| Product Number | 4H58-5-3D |
| Purity | 98 % |
| CAS | 19017-52-8 |
| MDL Number | MFCD00152035 |
| Molecular Formula | C11H10ClNO2 |
| Molecular Weight | 223.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-3D
CAS: 19017-52-8
Molecule Weight: 223.66
Formula: C11H10ClNO2
PN: 4H21-3-9F
CAS: 383131-67-7
Molecule Weight: 207.204
Formula: C11H10FNO2
![[5-Chloro-2-(4-fluorophenyl)-1H-indol-3-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-7-21
CAS: 901201-98-7
Molecule Weight: 303.72
Formula: C16H11ClFNO2
PN: 4H01-5-36
CAS: 61220-51-7
Molecule Weight: 195.65
Formula: C10H10ClNO
![Ethyl 2-[5-chloro-2-(4-fluorophenyl)-1H-indol-3-yl]acetate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRHAAAURwHPvkbDAAADN3pUWHRtb2xTb3VyY2UAAHichZdRb5swEID/isXzYny2waZqWlWtKk3qNmntpL1NlNAWKUAFJGn+/c6EJEAMlvKAwJ/vfPdxIte3X/mabNOqzspi6QFlHkmLpFxlxfvS+/PyuNDe7c11gotwYVEvvY+m+bzy/d1uR5OPNI+/yoImZe4dnl991dlgzU7Qsnr3OWPg//3x9Nwyi6yom7hIUqTq7Kpubz6VSdy0WUyE8PO42maFf1ju59X2sNs/zsyP0a965Z3Pco/P7hAlb9k6JW9llccN2XJG8ce+kfe0SKu4SVfkdY+3BZV49pvrHw9lssnTosFLs0OWxOvnptokeCMv12mywc3w4vvD0ssBgbgp87uqiveHS5Ktll4MWMV1arZ52X+mmAselC89SUMhsMJ73pZayQA38A3Wh7kdDmgUhuoAMyqYHRYj+NcBVggw6Yos7ZE1pi3BFTmwR+7DC6BcBFY6tIeO8NBKufJWdhgAkwXpSlxP0JwqpsWRjgSLbHQ0on965GO/qkr0677cFA1u1O0nqBK6O8sCNQRhTQfYZD5ReOKBBlJxKz8hH8aXUoYdLygD0FZ+wj+ML0HyjpcUglBY+bGCRx5ryJQ+xdciBCt/YeH66IJWSp7iR5rZ6zcW8RxfCog6nlOhwM5PqIg2yZDLs8lcMSs/ZSOWnOvgwGMthbKXb0pHoFrLbnhgK81rYcPHPp67x9mxe1g8Ja3F51PyCRqGumteQGXArGfnY/ceT3ikoy75kEYT6vAp9STVIMQxeQmRfXBOmYdIJOBY+QhE7+x+b4C/lsWqd9nu+oqcWfI7fau5KTAxA7qsVmllXm3cwCztA3wIcGKG8hwghoAgZhDPAXIISGKGbwdwGxBcAOF8hHAIhMTM2DlADQFFzFjtgDsboIeAJmaSzgHREIhIOynnCPN80DpG2uk4y4zbjf0G7mBGHQdsOQgHM2o6YNfB0XaQFiZwxBm1HgLSTrhZJrxophNRllK7mEsFwGEZjCQAk5pDND62wMRxuMbHFqBt3GEbH7/3WAIOjlEhLIzDNj6ygKNt3GEbH1ugphi/NwP94wcvXl58DPu9L2Uf/x/c/AecHZ2CjgMCOwAAUGRJREFUeF7t3Qm8VVP/x3FkKGNReioyZspQhlKmzGQqQomeQoZCA8KDShmKSukxNEqDKdKAwlOmDCVEhEZDhEoaVArrf7/r/vfp3HXvPXeffcZ9zuf9vM7r4a69T+cct/U9e6/1W2sLAwBAAFu4PwAAwA8CBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACQRoOu2SLmI0zC9WoBIOTcwHAfYRKuVwsAIRfGoChNbrwLAAgJAgQAEAgBAgAIhAABAATiDpqHdQBdwveKASDE3NAgQAAAvoQ1LEqSG+8CAEKCAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIO8RIACAQAgQAEAgBAgAIBACBADSaNPGdebr94abNSu+c5tChwABgDT64s3/2llY746+zm0KHQIEANJo6tDLbIB8NLGr2xQ6BAgApNEzd+5nA+S7z192m0KHAAGANFm/drkZdO2W9rF+9a9uc+gQIACQJt/PedVefTz9n33cplAiQAAgTWZN6m4D5H9DmrtNoUSAAECaTH6ksQ2Qz9/o5zaFEgECAGnyVOfKNkCWLpjuNoUSAQIAabDq1wU2PIZcv40tJswFBAgApMH8mU/bAHmxZ123KbQIEABIg/ef65gzFegeAgQA0mB874Y2QLQOVq4gQAAgxf7+a6MZ1r6CDZDffvzCbQ4tAgQAUmzZt7NseDx5087mn3/+dptDiwABgBT78q3HbIBM6neK2xRqBAgApNibI1rbAJkx7na3KdQIEABIsee6HWwDZPEn49ymUCNAACCFNvzxe0F4bGUDZO3KJW5zqBEgAJBCn874n7mkwRbmlktruE2hR4AAQAr17nW/qbzTFub6Ky90m0KPAAGAFGrSpInZYostTK9evdym0CNAACCFqlevbgNk2rRpblPoESAAkCLff/+9DY9y5cqZ1atXu82hR4AAQIq88