+3VRUNjlcYs7wwzb9HYpjGumBRVgHhmT/jEvPXooTGV3/Xmumb0B/8x69autosXtPnz55uddtzGNNiuzBy/X00z7ec0BppSl42zmK66yl6bP8W+/QVm5pTvzYXH1jTH7FNm/vLnbSJ9p5hobNIYpbEqOHZpLNOYVoyKMkBE9w8Y+1ln8/Lt28UcjNda7m2mje5nFy9YN910U/k4URZZbrv5Bnt1uBX7dRTFvv0F6KEWN5gtNqnoL+o7xUJjksam4FilsUtjWDHf36doA8Sj22F++eYdptMNtWIOTv9nTjULZo+1ixeUH3/80Wy00UaRzlCvXj0zb948u0i46Yfn4JXcqUwy2K9ftHx1X8ld7NtfgNRH1FfUZ9R31IcKmcYgjUXBsUljlcasUrgtddEHiGfhnAlmwHNnxB6o6zcyn/e+2axcVpgfdU899dRIR9DyzDPP2KshgwbFziX19dd2iShNSuj9cK3HaB6q6lbs21+A1Fe8fqM+VIg05mjs0RgUHJM0RmmsKhUlEyCeGT9+YHo/uG/MQet+2zbmx2EvmPUFdOZGv/J3ml4n2G+//cwanbqJ+J59NjqbrWas1Wy2mnhQM9kuXWrMyJGxs9mqrB5TKIp9+wuM+or6jNd/1JcKhcYYjTUac4JjkMYkjU2lpuQCRNatW2N+GPKM6XZLvZiD+MZDB5qZ4z6yi+fdqlWrzN577+13gA8+KL2GlXWp3k9jp51Sm7Qw34p9+wuM+ozXf9SX1Keqm8YWjTHBMUdjkMYijUmlqMz+h1KyYuk882nPpqZT05oxB/XDF5qYxXMn28Xz5j//+Y/f+M8880x7NRLR3fo6daq4e99uu1XczW+TTSr+PvtsYzp0MGZ5Ac9SUOzbX2DUd7x+pD5VXX6bNdm8898mMWOMxhyNPRqDSllJB4jn91++N/2eOinmAGtena/fudesWpHfGT7nzJljtthii0ijr1WrlpkwoXS+DwXySX1HfUh9SX1KfSuflixZYp549F5zxpG1za3/iI4tGms05oRBKALEM3nkWzFTIjx/dZlp+c+dzId9u5v1ebrnxlVXXeW/a7pD33sDcKY+5PUn9a180FjRvXt3s9NOO5laNcvMwQ3KzMXHlpn2zfeIjDFhEqoAEc2rM/L91ual5puZB84vMxc0LDP771Jmjm54lPnyyy/t4lk1YsQIU6NGjUhj33777c2iRYvsIuHz++/G3Hlnaqe4ooLqSnWmugs59SH1JfUp9S31sVzSGHHUUUf5oaVlj/qbmZ4dW5s1q8M3f13oAsSzdMEs0/WJy80J+25gtt68oiFssMEG5tJLLzW//PKLXTwrjj/+eL/Rde7c2V4dTuefX/Hjse4Vns58UWGlOlJdqc5Ud4j0Ja9fqY/lgsYEjQ0aI7zX0t+XX365mTUrvLddCG2AeEaPHG4aNmwY845is802M4888ohZuTJ77yhee+01//kPPfRQs44LxIz5+OPo2Ue7757ejLVhpTpSXXn1pjoMOfUl9Smvf6mvZYvGAI0FGhOCY4TGjOFV3d8+JEIfIJ6XX37Z1K9fP6aRNGjQwLzxxht20bQtX77c7LrrrpHn1LuWTz/91C4SPgrQgw+ODoRvvmmXQCKqK6/eVIe8GYn0Ke/Tgfqa+lym1Pc1BgTHBI0RGitQgQAJWLp0qWnZsqXZeOONYxrNiSeeaEaNGmUXT1mrVq3857rooovs1eH04ovRQbC8fpEm1ZlXf6pLRPqW18/U51ypr6vPB8cAjQkaGzRGIIoAiWPKlCnm/PPPj2lAG264obn22mvN3Llz7eJVmj59utl0000jz6H/TptWXNM154Tud7HtthWDX3m9mgzCObRUZ6o71aHqUnUacupbwb6mvpcO9W31cfX1YN/XWKAxAZURIFUYOnSoOfjgg2Ma05Zbbmmefvpps3p1atPGX3zxxf5jH3zwQXt1OGkqDw18Wq67zl4bn6Z6ufdeY+67z5gU676oaJ+0b9rHVKe1Ud159ag6RaSPef1NfS8V6svq0+rbwb6uvq8xAIkRIEmsXbvWdOjQwWyzzTYxjWufffYxAwYMsIvH+Oyzz/zvZXfZZRezbFlx3GUsp8aOjZ5FpMkFU/1E99hj0cHy3XfttcVP++Ttn/Y1Fao71aEeozpV3Yac+pj6mvqc+p76YFXUh9WXg31bfV19Xn0fVSNAUrRgwYLyN3m3+tOve8vpp59uxo8fbxePnBly2GGH+eV69eplFwmn006LDpTt2tlr49NpkptvXvGY2rX1XYVdovhpn7Rv2kfta6qnhqoOvfpU3SLS17x+pz4Y74xH9Vn13WBfVt9WH1dfR2oIkDSNGzeuvJ+eVqnh3XbbbWZh4DqGLl26+OuPPfbYwDOEWP/+0cHuz39O/auof/87+rh77rHXlg7tm7ef2udUqA5Vl97jVMeI9Dmv/6kvetRH1VftN4Lq0+rbSA8B4uj999+v9NF32223NR07dow00h122CHyb7o69ltN3R12GujK68sf6MrrLyW6f4Z3P40ddzRm8WK7ROnQvmkfta/a56ruHRKkuvTqVXWcajCXMPU5b9YH9UX1SfVN9dFgn1UfVl+GGwIkA4l+fNtqq638v6/UfbFhyisqOsidfrq9Nj7NT3bMMdHHde1qlyg92kdvf7Xvqc7Rpjr1Hqe6RqTvxeuTWtI9GQbxESBZoNP/rrnmmkqn/+kd0DfffGMXD5/ffov+2KubJqX6VUHPntFB8YgjUh9Mi5n2Ufvq7bfqIBWqU++GVKpr1XnIqe95n0K8RX1UfTXd0/ERHwGSRd99950/Vbu36AKk+++/P9QXIK2/7trogHjbbfbq+FRfO+9c8Rjdoe+LL+wSpUv76t3BUHWQattR3Xr1fO219trQUF9Tn7MvCFbfVB9F9hAgWfThhx/6jdV+57Nz+UDQo0cP+yEl77dJ35kBh25opmxX3tS22y71CRPLBwB/MPznP+21pU/77O2/6iIVqlvVcfljpuy4oVk0LnyDpfqY+lqw7wX7ovoosocAyRLdp3n//ff3G6rm0dEkbHXq1IlpzEcffXSoJmF78sm/mlv+XWZebFxmZvXuYK+Ob+rUijv1afAsrz8zY4ZdovRpn7XvqgPVheokBSu6djDD9q2o7/aP/dVeXbLUp9S3gn1NfU99UH3R+zf1UfVVZAcBkiXt27f3G+nJJ5/s/7umgf7Xv/4Vymmgv/32dXPttWWR5ZFHDjHr11c+Hz+uCy6Ivvt++GF7bXho3716UJ2kYP26dab93Yf49a5jUMrUh9SX7P6lPhe8LYP6pLdefRXZQYBkwe+//+6f5VGzZk0zZswYu4j54osvzJFHHuk3Yi2bb765adOmjVm1apVdvOitXr3CtGjRwB/Ixo8faheJb9iw6KDZoEG47xGufVcdePWhukmB6tqrdx0DHYtSoz6jvqM+FOxT6mPqazb1SfVNlVFfVZ9F5giQLGjWrJnfgJs3b26v9ulWmN26dTM77rhjTKPfY489zNtvv20XL2r9+z/iD2IdOqT27jkyLfkhh0QHzNdL+91zSlQHXn2obuJcVR2P6tyrfx2LUqK+oj4T7EPqU+pbVd2aWn3TK68+i8wRIBn64Ycf/Hc2W2+9dUrvbJYsWVL+zrCFqV27dkwnaNSoUeT5it2CBb+Ud9Y6kcGrWbNNzLx5U+0ica3s2jE6WJ5wgr06vFQXXr107GivjUt1rrrXMdCx0DEpduob6iPBPqM+pL6kPpWM+qb6qB6nPlsKfa26ESAZaty4sd+Yn3vuOXt1lSZNmmTOPffcmA6hhn399deXDwDz7OJFo0uXf/rvfvv0aWmvjmvFsoXm7TO2M981KDMrN95Q50TbRcJLdbHhhmblRmXmh8O2M6uXpHYmm+reOw46JsVKfUF9wnuj5i3qO+pD6VAf9R6vvovMECAZ6NOnj98YDzjgAOezO4YMGWIOPPDAmM5Rr14988wzzzg/Z3WZNOkLc911G0QGrbvv3tmsXJnaNQyvv35b5DFtzy4zo1qH9xqGRObcea159/CK+lFdpUJ1r2OgetUx0bEpJmr76gPqC8G+ob6iPuNCz6m+6j2X+jDcESCO9CPennvu6TfEwYMH20XSoqmjn3/+ef8jtrfsu+++RXPuur5/btPmSP9d71dfpXYV9a+/jjM33FAr8pibb65rlizmKmrb8oW/mTturBupI9WV6iwVOgbe8dCxqeo3gkKiNq+2H+wL6hvqI5lOs66+6j2n+nApnsSSLwSIo7Zt2/qN8JxzzrFXO5s/f7656aabKs0WeuaZZ5oJEybYxQvKF1908wertm2PTnmwat/+H/7jBg16yl6NP6huvHpSnaVCx0DHwnucjlEhmzRpQqStB9u++oL6hPpGtqjPes+vvgw3BIiD2bNn+6cP6ke8n3/+2S6SsZ9++smccsopMR2pVq1a5s477zSLFi2yi1e7lSuXlG/bjn98XVLDTJmS2kyyY8YM8Ae3++/fp/zdJZPbJaK6UR159aW6S4WOhY6JHqNjpGNVaJYvX2RefPHO8k8dtczGG0fbvPqA+kK2qc96J7GoL6tPI30EiIMrrrjCb+B33323vTqr+vXrZ/bee++YINljj+3Nm292Tv3CvDx4++17/IGta9fL7dVxaUB84IE/+4/74QfuZZGM6sirL9VdqoGrY+I9TseqUKgNf/ZZZ3PHHdubc88tM4cfrunXyyJtXm0/l9R3vT6lPo30ESBpCs7wqfsMLM7D/Sn0He0TTzxh6tatG3ndXXbRlCgKr0PNxImf2sXzbu7cSeaGG2pHBqebbtrcLFyY2hX2gwe38we1Z5/lbnqpUl159aY6TIWOiY6NHqNjpWNW3dR2H330UH9frrhCXwfXNZ07P5GX3yXUd4P37WHm7PQRIGnQ98nHHHOM/66la57vTzFnzhzTvPlV5uCDa5jTT6/odFo6dfo/8/vv1Xeb1xdeONfflgEDUruf95Ilc80tt2wZecz1129kZs/mft6pUl2pzlR3qkPVZSp0bLzjpGNWXdRW1Wa9bdGir9i6d7+qPOjm2MVzSn3Y68/q26n+bocKBEgaXnnlFb+xHXHEEdXW2MaPH2Eeeuj4mA6oi8b69n2w/J3bMrt4Ts2a9ZO/Dffeu4dZs2alXSSunj2b+o/r3fsWezWSUJ159ae6TIWOjY6R9zgdu3xS21Qb9S5w9Jb//Od4M23aCLt4XqgPqy97/Vp9HKkjQFK0bNkyf5poTdb2+eef20Xy7uuvXzX33LNrTGe8++5dyv+9l100ZxYtmh059VbvIFP9DWPGjNGmadMNI9t7++3bltftArsIklCdqe5Uh6pL1WkqdIx0rHTMdOzyRW1SbTPYVtV21Yarm/qyNxmj+rj6OlJDgKTogQce8N+lXHLJJfbqarN69XLTr18rc+ONm8Z0zieeOM5MnZqfe7EvXjzHzJkz0f7nhJ588kR/O4cNe9FejRSp7rx6VJ2mSsdKxywf1AbVFoNtU21VbVZtt1CoT3v9W30dqSFAUjB16lSzySabRBqX7jEwowDvTzF//nTTufMlMR214nvlK8vfaf5qF682I0a86W/fww8fbNaty+yisDBT3akOvfpU3RYKtTm1Pe/0YW9RG1VbLTTq0969e9TX1eeRHAGSggsvvNB/d/Jwgd+f4uefPzOtWx8W02lvumkLM3Dg42bNmtyf2VIVTSt+7727+9s1fvzHdhGkSXXo1afqtrqnblcbU1tTmwu2QbVJtc1Cpr7t9XP1eSRHgCTxySef+N+P7rbbbmZ5EdyfQufWf/75S5Fz64OduGXLvcyoUe/axfPm/fdb+9vy4ovn2avhSHXp1avquLqobamNBduc2qDaYiFds5SI+rb6uPc7p/o+qkaAVGHdunXmzMZ/MZvWrnhX0rt3b7tIQVuxYpF56627/HmmvKVdu8Zm1qwf7eI5d+utW0Vev1mzjc28eVPs1XCkulSdqm5Vx/mmtqQ2FWxjanNqe2qDxUR93PsUcvRRf4mMAUiMAKnCZ+93MuccUWaO3KvMnH9G8d6fQj+a/u9/Z8V08KZNa5pXX73RLF2a/P4l2eINMgMHMvdQtqlOvTcH+aK2ozakthRsW2pr6ZxUUWhOPPEEs8vWFf3+wz6d7NUIIEASWLV8oXnp1u1My/PKzFV/q2F+HjvSLlJ0fvppkHnwwf1iOvutt25tPv74f0l/zJ4/f4bp0+c+89hjR0UuXtOgcfvt25mHHz7IvPji+ZEzgpJd3axz7lO9Sh3pU90muzYpG8dRbUVtRm0n2JbUttTGit3YMSPN6YfWMFc2KjOPXbldZCxAfARIAl++cbvpUN4ptAx66Rp7ddFat26N+eij9v7XSd7SqtUBZty4j+ziEd9885pp3nyzmPKJFhSubBxHtRG1lWBZtSW1KbWtUvHmc9eYdpdX9H+NBYgvcUsJsYW/jjedbqgVaTxdb65rlufpnPl80tcPvXo1i/n6QRekTZ8eeyfASZO+9C/6002JunW7wkyZMjzyeM3qOnnyV5EbHHkDEwpTNo6j2ob3HBXtpWakDeXza9B8UZ9X39cYoLFAYwIqi99SQm5A+3/4nz5Gf/ikvbqkzJw5xjz99N/+GFhqlA8SsV/VPffcmf6A0b//IzHrgnRhmr4CQWHKxnFU2/Cu61CbUdspZer73jigMQGVESCWGWMG+o3mtfv/ZNalOF12sdP1BHqXagt+1bWYOwUWrWwdR7WRsFy/o76vMcAbDzQ2IBYBEqAG0/vBff0GM+379+wioePN+qqlkK5oR3o4jm40BnjjgcaGsLyhTBUBEvDD4P/6jeX9Z/5urw6l4IVhHTpcwMSHRYrj6E5jgTcuaIxAFAHyhxVL5pput9SLNJJO5e/WFnB/ioi+fR/wBx4tumBN1xr06dPSfPfdOynfiwLVi+PoTmOBxgSNDRojNFagAgHyh097NvXfZXze+2Z7dWhpbqV27U6OGXyCi87o0UywpXD+fynjOGZGY4I3PmisQAUCpNzvM0abjk03jDSO7rdtY1bx8T5GxX2ru5hHHjmk0sATXPQuF4WL4+hOY4LGBo0RGis0ZoAAiej31En+u4sfh71gr0aApuLWTYDeeON206rV/pUGnzFjBtgPQQHiOKZPY4M3TmjMAAFiJo98y28Ubzx8kFmfZEoPxJowYZi56676/sDzDCcfFCWOY3IaGzRGeOOFxo6wC3WArF2z0vS6d3e/QcxMMJUHqjZ6dF9/4NH8SChOHMfkNEZ444XGDo0hYRbqABn5fmu/MXz4QhN7NVKkKbu9gUdTXaA4cRxTo7HCGzc0hoRZaANk2YKZ5qXmm0UaQedmG5vFcyfbRZAiXZgWfeea//tRIDs4jqnRWKExQ2OHxhCNJWEV2gD5+KXL/HcRX79zr70af9AcSsmm99b04N7A8+yzp9urI6ZO/TbyFUmyaePhTnWrOlZd27J1HFFBY4Y3fmgsCatQBsicyV+ZjtfViBz8HnftZFavXGIXwR+8rzN09fK3374euZ+E7nutd6v64bVjx4v8QUfXEowfP9R+CrNgwS/+XRF134mwzKWUT6pT1a3qWHWtOg/KxnFElMYMjR0aQzSWaEwJo/AFyPr15p22Df13D+O/7G6XQIA3qCRbbrxxU/PFF93sh0dokNL6YHndx3suXxtmTHUYvCe6dyzs+a7s45Voqeo4IpbGDm8c0ZiisSVsQhcgE758OXrQHzsqlAc9HfPmTTVflneU7t2vMm3aHGlatNgtMg3GDTfUNnfcsUPk6mVND26/47XNnPmDeeqpk2IGKz2HvjbR/SiQHtWZ6k51GKxT1bHq2pat44gAvRktH0O88URjS9iEKkB0yl3Pu+pXHPDyj+lh/dhZnUaMeNPce+/uMYPeXXftFBnckt2OFRW3BVZdqc6Cdag6Vd0ivzSGaCzRmKKxJWyn9YYqQBbNmei/W/jopUvt1aGkifQefHBfM2TIM/aqnFlT3sn693+00u1VdZ9u3RkP8aluVEfBOlMdqi5Vp/mitqI2o7YDExlLvHFFY0yYhCpA5PvB7cznrzY3K5fNt1eFztKl8/wbDekdbb4t0KnUL10W+dHWGxD1t/5N61Ch0OrJ+/SjtqM2FHYaSzSmaGwJm9AFCKJ0P2tvQHrttZvs1Xmjd9Zt2zas9nfWhSbRJzXVVXV+UlNb8bZFbQjhRYCElH5obdq05h/vJLcufyf5u10k77788uWY+Zi0hPW7/fi/FdWP1FF1U1tRm9E2qQ3F+9Ee4VD0AeJ995jKgqinn/6bPzB9/PFz9upqs3Ll0sjZRTpDKDh46iyhGSGYQnvy5Onm0Ucvjtl31UXF2WpL7eLVRm3G2z61JUTZ405VS7Er+j2wD0hVCyrox0+v87dqdUBBXh0e7/oGXQjXteudZtGixXbxordgwQrTuvUn5oQTHjJnn93YXHVVRYAW6vUyajNqO96x4Qf1KHvcqWopdkW/B6V0MPJB36vfd9+efscfO3awXSSu6dO/izxOU1ysW7fGXp0zwSustZx33jHmjDMeNK+88n35vqyzixcd7YP25aSTupnDDusQWRo3vtbcdde5eb1iX8dUx1bHWMc6FWo73nHR48L8e1VQmMakot/DMB2sbBg4sK3f6Z9//hx7dVy69qBNmyP8x82ZM8EuklN6tzts2Ivln0AOM6ee+q/yQfbFyEB73nm9zeefT7eLFw1tu/bBCw4tf/tbd/POO9+V73N+w1HH1Du+OtapXpOjNuQ9Tm0L4RqTin4Pw3SwMrVo0Wxz002bRzq7rkBONrme5/PPu/qDxOOPH2OvzpulS5eUv0seYI46qlPMoHvTTQPMtGkL7eIFS9uqbQ7ug/bpqae+MIsXr7KL542OrXecdcxToTbkXQ2vtqU2FnZhGpOKfg/DdLAy1a3bv/0B4q237rZXx7VixeLIVBd6zHXX1TBTp35jF8m7qVMXmObN348ZgBs27GTatfvSLFlSfQNwMto2baO2Nbjt2hftU3XTsdUx1rHWMdexT4Xakteu1MbCLkxjUtHvYZgOViamTPnaHxzuvHNHx8HhCnt1tfrss2nm3HNfixmMGzfWV0Bjzbp1qX0Fkw/aFm2Tti24rdp27UMh0TF2eZOhNuW9yVBbC7MwjUlFv4dhOliu9H22y9cTv/32c8F/PaEfoXv2HG3++teuMYPzJZe8ZUaMmGUXzzttg7YluG3aVm1zIZ4EYH/NqTaQCvtrzlR/QylFYRqTin4PgwerqiXMhg9/xe/cpfoD6fz5K8yjjw4zRxzRMWawvueeQWbWrPzP9qvX1GsHt0Xbpm3UthaybJxooTYXVvbYk2gpBUW/F/ZBSbSE1apVy8zdd+/8x9cLG5iff/7cLhJX5VM0C/e3haDx4+eZa67pGzNwH3NMF/PCC9+YFSsqn34cLHf00Z3N7NmJwyZYNhG9hl5Lrxksr23SthUDHWuXU73Vtrz5utTm1PbCyB57Ei2loOj3otQOSLYN6X2/PxB06fJPe3Vc9kVio0b1sYsUvA8/nGTOPLNXzCB+2mk9zciRsV/DBddradXq45j1QckCRM+t1wiW0zZoW4qNjrl3/NO52FRtzHvcu+/eb68OhTCNSUW/h2E6WOlaN22q+eLgTUynRmWmxTV1IrcxTUVwmop27Rrbq4vGqlVrTadOI8xxx0U/DTRr1j+mjB0g+ppp0qT4MzUnCxA9t7der6nX1jYUKx17rx2kOt2N2ljz5nXM7ZeVma6nbWJWzpxqFyl5YRqTin4Pw3Sw0nbhheVHuMxM37rMTOrwsL02rlKcKG/OnKXm/vs/Mn//ew/Tv3/sRZB2gGi5444PYsp4kgWInluvodfSaxY71wk3h/d62HxwUEW7i7TBkAnTmFT0eximg5WWYcOM2WCDSICY3XYzZvlyu0Rcr77a3H/XGYapuoOhcPjh0b/HjJljF00aIKUoOOW/2kYq1q9YXtHm1PbUBtUWQyRMY1LR72GYDlbKNA3GX/5S0YG1vP66XSKumTPHBN5x6mZBqb3jLGbBULjrruhZU02b9rOLhjJAKj6RVtx0rOIT6Ri7SHxqc177U1vM89Qs1SlMY1LR72GYDlbKOnaMdt4TTrDXJtSu3cn+u82PPmpvry5JwVDQbx/B04C/+ir2N6MwBoioLUR/EzvZXp2Y2p7XDtUmQyJMY1LR72GYDlZKFi40ZrvtKjptjRqau90uEdfPX73rDxKtWu2f1xl3q5MdCi1aDPb//9JL3zbBS2bssmGhtqA24bWPUaPetYvEp7anNqi2qDapthkCYRqTin4Pw3SwUnL77dF3fddcY6+Nb9UqM+H4vcybDcvMI+eVmZ9++tAuUbLsUJgyZUHMp5BBg6Kn4Nplw0RtQuGh9jHw/L3M+tUpXhekNui1R7XNEAjTmFT0eximg5XU+PHG1KpV0Vnr1tXpR3aJ+B5/PPKYxZuUmQnXnWWvLWnxQqFlyyH+vzVp0tufVyte2TAZcu9ZZvheFe0k0mZSoTaotqg2qbapNlriwjQmlf4ehsk//hF9t/fUU/ba+H791Zgttqh4TO3axkycaJcoafFCQdOtBz+FaCLERGXDZO2kiRVtRG1FbUZtJxVqi167VBtFySBASsWAAdFO+qc/GbN6tV0iviuvjD7urrvstSUvUSg88MDH/r/r6nJdEJiobKiojXjtRW0nFWqLapPe49RWURIIkFKgDrrvvtEO+t57don4vv02+iPnDjsYszi1Kd5LSaJQmDFjkTnyyOh9O3r0GJ2wbKiojaitqM2o7agNpUJt0mufaqupvsFBQSNASsF//xvtnH//u702sWOPjT6uSxd7bShUFQoPPTTUX9eoUey9PEJNbcVrN2pDqVLb9B6nNouiR4AUu7lzjalXr6JTbrSRptG1S8TXq1e0Mx92WKgu9AqqKhRmzlxc6fa5icqGitqK2ozXftSWUqG2qTaqx6jNqu2iqBEgxe6ll6Id+ZZb7LXxLVtmzC67VDxGU0189pldIjSShYLu32GHR6KyoaI2402Vo7akNpUKtVGvvartoqgRIMVu+nRjDjqo4qrfVC/UevDBaCe++GJ7bagkCwXdH8S+h3misqGjtuO1I7WpVKiNqq2qzartoqgRIGEzbZoxm25a0en135B34lRCoU2bTwmQeNR2gm1JbQuhQoCEzUUXRd81tmplrw2dVEJBU7PrboWplA0dtSGvPaltIVQIkDD59NPo99a77pryFO9AQmpDakve72lqYwgNAiQsNCvgoYdG3y2+9ppdAnCjtuS1K7Wx4AyUKGkESFhMmhTt5Mcfb68FMqM25bUvtTWEAgESFnpXeMUVxhx+eOrXigCpUptS21Ib4xNIaBAgAAAnBEgxWLHCmM6djWnSxJgGDYypU6fitEn9fc45FXd7UxmgGNCeSwYBUuj69DGmfv3o98uJFpVRWWTNwoUrIguyiPZcUsrsf0ABad8+etqt5hC69VZjvvmmYkbUJUuMGTHCmDvuiN5ESrOj6jHImO5MeOyxXSKL/kYW0J5LDgFSqAYPjk61vuWWxgwfbpeI0pTa3oSKesyQIXYJpKl//wn+RYP6GxmiPZckAqQQabbTvfaKfpx/5x27RGV9+0bL7713aGfXzRYCJItozyWLAClEb70V7TzHHWevTUyT1HmP03PAGQGSRbTnkkWAFKLgbWZ1RkqqVNZ73NVX22uRBgIki2jPJYsAKUT77RftON9/b69NTGW9x+2/v70WaSBAsoj2XLIIkEK01VbRjpPqPT5kwYLo47be2l6LNBAgWUR7LlkESCGqWTPacdautdcmtmZN9HF6DjgjQLKI9lyyCJBCxDu2akeAZBHtuWQRIIWI74yrHQGSRbTnkkWAFKJsnLVy1VX2WqSBAMki2nPJIkAKEefNVzsCJItozyWLAClE+qExeOVuKpPK9esXLc+VuxkjQLKI9lyyCJBCNWhQ7NxBX39tl4jSJHTeD5V6jOYdQkYIkCyjPZckAqSQPftsdPZSzVCq2Us10ZxmLl261JiRI2NnL1VZPQYZI0BygPZccgiQQpfq/RN22im1SeqQEgIkR2jPJaXM/gcUIN2drVOniru17bZbxd3bNtmk4u+zzzamQwdjli+3H4UMECA5RHsuGQQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEMd7740zhx76v8iivwFURoAAcbz99uemQYN/Rxb9DaAyAgSI49VX+5otttg/suhvAJURIEAcL7/8sikrK4ss+htAZQQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxECBAcgQIEAcBAiRHgABxPP74436APPHEE/ZqAIYAAWIsXbrU3HfffaZmzZp+gGy44YaRf9M6AFEECPAHfVVVv359PzjsRev4OguIIkAQel999ZVp2LBhTFhsttlmplWrVpFFfwfXqaweA4QdAYLQmjlzprnsssvMBhts4IeD/r700ksj64Ll9G92OT02WA4IGwIEobNy5UrTunXrSp8sjjrqqCo/WWidytifVPRcek4gbAgQhMpbb71ldt9995gQ2GmnnUz37t3N+vXr7eKVqIzK6jHB59Bz6rmBMCFAEAqjR482J510UsygX7t27cjZVUuWLLGLJ6XH6LF6juBz6jX0WkAYECAoafPmzTNNmzaNnIobHOjPO+88M3nyZLt42vQceq7gc+u19Jp6baCUESAoSWvWrDH//e9/Tb169WIG94MOOsh8/PHHdvGM6Tn13MHX0mtrG7QtQCkiQFByBg4caP785z/HDObbbLONeeGFF8zatWvt4lmj59Zr6LWCr61t0TYBpYYAQckYP368+cc//hEzeG+00Ubm5ptvNgsWLLCL54xeS6+p1w5ui7ZN2wiUCgIERW/hwoXm9ttvN7Vq1YoZsE899VQzduxYu3je6LW1DcFt0jZqW7XNQLEjQFC01q1bb3r2fN/sssuBMYP0n/70J/Pee+/ZxauNtkXbFNzG7bbbznTq1Kl8H9bZxYGiQYCgKI0cOdtccEFXs9tul5p69Q41NWrUNnXr1jVPPvmkWb16tV282mmbtG3axmCQ/OUvfzGffPKJXRwoCgQIisqsWUtMixaDzWGHdYgs++xzl9l55zNNs2Z3m99++80uXnC0jVdffXWl04ovuugiM3XqVLs4UNAIEBSFFSvWmBdf