MILNkBq167tNuUEAgQAUqRLly42QK688kq3KScQIACQIo0aNbIB8sQTT7hNOYEAAYAU+Ouvv8yOO+5oA+STTz5xm3MCAQIAKfD555/b8Nh+++3Npk2b3OacQIAAQAoMHTrUBshxxx3nNuUMAgQAUuCaa66xAdK5c2e3KWcQIACQAnXq1LEB8uyzz7pNOYMAAYAk++OPP8zWW29tA2TRokVuc84gQAAgyd555x0bHrvvvrvblFMIEABIsj59+tgAOeecc9ymnEKAAECSXXLJJTZAevTo4TblFAIEAJJs7733tgEyZcoUtymnECAAkEQzZsyw4bHllluaFStWuM05hQABgAR9/fXXpmfPnqZu3bo2PLzHhAkT3ENzCgECAAHMnj3bdO3a1Rx88MFFQmOrrbYyFSpUsP+sqbxDhgxxT80ZBAgA+KTbU7fffrvZb7/9ioSGguLUU0+1q+7+/PPPZuPGjaZly5aR9lwdTCdAAKAU//zzj63p6Nixo6lZs2aR0Nhuu+1M48aNzfDhw83y5cvdU+25t9xyS+T466+/3vz999/uYaFGgABAFC3DPnXqVNvhV6tWrUho6NZU06ZNzahRo8yqVavcU0vUt29fe1tL51944YVm/fr17iGhRYAAyHt//vmnmTx5srnqqqtM5cqVi4SG9vRo0aKFef755+0SJUGMGTPGbLvttvb5TjzxRLNy5Ur3kFAiQADkJV0JjB8/3rRq1crssssuRUKjYsWK5t///redRZWsK4Y33njD7LTTTvb5Dz30ULNkyRL3kNAhQADkjbVr19rVcZs3b2522GGHIqFRpUoVewWi4j8NgqfCxx9/bKpWrWr/PI2pzJ071z0kVAgQADlNYxUjR440TZo0iUyv9R7Vq1c37dq1M9OmTbNjH+mwYMECs//++9s/f7fddjPvvfeee0hoECAAco5mRQ0bNsycffbZkbEH77HXXnvZTZ7effdd97S0+eWXX8xRRx1lX4+2vJ04caJ7SCgQIABywtKlS83jjz9uTjnllMheHN5D3/jvuOMOM3PmTPe0jFmzZo05/fTT7evT69UWuGFDgAAIre+//97079/fzmzS2lPRoVG7dm3TrVs389lnn7mnZQ2NtVx22WWR16zlUMKEAAEQKgsXLjS9evUy9evXLxIYehx55JG2E/7mm2/c07KWCg5vvvnmyHvQmExYCg4JEABZ76uvvrLLgXj7jEc/GjZsaB588MHQbx2rTai8q6iLLrooadOHU4kAAZCVPv30U3P33Xebgw46qEhgqKr7pJNOMo888oj54Ycf3NNCbfTo0Wabbbax71PvMdsLDgkQAFnlySefLFajoU71tNNOM4MGDbKLFaaDboNpdtSIESPMAw88YLp37x556Baafj5p0iQzb94899SEvP7667b6Xe/7sMMOMz/++KN7SNYgQABklaOPPtp2npqZpD3FFSip3php9erVNgw6dOhgDj/88GJTf8t6aGFF3V7T4olaEiXokieeWbNmRQoONe1Yt/CyEQECIKt4RXZaeyqVNmzYYMaOHWvOPffcYtN+9dBVj5YcOfnkk03r1q3tQwssev+sn2umV0nnKlC0L7rCJOiA+Pz58yPLxqvg8P3333cPyTgCBEDWUAGgN5CsYrtU+PXXX+2eHrvuumuRTl/7mGspEy18qB0GNTvKDwWEliRRtbvW1VJ1e/Tz1qhRww6Qr1u3zj21TLpdF11wqKukbEKAAMga+sauznKfffZxmxK2bNky06lTJ9sRe527lmvXbac5c+a4hydEG09dd911dlFG78/SLal+/frZlX/joYJDjf/oOXS1owr7bEGAAMga99xzj+0oL730UrcpMF1JaPC9UqVKkc5c4xUvvvhiyte/0lRcVcfvueeekT9bW+DGu4yKW3B43333uYdkBAECIGtohz91kNqEKRl0K+rYY4+NdLwa08jEulO66njssccie43oNp3GU+K5raUg1Bpe3ntp37594PGVZCFAAGQNLamuzjHeb+gl0ViGt/+GpsU+9NBDZtOmTe5haaUxHo2TRF8JxVsAqffhjRM1a9bMTgbIFAIEQFbQEiXqFHWfP5FpsAoJjT94nfTxxx9vvvvuO/ewjHr11VftzCq9Pt1aU+1HPNyCw99//909JC0IEABZ4ZlnnrEdYt26dd0m33RLSNNyvdtEt912W8avOkqjUPNmWGna77hx49xDYnrttdciBYeqXclEwSEBAiAraIaUOsNrr73WbfJFy34cd9xx9jnKly9vB8mznQbZtdGVd+U1atQo95CYPvroI7P77rvb81VwqDGfdCJAAGQFLYqojjDINFVdeXjhsfPOO5u33nrLPSRr6QqpZcuW9rWXK1fOvPzyy+4hMUUXHGqQ/oMPPnAPSRkCBEDGaZqqt91svDUZ6oC921a77LKL3Xc8bDSb6vLLL7fvQeuAaSmTeKjgUEvZe+fHG0JBESAAMk6dvjo/zZqKd2qqN2Cu21Zvvvmm2xwamuqr5VH0XlTgGO+ikVrP69RTT43cDhs+fLh7SNIRIAAyTsV26vjUgcbj6aeftudpifcXXnjBbQ4djeOo0FDvSfu5+11OxaMQatGihT1fj1QXHBIgADJOixOqw9OsKb80YOzVecRzXrbTFry6mtL70na98VLoeBMS9LjhhhvivqrziwABkHGHHHKI7ez8zpxSh+hVmKvOI1un6gb18MMP2/emcaHFixe7zb5ol0av4PDiiy9OScEhAQIgo1atWmVvQamj87vDoNa20vGqg8i2IsFk0FXECSecYN+jtrcNStOCvYLDRo0aJb3gkAABkFFTp061