/MYcc0wXPzy0XHnl62bMmGl28YI3cuRIc8IJJ8SEyCabbGIeeOABs2zZMrs4UJAIEBS899+faE47rWdMcJxxxivmww8n2UWLTu/evc1uu+0WEyQ777yz6dmzp10UKDgECArWjz/+Zq64ok9McBx3XBfTseMIs2pV7q7nyLcVK1aYhx56yNSpUycmSI455hjzzTff2MWBgkGAoODMm7esfEAdao44omNMeLRsOcTMmVO6dwWcMWOG+ec//xkTIjVq1CgP0SvM7Nmz7eJAtSNAUDBWr15nunX7zhx//EsxwXHppW+b0aN/tYuXrM8//7w8PI+ICZLNN9/ctG3btvyT1yq7OFBtCBAUhKFDp5izz341JjhOOaWH6dt3vElhlvWSo2nju3btanbYYYeYINlzzz1Nnz597OJAtSBAUK0mTZpvrr/+vZjgOProzqZ9++Fm2bLcX88xZ86cyESIzz//vLnlllvMv//9b9OoUSNz4oknmoMPPtg0aNAg8l/9v/5d61VO5YcNG5bzU4cXL15s7rnnnkrTxv/tb38zY8aMsYsDeUWAoFosWrTSPP74Z+bIIzvFhMftt39gZsxYZBfPmnHjxpn//e9/pkmTJmbLLbeMGZRdl6233tpceOGFpkOHDuWBmJszw37++WdzzjnnxLxuzZo1TbNmzczvv/9uFwfyggBBQvangtmzE994KVi2KmvXrjO9e48xJ53ULeYxF1zwuhk+/Be7eFZ89913kU8N9evXrzT4V7XodFp9AtF/7XVVLbo7YYsWLXIyceLgwYPN/vvvH/N6W221VfkntvZMG4+8I0CQUHCA19Kq1cd2EV8qAaKAUFAEyzZq1D0SKAqWbNK78qeeeqrSPTqCi66/OP/88yN3Fnz11VfNiBEjzK+/Vv1jvdZ/++23plevXpGQ0M2kqgqYY489NjLnlU7VzRYFxXPPPRf55BN8rf32288MGjTILg7kDAGChOwA0Wm1+s0inmQB8sor38eU0VdX+gpLX2Vlk36T0G8GOmvJHsw1D5X3VZO+EsomzbyrQf3ss8+OXFFuv7Z+DG/Xrl1Wg0QheeONN0a+ygq+1llnnWUmTpxoFweyjgBBQnaAaLnjjg/sYhHJAkTXcHjr9aN5oiBypdvH3nrrrWbTTTeNGUw155SmVNcnhmwO3lXRD98dO3aMXAhoB8n2229vnn766axO+Pjjjz+axo0bx7yOpo2/6667ygM6d78nAQQIEgqGwuGHR/8eM2aOXTRpgOgCQJ1Z9emn2Z23Sqe7du7cudLXOfoEok8iM2fOtB+SV/pkcuWVV1a6uZR+x9D1Htn07rvvmr322qtSYL300ktMG4+cIECQUDAU7rprkP9306b97KJJAyQXRo8eXeldvu5DrgkJC+3MpMmTJ0dm4Q0Gia4yv+6667J6t0RdaPj444+bLbbYIqZeDj/8cPPZZ5/ZxYGMECBIKBgK+sopOLXIV1/NSFg2H/Q1UHAw1ldVN9xwQ1YH41yYMGGCOemkk2IG91133dV8/fXXdtGM6Md+ffJRSAVf65JLLjHTp0+3iwNOCBAkZIdC8D4cml4keIW4XTZXFBD6oTo4KB522GFZH4BzrVu3bjFfu+k3C12cmG06Y0xnggXrS78TtWrVyixfvtwuDqSFAEFCdihMmbIg5lPIoEHRi+bssrmg6zl0XYY3EOrso8cee8ysXVucM/POnTvXnHbaaTGD+6WXXpqT+a50EsEuu+wS81r65KPTlwFXBAgSihcKwbOpmjTpHbkveaKy2TRkyJCYU3N17cWnn35qFys6+nFbU7kH71B48sknm6VLsz/rsG5U9eCDD1Y6zXibbbaJhBmQLgIECcULhWnTFsZ8CnnnnbEJy2bLG2+8ETMX1CmnnFJyA94HH3wQuaLc20edHJCr33OmTZtm/u///i8mRNq0aWMXA5IiQJBQolB44IGP/X/XnQJ1c6dEZTOlq7iD784vu+yykp2y4/vvv4+ZffeQQw7J6dlkum7Ge63XX3/dXg0kRYAgoUShoMkOg5Mg9ugxOmHZTOiTRzA8br/99sh1H6VMV5AHf+c57rjjcnYBpK6c916HKeLhggBBQlWFgu4Y6K3TfFZVlXWh3zyCX1u1bt3aLlKydGdCTcjo7fsFF1yQkwsBCRBkigBBQlWFwsyZi81RR8VOxZ6obLpGjhwZcyHcHXfcYRcpeZp2Pnia72233WYXyRgBgkwRIEgoWSg8+uiwSuGRqGyq5s+fH/MVjn7zKPWvrRLRlePBM6befPNNu0hGCBBkigBBQslCQfcHadiw8qeQTARvmqSzrUr1B/NU9e7d268PTdOiM6iyhQBBpggQJJRKKLRp82nWAkTTk3gDmq7zKLVTdV01bdrUrxf9qJ6tCycJEGSKAEFCqYSCZtnV3QpTKVsVTYyo6Tw0mOkK81K4SDBbNOVI8C6Euvo+GwgQZIoAQbXTbxzB+ZqyNUCWkh9++MFsvPHGkfrZbLPNImdqZYoAQaYIEFQ73c/DG8g0MWIuTlktBffff79fT7qSPFMECDJFgKBa6XcO73RVTT1ebLPq5pPmstIEiKqrDTbYwAwdOtQukhYCBJkiQFCtgtNp6H4eqJquzvfq6+ijj7ZXp4UAQaYIEFSb3377zdSpUycygOkU1VxNHlhqgr8XZfIphABBpggQVBvds9wbwHQbWqTmvffe8+tN9xNxRYAgUwQIqoVmmfXu76FpS3I562yp0VlrBx54YKTu9FvIqFGj7CIpIUCQKQIETl599QfTpctIs2aN2xlTTz31lD946ZMI0tOjRw+//nShoQsCBJkiQJC2ESNm+RcNDhgw0V6dkoMOOigycGm69l9++cVejSRWr14duZOg6lBnsbncBpcAQaYIEKRt6NApfoD07j3GXp2UZtv1Bq5TTz3VXo0UXX/99X49vvvuu/bqpAgQZIoAQdoyDZBbbrnFH7h69eplr0aKNFuvV48XXnihvTopAgSZIkCQtkwDRBMlatCqW7duZJ4nuNGP6d6Np3Q6tL7WSgcBgkwRIEhbJgEyduzYjN41I9aNN97o12e6E1ASIMgUAYK0ZRIgwUHrxRdftFcjTbrJlFefjz76qL26SgQIMkWAIG2ZBEiTJk38QWviRLczuBClq/l1LYjqs3HjxvbqKhEgyBQBgrRlEiDexIm77babvQqODjjggEid6neQdGYyJkCQKQIEaXMNkNmzZ/sD1vnnn2+vhqPLL7/cr9fJkyfbqxMiQJApAgRpcw2Qjz/+2B+wWrZsaa+Go9atW/v1OnDgQHt1QgQIMkWAIG2uAfLCCy/4A9Yrr7xir4aj4BTvzz77rL06IQIEmSJAkDbXALn55pv9AWvEiBH2ajjS/eS9etVpvakiQJApAgRpcw2Qiy66yB+w5s2bZ6+GI91HxavXCy64wF6dEAGCTBEgSJtrgJx++un+gOUy+R/iW7NmjV+vf//73+3VCREgyBQBgrS5Bsjxxx8fGaw23nhjexUytMkmm0Tq9rjjjrNXJUSAIFMECNLmGiCHHHJIZLDadttt7VXI0HbbbRep24MPPthelRABgkwRIEiba4D86U9/igxWXESYfapT1a3qOFUECDJFgCBtrgHCJ5Dc4RMIqgMBgrS5Bgi/geQOv4GgOhAgSJtrgHAWVm5wFhaqCwGCtLkGCNeB5Mb8+fP9euU6EOQTAYK0uQZI8Fa23377rb0ajkaNGuXXa/Pmze3VCREgyBQBgrS5BohuIOUNWD169LBXw9Hrr7/u12v79u3t1QkRIMgUAYK0DRkyzuy//8ORpVevb+zVCQ0dOtQfsO677z57NRzpToRevX7wwQf26oQIEGSKAEHaBg78yuy001mRpWvX/vbqhObMmeMPWOedd569Go4uvfRSv16nTJlir06IAEGmCBCkrW/fgWbjjXeMLC+88JK9ukq6BkQD1s4772yvgqN99903UqebbbYZdyREXhEgSJsGG2/g0SCUDp0l5D127Nix9mqkadasWf490U899VR7dZUIEGSKAEHaMgmQDh06+I9N5wdfxNerVy+/Ptu2bWuvrhIBgkwRIEhbJgHy888/+489++yz7dVI07XXXuvX5/Dhw+3VVSJAkCkCBGnLJEBkjz32iDx20003NYsWLbJXI0Vr1641O+64Y6Qu69atG/n/dBAgyBQBgrRlGiAtWrTwH9+pUyd7NVKkU3a9erz88svt1UkRIMgUAYK0ZRog48eP93/4PeaYY+zVSFHw9N1BgwbZq5MiQJApAgRpyzRA5Nhjj408XkHC2VjpW7JkSeS0XdVh/fr10zp910OAIFMECNKWjQDp3Lmz/xxXXnmlvRpJPP3003793XnnnfbqlBAgyBQBgrRlI0CWL1/u/wC80UYbmcmTJ9tFkICmwtenDq/upk6dahdJCQGCTBEgSFs2AkTatWvnP8/VV19tr0YCHTt29OvN5cdzDwGCTBEgSFu2AkSfQnbYYQf/nbR+XEfVVq5c6Z8GXaNGjYx+PyJAkCkCBGnLVoBI8Lv8Ro0a2atheeSRR/z6SufmUfEQIMgUAYK0ZTNAVq9ebQ444AD/+bp162YXwR80064uvlQ96R7okyZNsoukhQBBpggQpC2bASKfffZZ5OsYPd8222xj5s6daxdBubPOOsuv94ceeshenTYCBJkiQJC2bAeIXHfddf5znnbaaU7XNZSyLl26+PWz5557Rn4LyRQBgkwRIEhbLgJkwYIFZtddd83qO+xSMWbMGP+rK31Sc7nqPB4CBJkiQJC2XASIaDbZ2rVr+wNlOrdnLVXLli0z++23n1/f99xzj13EGQGCTBEgSFuuAkSef/55/7m32morM3r0aLtIaOhrvCZNmvj1oelf1qxZYxdzRoAgUwQI0pbLAJHgJIG6TmTixIl2kVAI/i6kkwumT59uF8kIAYJMESBIW64DRD8Qn3zyyf5rNGjQwMyYMcMuVtIeeOABf//1+8eXX35pF8kYAYJMESBIW64DRPTdv6Z6915n9913N+PGjbOLlaQHH3zQ3++aNWua/v3720WyggBBpggQpC0fASI6M+uQQw7xX2vrrbeOXDNSqnRHweDXVprqvnv37naxrCFAkCkCBGnr2rWrP/CcfvrpkTmtcuX33383xx13nP96ugK7d+/edrGip09cwR/M9ckjl+GhY6Zj572ejimQLgIEaQu+c9Wi6zdeffVVu1jWrFixIjLvU/A1r7/++pwGVz7pOo/999/f37c6derk7Gsr0bEKXnOjJZefJFG6CBCkbf369eaMM86