HZyWPfdDy7F7S7FrWY9cpS19Na1X73PatGlus29TpkyJFBxqqfkvv/zSPSQwAgRARmm7WHVuTZs2dZtK5C0oqO1ec+3WlUtFlXqvqpFJxMyZMyPTpLVgZbIQIAAySsGhjk1BUhZdfXj7pWdiVd10W7JkSWR73UQXmFTg6nn++9//uk2BESAAMsrbwU+3ssqinQR1rNbLineKa1i1adPGvufzzjvPbfJNS6Z4QTRv3jy3OTACBEDGaNBcnZoG0TWYHotmEXljH7lQ8+GXxiw0m0qfkd9JBi7tp67PTZ9fMoOXAAGQMZq2q46tdu3ablMxY8eOtceqSjvVOwlmmwYNGtj3HnTSgOpJdP6ZZ57pNiWEAAGQMSoAVMem2zRl8da70h7m+WbgwIGRW3dBeNvh3n333W5TQggQABnjrf2kpUxi0e0tr54h3sUWc8Evv/wSmdIbpLBw//33t+cme5FFAgRARqia3FuKpKwVdDXjSsftvffeblPeOOaYY+xnMGLECLcpJm2j61WkK4iSiQABkBG6klCnpvoELeceS4cOHeyxV111lduUN3Trzu/tvmiTJ0+25+2zzz5uU8IIEAAZoY2j1LFpI6iyHHHEEfZYrb6bryZNmmQ/A92Oikf37t3teZdeeqnblDACBEBGeFXWWjk2Fs240p7hOjaZNQxh40151lhIPAsjqvJc5/Xt29dtShgBAiAj6tSpYzu2Z555xm0qQlu26jgVwuXb9N1oqt/wqvDjWc+qSpUq9pxEK9lLQoAASLs//vjD7pqnjm3hwoVucxHerRs/tSK5zruV99JLL7lNJdJnq+M1g02febIRIADSTt+G1bHp23FZBg8ebI/VDn35zquFKWvas0dXdzo+aP1IWQgQAGmn+/Hq2M455xy3qZg+ffrYY1MxCBw23na1fivSO3bsaI/XeFMqECAA0k5hoI7tnnvucZuK6datmz326quvdpvyTtu2be1n0bVrV7epRFoGXscPHz7cbUoKAgRA2qkgUB2bahTKcuutt9pjb7rpJrcp73j1MPpMyqLaGm8PkC+++MJtTgoCBEBaqRpanZqqo1UlXRauQDaL5wpE1f06VtX+qvpPBQIEQFrFWxDnjZcwBhLfGIgG2nWs1htLFQIEQFppRVh1bC1btnSbSsQsrM3imYXVunVre6xWPE4VAgRAWmlPCnVsAwYMcJtKpBVkdfwhhxziNuUdrw5k/PjxblMx+rx0rPZcSRUCBEDaqJra21Xwgw8+cJtLtGDBAnu8KtE3bdrkNucNfXbbb7+9/Szmzp3rNheh5e+1g6GODbqLoR8ECIC0+eabbyJh4Hc9Jy1fUr58eXve119/7Tbnje+//95+BloL688//3Sbi9D+8jq2Ro0ablNSESAA0mbUqFG2Yzv66KPdppiOPPJIe97IkSPdpryh21b6DA444AC3qZgHHnjAHtu0aVO3KakIEABpc+ONN9qOrX379m5TTDfffLM9r1WrVm5T3vBqQPxMZ27SpIk9VkGSSgQIgLSpX7++7dieeuoptykmb1OkVN+SyWbeAPro0aPdpmKqV69uj9WtrFQiQACkhe7be/t6fPXVV25zTFpJ1jt3xowZbnPO0/iHBsVVfLlkyRK3uQhv3xAdv3r1arc5qQgQAGmhjl8dW8WKFe2Monhdcskl9vzrrrvObcp5vXr1su/dz+6NmrarY9Ox/D0BAiAtBg4caDu20047zW3yxbuNpQBat26d25zTDj30UPveH3vsMbepGBUO6th4904PggABkBZXXHGF7djuvPNOt8kXTefdY4897HP4qcTOFe+88459z5r67GftsEaNGqXtMyJAAKRFrVq1bMc2YcIEt8k3b12smjVrllkLkSu0hIvfKwotmqjFE3W8FlNMNQIEQMqtWLHCdmp6vPXWW26zbxpMr1q1qu/bOWH3ySef2IFzDYj7KaKcM2eO/Wy0jHs6qvYJEAApp6pzb2+KSpUq2S1tg/KuQipXrmyWLVvmNucUraSr93rxxRe7TSUaNmyYPd7PYHsyECAA0uLXX3819erVi3xDfumll9xDfNGtq4MPPtg+Ty4XFnr7mWv68vz5893mEl1zzTX2nE6dOrlNKUGAAEibtWvXmrPOOst2clrTadCgQe4hvugKxquLePXVV93m0Pvtt98ixYBa/t6vOnXq2HMUPulAgABIK92b92Zk6dG9e3f3EF9UD6Lzd9ttN/Ptt9+6zaF2wQUX2Pe23377+Z6yrPGhrbfe2p63cOFCtzklCBAAaadCwi5dukRCRLdeNE03HupYvW/cWpzR7+q+2a5///72PWnabjxV97oq03lVqlRxm1KGAAGQMeosvX0rtACg32/bHn3T1qC8d368IZRtdDtum222se9HkwXi4U0uOOecc9ymlCFAAGSU7tfr27Y6v+OPP97e/4/H66+/Hlkn6/LLL7e1EGH04Ycfmh122MG+j+bNm8e93Iv2jNe599xzj9uUMgQIgIzTqrFeAZzWcIp3F71x48ZF7v8rRMJWZKjdGTWWo9evpV6CvP69997bnq8lX9KFAAGQFVQ0969//ct2gnvuuaf58ssv3UNi0mZVmtml81U/sXLlSveQrPTKK69ErjyOOeaYQCvo/vLLL/Z8zUpT0Wa6ECAAsobGNLwlT7R3+vTp091DYnr55ZfNjjvuaM8/6KCDzOzZs91DsorGgLwrp1NPPdWsWbPGPcSXSZMm2efQZ5dOBAiArKKCQ30TV4eogkNt5RqPWbNmmWrVqtnzNTaiTjrbaJzHm6qrh8Y8gty28qhWRM/TsmVLtymlCBAAWUcFh2eeeabtFHVbavDgwe4hMf3888+RRQj1OOGEE8ynn37qHpYRmjSgnRX1ujTjql+/fu4hcfM+qwEDBrhNKUWAAMhKbsFhkNlFuvooX758JIhUb/Ljjz+6h6WFAsxb20qPfffd18ycOdM9LG6areVNZdZgfDoRIACyljrHW2+9NdLpXnvttXHXeixevNg0a9Ys8hyaMqyl0eMdpA9K+3k0btw48ufrtppuOcVb81Kab775JvK+0l1MSYAAyHoPP/xwpOCwadOmZv369e4hZZo2bZpp2LBhpCPXQ/+unRI1iymZtIf5Aw88ENlJUA+9fq2q63dhRL80+0zPr3GjdCNAAIRCdMGhxjSCTtPVzK7zzz/fTnn1Onfd3tJyKLfccouZOHFi3Le5VLei1YU7dOhgjjjiiCIh5V3x+NnPI4gbb7zR/jnt27d3m1KOAAEQGv/73/+KFBwuWbLEPcQ3dfoPPfSQOfLII4t0+N5DtRkKAw1Qt27d2j7atWsX+Wf9XO3bb799sXP10J4c2lbWzza0ifCWyH/qqafcppQjQACEiltwOHfuXPeQuGmcZMSIEfZK4cADDywWBn4e2qPk6quvNqNHj04o2PxatGiRuf/++yO39r766iv3kJQjQACEjltw+N5777mHJEQ1GV988YW9LaVg6dmzp1123nvo3/Vz1ahoMH7jxo3uU6SEboPpz65bt26R8NJ04HjXzkoGAgRAKGngW+MW6kB1G2nChAnuITlB1fRdu3Y1hxxySJHQ0JXHiSeeaHr06JH0gXm/CBAAoaWlP8444wzboWpJkCFDhriHhJL2Abn99tvthlLRoaH3qCVPnnjiCbN06VL3tLQjQACEmm4faQVer5PVN/Kw0e0n1Yt07NjR1KxZs0hoqG5EdSTDhw9P+YB8vAgQAKGnDlhTcL1OV9vdxltwmG56fapNuf766yNrd3kPrQGmehfVeKxatco9NWsQIAByhtaV8mYlXXjhhYEKDlNJg/NTpkwxV111lalcuXKR0NAqwi1atDDPPfec3d88DAgQADnl6aefjhQcapA5aMFhsijENFurVatWZpdddikSGhUrVrQ/1wSAbAs7PwgQADnnjTfeiBQcajmRdNRlRNNqwrqS0DLt3mZR3qNKlSr2CkRXIuma/psqBAiAnPTxxx+bqlWr2k5bA9PJKDiMRWMVI0eONE2aNLFjGNGhUb16dVvFrjGPbB+biQcBAiBnLViwwOy///62E9ee48kuONSsqGHDhtm9R7zbZt5jr732Mp06dTLvvvuue1rOIEAA5DQVHB511FG2U1fBoRZLTITqL7TGleoxvO1ovYfC6o477kjKPh9hQIAAyHluweHQoUPdQ2LS8uzanEqD8tGr+OqhCvFu3bqZzz77zD0t5xEgAPKCBqy1Z7jX8WtNqVi03lavXr1M/fr1iwSGHlrBV+drM6d8RoAAyBsqOLz55psjQaAivr///jvSrhVtVclep06dYqHRoEED8+CDD9pVcFGIAAGQd/r27RspONRtKa07peXYowND7SeddJJ55JFH7N4hKI4AAZCXxowZY3cijA4NLYt+2mmnmUGDBpmff/7ZPQUOAgRA3jrrrLNscGiK75NPPmlWrFjhHoIYCBAAeUvbzipAVMuB+BEgAPLSpk2bIhXjc+bMcZvhAwECIC9pqROFh9bMip6JBf8IEAB5SdXkCpBGjRq5TfCJAAGQl9q0aWMDpEuXLm4TfCJAAOSl2rVr2wB58cUX3Sb4RIAAyDurV6+OFBJSJBgcAQIg72hfDoWH9ulAcAQIgLzzwAMP2ADR5k8IjgABkHeaNm1qA+T+++93mxAHAgRA3qlRo4YNkKlTp7pNiAMBAiCvLFmyJLLarvYxR3AECIC8Mm7cOBsg2kkQiSFAAOSV2267zQZI69at3SbEiQABkFdOPvlkGyBaygSJIUAA5A0tmqjFExUgWkwRiSFAAOSNL774woaHlnHfuHGj24w4ESAA8sbw4cNtgDRs2NBtQgAECIC8ce2119oA6dixo9uEAAgQAHmjbt26NkCefvpptwkBECAA8sK6devMNttsYwNk4cKFbjMCIEAA5IXp06fb8KhcubLbhIAIEAB5oV+/fjZAGjdu7DYhIAIEQF649NJLbYB0797dbUJABAiAvLDPPvvYAJk8ebLbhIAIEAA579dff7XhseWWW5rly5e7zQiIAAGQ815++WUbIPvvv7/bhAQQIAByXteuXW2AXHbZZW4TEkCAAMh5Z555pg2Q/v37u01IAAECIKf9888/Ztddd7UB8v7777vNSAABAiCnzZs3z4bHtttua9avX+82IwEECICcNnr0aBsgRx99tNuEBBEgAHLajTfeaAOkXbt2bhMSRIAAyGn169e3ATJixAi3CQkiQADkrD///NNst912NkDmzp3rNiNBBAiAnDVz5kwbHrvssoudjYXkSlqA6D+SHrH4OaY0Wr+/U6dO5vDDDzcVK1a03yr22msvuzWlioS01zEC0jez66835sADjdlhB2O2396YAw4w5rrrCtuAkPrvf/9r+5zTTjvNbUISBOvNS+AnHPwcU5K+ffuarbfeOnJ+aQ8E0KuXMeXK6T9OyQ+19e7tngWEQqtWrWzf8J///MdtQhIkrdf104n7Ocb18MMP23O0CNq///1v8/bbb5uVK1eaDRs2mG+//dYWBvXo0cPUrl3bPRVlUVWu/nsUfLbmqquMmTHDmDVrjPnjD137G3P11YVtOmbAAPdsIOsdWHBVrf5j/PjxbhOSIL7ePAY/4eDnmGjfffddZAtKzeVGEn3/vTHbblsYDsOHu62bqU3H6NgffnBbgaylL5pbbbWV7T9++ukntxlJ4L83L4OfcPBzTLTbb7/dHt+yZUu3CYnSJb3+WzRr5rYUd9FFhcfeeafbAmSt119/3fYfNWvWdJuQJP578zL4CQc/x0Q75phj7PFTp051m5Cogs/WhsJrr7ktxU2ZUnhs/fpuC5C17r33Xtt/NPPzJQmB+O/Ny+CFg5+HX94CaCtWrHCbkKhKlQpDwc9nu2xZ4bG77ea2IE76VrxkyRL3x0iB8847z/YfDz74oNuEJPHfm5fBDYlYD7+8mVebNm1ym5Cogs/WhoKfz3bjxsJjdQ4CmT9/vjn55JPt77MW9Rs4cCC/1ylWtWpV+3m/9dZbbhOSxH9vXgY/4eDnmGhcgaQQVyBpsWrVKnPrrbfa0NDvsmYTen8PDjnkEPPGG2+4pyAJNENTn3G5cuXMGs0sREr4783L4Cccoo/RtLqLLrrI7LHHHmbHHXc0RxxxhP1W9tdff0WOZwwkhbwxkNdfd1uK0ziJjq1Xz21BKf7++28zbNiwyLdgPU499VQze/ZsM2DAgIL8rhT5+fnnn2+vUJA8zz//vP1sVXiM1Ind48ch3gBp3Lixeeqpp8w333xj1q1bZ+bMmWOrRTt06BA53puFdfnll0d+hiS5447CULj4YrelOA1C6liKsXx59913zVFHHRX5fd9vv/3MSy+9VOSY5cuXm+uvvz5ym1ZXKF26dLFXLEjcLbfcYj/Xq1XLhJSJ3ePHId4AKckPP/xgdt5558i/e3Uguux/5plnoo5Ewgo+24IPtzAYRo50WzcrCHl7jOpAVDuCUun3tUWLFpHf85122sk88MADdkG/0nz++efmlFNOiZyjK5bhw4fbKxgEs3HjRjt1V5/n4MGD3WYkUem9eZzKCgcp65ilS5facY9offr0secoRNq0aWPeeecd+y1Nfyn1F1aV6D179jSHHnpokfN020szXhBDwWdrw0HV5m3bFlafqwq94IrQfPSRMddcs7kSvV8/92z8P11Bd+vWzWy//fb2d1XFa61bt7a/z36NGzfO7LvvvpG/I7qCmT59unsYYtBYaa9evUz16tUjn+OVV17pHoYkKr03j1NZ4SClHaNxD93KOvfcc83NN9/sNttfCg2GeeeX9vDo25tXwa5vd7o9lrcmTjTmyCONOf54t6XQvfeagh6vMCRKeqjtvvvcs0zBfzBjatQwpkkTTTFyW/PG008/Hfm2q4cW99QKsEHoS9H9999vr1y857vssssKLvy48otFW9becMMNkQDXo0KFCpF/5iokdYr35gG5nXhJSjomOgAOO+ywUu8Ba5CxY8eO9hjd5tJqvPqLe9xxx9lvf19++WWR47t37x6Z+aL7zLrfrPvOeUOr6J5++uYg2G8/94jNtJKxVt6tVatwJd6Cv3z2n6+9trCtJB9/vHkqsG5vdemiKUfuUTlr1qxZBZl8fOR3V5NBkrXcjpbd0Lpv3owtdYz6fdaVDjbT9NwLLrggslyJHloTb8iQIXatPI0p6Wf68slaWKkRu8dPE92z1FXC6QUd3hVXXOE2B6bQ0QwX75dLM180Ayan59//9pv28Nw8vqH/79zZmN9/d49MnK7sCq7wIiFVtaoxw4bpEtA9Mmf8/PPP9raI12mVL1/e3H333Wbt2rXuoQmbMWOGadCgQeT3V1+Y8n0sUH3FmDFjikxS0OOMM84wr776apFjtf+H+hO164qEW4LJlxUB4tE3L12+J5vm2mvOvffLdvDBB+fe+IimPz/2WGGthtehN25ceKsp1caNM2bffTf/uQV/uc2777pHhZpuL/Xu3dte/Xq/R5dccomtN0i1UaNGmRo1akT+3BNOOKHgAvBj97Cc9lvBFyNVlEd/DroLoTCPdYtagXPWWWfZ4zW+yr5ByZVVAbJ48eKC/i81xWq66njkkUcixYl6aKkD3T8NPdXJaBKB14FrYyjn21jKaabR/fcboy8A3uto0SInZm5NnDjR7L///pHfmzp16thtBdJJVzh33XWXveLRa9AV0FVXXWV++eUX99CcsmDBgoIL6hvNDjvsEPn8q1SpYq/6dDXohz47r6Zszz33tLM9kRwZCxDVfOjKYNmyZbZSVLOpNACp2o9U0kyNdu3aFZl/r0rh0sZestrChcY0bbq5w65YsXC2lJYeyRQtm9269ebZWxpT6d69cGZXyGhcTbdVozsuDchmcoqtvmRdfPHFkdekrVr1zTzWVOEw0mzLpgW/29HjG7pzMGjQILN+/Xr38DL9+uuvplatWvZ5NE6iKxokLmMBomm2um+p7Wl1VVCvXj0zdOjQtO1brMteVQZ7v5y77767/fMz2Tn4tnp1YSFgwSW87aS1a6Cm3GrJkWyhmUgNGmwONy2p/fTT7lFZSZ2LvvV6XzI0o69z587m91SMIwWkAWRdCXm/v+ocJ02a5B4WKrpLoDGeo48+OvK+9NCXzVdeecU9PG6LFi0y//rXv+xzagIEkxISl7EAyRaqEFalsPfLeuSRR9pK4qykcB0xwphq1TZ3zI0aGTN7tntk9hg1ypg99tj8ejWdeNYs96isoOnkjz76qL2N6v0+aMUETTHPRnq9+kauKyPv9epL2dyQ7WOvjZ8eeughe3vJex8a31AtzWeffeYenpBPPvkkMo6lGVzRSychfnkfIKLLf1UMR8+/b968uS1UzBZ/vf9+4VpUXke8997GjB3rHpadNEPp7ruNKV++8LWrtkQFXj7vYafD//73P1uM6v33P+igg8zkyZPdw7KSOuBOnTpFap/0/zfddFPW36ZZuHChXbpIa+F5n3vlypXNnXfeGVcRZrz031oBpT/vGl25