IzKAbHISOP/54M2LECLt4VuiU1ttuuy3m9TSH1g8//GAXLSq6wty7SFCLzrb64osv7GJZoWOjYxSsQx1DHUsdUyBdBAicTZs2zfzf//1fzICkCwCvuuoqM2fOHLt4Vrz55ptmyy239F9v4403Nvfff3/kK6BiookRg3NbadF1Htk+VVd0LHRMvPnGvEXHTscQcEWAIGOffvqpOfTQQ2MGp7p165onnngicve8bNOgF/xdRIu+knn99dftogVH9aEp2YOfOjSw6wrzbF4kKHotHQMdi2Bd6VjpmAGZIkCQFfqKSV/HbL/99jGD1d5772369u1rF8+Yzlhq27Zt5PeC4OvpXXy/fv3s4tVOg7nuJOjdDMpbNDFitua2ClKdq+6Dr6Vjo2PERJXIFgIEWbVo0SJz5513mlq1asUMXqeccor56aef7OIZ0wWGF198ccxraTnwwANNz549I/cbqU5Lly6N3LrXu4e5t+irt1atWmVlVt0g1bHqOvhaOhY6Jjo2QDYRIMiJCRMmmDPPPDNmINMPtjfddJOZP3++XTxjw4YNMw0bNqwUJPpRWmds5fMrG3060kSQmpLF/oSkr6t0RlmmN4OyqU5Vt/aJDToGOhZALhAgyKkPP/zQ7LvvvjGDmi4I1KSJGmizbejQoTHXNwQXTYnSrFkz88Ybb2T9plWzZ882vXr1Mtdee63ZcccdK722BvbLL788o3uYx6M6VF2qToOvpzpX3QO5RIAg5/Tj8LPPPmvq1asXM8jpa6YhQ4bYxbNi1KhRkau67YE1uOg04Msuu8w89thjkbO7NPNvsk9HWq/nVgi1adPG/Otf/6oUkMFFX13p66OpU6faT5Ux1Z3qMPh6qmPVdbZ/kAfiIUCQN/PmzYt8naSrrIOD3rnnnpv1r3Q8+vH63XffNRdddFHMmU+pLDqzS59a7Ivuki1bbLFF5NPG4MGDc/KDtepKdRZ8TdWp6lZ1DOQLAYK808V/jRo1ihkAdSOpFi1amCVLltjFs0Y/qGsurUcffdQ0btw47UBJtOh3jlNPPTVyVthXX32Vk6/mRHWjOvJuuuUtqstiv6ASxYkAQbV5++23K53Wqt8PunXrlrcro/VufsCAAZGvfZo3bx75SurEE0+MLPp6SJ9A9F/v3/TDuMqp/MCBAyMXBOaa6kJ1Yv+2orpTHQLVhQBBtdJXTPotYfPNN48ZHI888sicTelRTFQHqotg3aiuVGe5uEgTSAcBgoIwa9asyO8GmsLcGyj1tz4R/PLLL3bxkqd91r7b9aE6Ul0BhYAAQUH5+uuvzdFHHx3zjlu/MWj6D83KW+q0j9pX+/oR1YnqBigkBAgKUo8ePczOO+8cM4jq94himO/KlfZN+xjcZ9WB6gIoRAQICpamAdFMu5r2Izio/vWvfzXfffedXbxoaV+0T8F99GYZVh0AhYoAQcHTmU72DaU23HBDc80112T9ivJ80rZrH7QvwX3Tvubj7C4gUwQIioamKQneI12L7g3y1FNPVfukienQtmqbg/c10aJ90z4CxYIAQVHRld2aFn3bbbeNGXz32Wcf8/7779vFC462Udsa3Hbti/YpF1etA7lEgKAoLVy4MHKLW3v22dNOO82MGzfOLl7ttE3atuC2atu1D9oXoBgRIChq48ePrzT7rgbmW2+91SxYsMAunnfaBm2LHXTaZm07UMwIEJQETUdifzWke4F06NAhZ3NTVUWvqdfWNgS3SduobQVKAQGCkqEfp3X3P/vH6YMPPjivP07rtfSawW3QNmnbiunHfiAZAgQlR6fH6sZO9umx559/fk5Pj9Vz6zWCr6lt0LYU8+nGQCIECEqWbvykGXSDA7ou0GvZsmVWL9DTc+k57Qse9draBqBUESAoebp74O677x4zuOtOgS+//LJdNG16Dj1X8Ln1WnpNoNQRIAiFlStXRiYp3GyzzWIG+4YNG5rhw4fbxZPSY/TY4HPpufUaei0gDAgQhIqmSddNoVynSU807byeM4zTziPcCBCE0pdffmmOOuqoSp8gWrduHfcThP5N6+xPMHoOPRcQRgQIQku3iu3evbvZaaedYkJBt4p96623/HL62771rh6jx+br1rtAISJAEHpLliwx9957r6ldu3ZMSOhWsvbtZFVGZfUYIOwIEOAPkydPNk2aNIkJjOCidSoDoAIBAlg++uijmNN+9bf+DUAsAgSIQ3NZNWvWLLJUx1xaQDEgQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATv4f7YrJzkeWpW4AAAAASUVORK5CYII=)
| Product Number | 8H69-3-02 |
| Purity | 98 % |
| CAS | 145100-50-1 |
| MDL Number | MFCD00191834 |
| Molecular Formula | C7H4F6N2O4S2 |
| Molecular Weight | 358.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 40-42 ℃
Boiling Point: 97 ℃ @ 2 mmHg
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory
HTN: 2935.00.7500