IzACJIp+afWtx7vvqql/qjH5Q9XZGaK9Ix67/HLzujemUPCXzfTsacyGDe6h2U8zlrT2lheCWrbmwQfNPxm8f69B2iZNmkQ6MN1Sffjhh+3snbD5+uuvzdlnnx15L7qSeuyxx7LuW7am01544YVFioMV2I8//nig8Y0gnn322cjfc/0dRzAESAlUSawBfe+XW5fWqjhOJ/1F6tGjh519sm/Ba+hRECArVCOTC5sRaQZTnTqRIHm9Vi0zUxXzabR69Wo7YcP7JqrO7Nprr7WTOsJO9RAHHnhg5PdXxbeZXtFa4xvPPfecHev0XpceWikiU2M3/fv3j7wO3QpE/AiQGFRZrApj75dMVe+qQE41LUW99957R/7c+vXrm68++MA9LNw0WWHwYDOvShVzW8F7rFrw0IynVN+/1ySNJ5980lSrVi3y+TZq1Cjp99ozTVdQ/fr1s1dU3vvUrCbdNkonTTzo27dvkeVeNPOxVatWdmn7TLvtttvsa9IXCHfFZJSNACmDbl917do1sraOLntVvOR3Dno8Pv30U3PSSSdF/qJpUTgteZ+umWmZ8GdBB/No586R+/ea+aQZUKm4f//ee+9F6gH02GeffcwLL7zgHpZTdEWl+/ze7SJdcd1xxx0p32RJ04219FD0uKJuqenPVsFwttDfLYWZXp/+jmftBJosRYD4pIpjVR57fxk0k0OVycmYf6+/5G3bti3yl/w///lPyv+SZxPNdNKMp+jORjOiknH/XoVjLVu2jDy3Bm3vvfdeu15SvtC3/egvJ7oCGzFiRNK/nHxQcKXcrFmzIuMbBxxwgP1vma3TZnV7zatW13JHc+dm56y7bESAxEkVyHXr1o385VCF8oQJE9zDfNFtBl3eR99m0OCi5qvnK8180oCq93loZlTQ+/fR40h6Li1OqLWRfvzxR/fQvDF27Ngit0c1JqEi3kQo5PW8xx57bOR59dCtQf3dSDSkdDX64YcfmpEjR9rVirWwpPfQv+vnak/kqlXV6vosdtxxP3P00VeZpUuzp+YnmxEgAajYUCt+Rs+/V7GTuyJwLCqMcgc6p02b5h6WlxSsmgkVHayaKRXP/XsN2O61116R8zWOpE4GhcGqPXSig1W7fmrGXzy0eoPGWaIDSeMbei7VWwSl16dA0q236CVk/Dx0vM7T+fHO6Fq+/Ddz4ok3mdq17zEXX/x8wfvLnyvUoAiQBGiAUPuXRC8br30JtFxKaTTV0rtc1kPz3jV9MRm3anKNbu1pZpR3O0SfswbaY1WEa90qjW14n28+jCMFpcDQFZm3bLwCRcFSVser27mqzI9eWFKrSWhAOpGrO91m0xa0Wp7FDQatFHHiiSfaafZ6aDki75/1c7W75+h59HzxDNYvWbLSnHnmKHPUUYPMlVdOMBs25PDK3UlAgCSB7t+fc845kV9c7/599LLxJRV7qYgqkcvufKEOQLdDoj9fzaSKDgWtdaRxJK8zVJirIC2fxpGC0rhF9PRaXVFoJqBLy8trHS5viRc9tITKwIEDE6qV0sxGLWwa3flr9mP79u3Niy++aP/u+KHjdLzOi549qYee3+8Mym++WV4QSk/aEOnUaYr5+2++fJSGAEmiKVOmFLt/r2XjNcdcVxrez7XcxFdffeWejjJE35LSQzOqtOietj12v7Xq/jj8UxhrUD16erMG3XUrSjPVouuivDZt0pTIlZ2+PF133XWRgj79/0UXXWQXWU10TTqdr+fR80U/v/48P1/aZs780TRoMNSGyL33pnfl5TAhQJLMu3+v2RzRf+H0yIUF7zLp8MMPt5+jpl1GL3/hPdSuvTL0z/pWjPjpik0zAL0Cy+iHrpq1xW4y9iLRxAhvYUM9NMMxVTVAet7oGZT6c/1MzHjttQUFX1IG2xB54omP3GYYAiRldP++TZs29hdW9/C1WFwYl8fIJl6AqNJa99o1Y03/rrERbxxJxXIESOI0YcFb7Ve3BbXlQbyD7KW55557IuNa+lKltanSQX+Ot6S7/ny9jrI888wcGyB6vPhiagIuzAiQFNPMrGT9xct30QHiUQV59KZKBEjy6PaVPksNkCeDAt77UqWHriRTsRVwLPrzvMJBPfR6yprAMnDgDBsguhqZNm2x25zXCBCERkkB4iJAkkerLXhXIGXNzCpL9NWhvv1rkkkm6c/3roL0usoKkW7d3rQh0rDhsIJgTd1KwWFDgCA0CJD00gC5N0VdqxYnwrvy0NhKtiwfo9fhjfXo9cXy119/mxtvfNWGyMknjyj4PEqfqp9PCBCEBgGSft7Mt0T2gNdqAN6VR7aEh0evx7sS0euMZf36TaZVq5dsiJx99uiCKzSmiBMgCA0CJP286bvaajYIzXbyOuhM37YqjV6XF3Blzc5auXJ9we/YszZEqFYnQBAiBEj6qXBQn6dqbeKlegtvqq4GrrOZN7Cu11tWnciPP66OVKu3aTM+r6vVCRCEBgGSflotQZ+nVlGIl4r2dK5W4033bKt46fXpder16nWXRdXqJ51UWK3eo0fw23thR4AgNAiQ9HvwwQft56lCvHho2RCvAjxddR6J0uvU69Xr9rPsyUcf/WhnZV1//ctuU94gQBAaBEj6jRkzxn6exx9/vNsU07nnnhsoeDLNq1jX6/fj99/XF1kryys6POWUpwquakreK8g7xlXaz6P5OSadCBCEBgGSfm+99Zb9PLXCsV/aWVO1I/omn6rlSVJFr1evW69f7yNeXgevR2nLn5QWAqX9PJqfY9KJAEFoECDpN3/+fPt5ql7C78KJWkJd52ghwzDS69br1/uIV3SAnHDCcDtry1VaCJT282h+jkknAgShQYCkn5Zp1+eph5bML4sq1r2VkbUabhjpdev1633EW4HvdfAdO062/9+3b/HdHksLgdJ+Hs3PMelEgCA0CJDM8FaW9nNLRzsB6ljtx5HokuyZotft7Sei9xMPr4PXLK2jjx5kl4T/5ZeiM9BKC4HSfh7NzzHpRIAgNAiQzNC+NvpMtQ1zWbSdrI7Vzpxhptev96H3E4/oDv7229+w/9yzZ9FpvqWFQGk/j+bnmHQiQBAaBEhmnHnmmfYzHTx4sNtUjLeH+bhx49ymUNHr1/vQ+4lHdAf/7bcr7Qq+9eoNMd99t3kb5tJCwPu5n0e2IEAQGgRIZlx55ZX2M+3WrZvbVMSKFSvscXosX77cbQ4VvX7vveh9+eV28N27v2n//Y47NtfCuMe4P/fzyBYECEKDAMmMu+66y36mZc1Kev/99+1xWg4kF3jLsOh9+eV28D/9tMYce+wQOx6icZGSjvGU9vNofo5JJwIEoUGAZIZ2e9RnevbZZ7tNRWhPdR2n/dJzgd6H3o/el18ldfC9e0+3P7vppsmlHhPr59H8HJNOBAhC4+qCADml4C/0jBgB0rUgQHTMSwRI0kycONF2pArwWLTgoo5r3ry52xRKeh96P/EsJFlSB79s2R92yRP9/NNPl5Z4jJT282h+jkknAgSh8U5BB/ZywV/oX2MEyKyCANExiwmQpPn4449tR1q5cmW3qQiNkei4tm3buk2hpPeh91PW2E+00jr4AQM+tD+/+uoJpR5T2s+j+TkmnQgQhIe+ARf8hTYxAsQUBIg9hgBJGr9b29566632OK3gmwu8lYj1vvwqrYPXmlknnvhkpL2kY0r7eTQ/x6QTAYLwIEAyQoV122yzje1MFy5c6DZHcAUSu4MfNGgWAQJkDAGSMTVr1rSd6TvvvOM2RTAGEruD1+q8WqW3tGNK+3k0P8ekEwGC8CBAMqZBgwa2M421tS2zsPIPAYLwIEAyplmzZrYz7du3r9sUQR1I/iFAEB4ESMZ4A8qdO3d2myKoRM8/BAjCgwDJmN69e9vO9NJLL3WbisjHtbC058eQIR+bhQt/c5tyHgGC8CBAMmb06NG2Qy1ra9t8XI33zjun2oHtPn3ec5tyHgGC8CBAMubNN9+0HWpZW9vm234gn332s13nSo85c35xm3MeAYLwIEAyZt68ebZDLV++fMytbfNpR0J9DFdcMc5efdx99zS3OS8QIAgPAiRjore2XbZsmdtcRL7siT5x4jc2PLT3+a+//uE25wUCBOFBgGSUt7Xt7Nmz3aYitPWtlj3ZaqutzNy5c93mrKbXq9et1x9rC98//thozjxzlA2QYcM+cZvzBgGC8CBAMqp27do2QPxsbXvuuefaYy+55BK3Kavp9ep16/XH8sgjM2x4nHfe0+bPP/9ym/MGAYLwIEAy6owzzrCd65AhQ9ymYmbNmmW/yev4//1v82582UyvU69Xr1uvvzQ//LDKNGgw1AbI1KmL3Oa8QoAgPAiQjGrTpo3tYLt37+42lei6666zxx9wwAFm7dq1bnNW0evT69Tr1euO5eabX7Phcc01k9ymvEOAIDwIkIzytrb1u9rub7/9FlkOpFWrVm5zVtHr0+vU69XrLs2MGUtseBxzzGAzbx4V6gQIwqNBg8JwePttt2Wzyy8vPGb4cLcFCfK2tm3cuLHbVKqpU6eacuXK2fMeffRRtzkr6HXp9el16vWW5u+//zGXXDLWBsj997/rNuclAgThoRk9o0cXTsAvzQ8/GDNsmDEbNrgtSNCECRNsR3vEEUe4TTH16NEj0kG/8MILbnNG6fV4AafXGctzz31hw+Pkk0fY5UtAgADwSQPL6mirVKniNpXJGz/ZbrvtsiZE9Dr0evS69PpiWbVqQ2QvjzFjPneb8xYBAsCXpUuX2s5WNRIb4rzC++uvv0zTpk0jVyKZvp2lP9+78tDr0uuL5cEH37Ph0azZc2bTpnAu0ZIKBAgAX6K3tl20KP7pq+qkvSsRb2A93bOz9Od5A+belUdZ4aFVduvVG2ID5L33vneb8xoBAsA3b2vbd98NPoh8zz33RL7916pVK211Ivpz9Od5V0F6HX60a/eKDY8OHSa7TXmPAEH4aDD9+uuNOfBAY3bYwZjttzfmgANUeFDYhpQ59thjbQf87LPPuk1x0Wwnb4qvHqoAT9WyJ3per8JcD/25sWZbRXv77W9teBx77BDz3Xe/u815jwBBuPTqZQq+PhZO1S3pobbevd2zkCTeQoOxtrb1S/UWKtrzKtb1/3p+rYab6FLwOl/Po+eLfn79ebHqPKJt3LjJnHtu4a2rfv0+cJthCBCESf/+hSGx5ZbGXHWVqrqMWbNGK9sZM3OmloEtbNMxAwa4ZyMJbrrpJtsZ33zzzW5TYJrddd5550WuEPTQfhzt27c3L774olm5cqV7Sol0nI7Xed5+Ht5Dzx9reZKSDBjwpKlRo4lp0ODugl+zP91mGAIEYfH998Zsu21hOMQqElSbjtGxqglBUnlb2zZv3txtSphW+dUS6t5+ItGP3Xff3Zx44ommdevW9tGuXbvIP+vnanfP0fPo+cpaPbgkP//8s9l5553NdttVMU89Nd5txv8jQBAO//lPYTA0a+a2FKd9KHTsnXe6LUiQt7XtCSec4DYljTZx0k6A2k7W22Pd70PH6zydH2szqLJceeWV9vnq1KmT8O20XEaAIByOOaYwFF57zW0pbsqUwmPr13dbkKBp06bZjnXfffd1m1JGYxYffvihGTlypLn//vvtYo7eQ/+un6vd79hGWbyVhFXv8nasZXNAgCAkKlUqDIUVPhaw0455Ona33dwWJOibb76xAbL11lubJUuWuM054bjjjrPvMWx7mWQCAYJwKOiwbChs2uS2FLdxY+GxOgdJNWnSpCK3jKpVq2aaNGlievXqZafGrl692j0lVJ555hn7vipUqGC+/fZbtxkOAgThwBVIxn388cdmp512sh2st4ZUSY9DDz3UVnhruZBPPvmkIPN9hH4W0L7ve+65p30Pd999t9uMEhAgCAdvDOT1192W4jROomPr1XNbENDChQtN1apVbeeqWU8aoNbVhq46dPWhq5Dq1asXCxPv23yDBg1Mx44dbQGinisbdevWzb5eTQFO9xIrYUWAIBzuuKMwFC6+2G0pTjO1dKxmbiFhv/zyS2Q2lK4uYtVlaFxk3Lhx5tZbbzUnn3xy5IrFfexWcHWofce1nIj2WE/WAHhQ3333ndl+++3taxszZozbjFIQIAiHgr/gZpttCoNh5Ei3dbOnnio8RnUgqh1BQtasWWOOOuoo27FqHawgA+eff/65GTZsmK0C17RYbx0s96F1qlq0aGH69+9vZ1UlMg03Xpdeeql9DQ0bNjT/xNpvBkUQIAiPPn0Kw0HV5tpWVdXnqkJft86Yjz4y5pprNlei9+vnno04bdy40ZxxxhmRK4ZkrVWlsYbp06cX/CfqV3BBebHZZ599ioWJHlr598gjjzQ33HBDwfeCp8yXX37pPlVSaGFITdnV1N2Z+p2CbwQIwuXee03B3/TCkCjpobb77nPPQpz0Lbxly5a2I9etnffee889JKmWLVtmJk6caAevzzrrLFOpUqVigaKHqstPP/10c8cdd5jx48fbivFEqEhQIaXnVlU74kOAIHy++KJw5d1atQpX4q1QofCfr722sA0J01pX6lRV76GOPRNUc6LKd62/dcwxx5Q680u31i688MKCC9Q+tvAvngHwoUOH2ufQWM1PP/3kNqMMBAiAIrTSrtc5q4PNFn/++af56KOPzCOPPGKuuOIKc9BBBxULEz10K0r7trdt29YMHjzYroVV0nIkq1atisws00wyxI8AARChGUje8uc9e/Z0m7PO77//bl577TVz7733mvPPP9/u1+4Gih477LCDnX7cuXNnuxe6Zl3dcssttm2//faLe4teFCJAAFivv/662XbbbW2ner027AopVZBrMUWFhRZ9VHi4gRL9eOmll9yngE8ECAC7gKBXs6HxhJJu+YSV3otuYw0aNMgu73744YfbWVd6r5pSzLTd4AgQIM8tWLAgsp+GV2We61Qc6V1tzdDGZAiEAAHymDpSjQGoIz3ssMNiVpnnGl1p6X136dLFbYJPBAiQp6KrzPfaa69AVeaxqBBRxX+q1xgxYoQdlI/ey0P/rp9rDOKLL76ws6zSSRMGvEF0BEOAAHlInbsK8tSBqsr8q6++cg+JmwJIdRsaZzj44IOLDVb7eRx44IF2JV8Fy+LFi90/Iqk0jderLfn000/dZvhAgAB5RoPGl112me04VWX+/vvvu4f4tnz5cvP4449HNmFyH3p+1WSceeaZJe5nrp+rvbSZUqoSf+ihh8wPKdrfXgs66s+566673Cb4QIAAeUbTW9VpqspcG0QF8fXXX9srBW8g2nsoDDp06GBvS8Xb6f/444+26l31GUcffXSRRRc1a0p1HlpDK5mefPJJ+/y6YkL8CBAgj2i5D69T1gq58Zo/f75dANErNtRDS7w/8MAD5vskr36sAf6BAwfaFXKjQ0r/rr3Zk2HFihV20UY9b6oWa8xlBAiQJzQ+4dU/qHI7HuvWrbMLHUavR9W4cWPzzjvvuIemhDp394qnWbNmSRkn8caCevTo4TahDAQIkAe03IfX+WoMIh5a4nzfffeNdNzaKCpTg866zXXNNddEbm+VL1/e7h+SiCeeeMI+l/YqQXwIECDHqcp8xx13tJ3kRRddFFeVufbs8G7x1KhRwzzzzDPuIRmhANMyJV6onX322YGXdtd5XiCpqBL+ESBADouuMj/ppJN8LxqomozmzZtHOugLLrgg49vOlkRXH95ttWrVqtmwDEKfjZ6jd+/ebhNiIECAHKVv1l6VudZ/0sq1fqjA8NRTT7XnaaZWoreIUk3rXHlLu+tK6+WXX3YPKZOWiNf59erVc5sQAwEC5KDVq1dHdtpTlbnGDvzQedq8SeepNuOVV15xD8lKWoJFYzN63bodNWrUKPeQmDTlWBMM9NBS7/CHAAFyjG4/nXbaabYzjafK3D3vgw8+cA/Janr9l19+eeTKady4ce4hMR177LH23IcffthtQikIECCHqMq8RYsWtiNUFbjfENB53piHrjw+/PBD95BQ0AQBL0Q0NqI9TvxSxbvO0+A8/CFAgBzSqVOnyDfweMYCvG1sNePq1VdfdZtD5a+//jJNmjSx76dSpUpm4cKF7iElWrRokb2FpSLJpUuXus0oAQEC5AjvG7Q6weHDh7vNpdJ+GF6NSLYPmPul2WZaDkXvSfUdKoT0wxs3euyxx9wmlIAAAXKABo29KvP77rvPbS6VOlZvppam6uYSbW2rsRy9t+uuu85tLpE+Ox2vWWgoGwEChNyUKVMixX7t27d3m2PS8iQ6r3r16llZ55Eo3Y7zbku9++67bnMxWiTSuwWolYYRGwEChNhHH30UqTLX2lDxVJlrYUSvCC9bKsxToVWrVvY9asVdP5tW1a5d2x4/dOhQtwkOAgQIKQWAV2XeqFEj31XmHq2qq3NVP5HLli1bZipXrmzfqyYLlKVr1672WC0WidgIECCEVGXuLXAYT5W5R7dqdFtHt3c++eQTtznnaFBcn1XVqlXNH3/84TYX8dlnn9ljNbEg3s813xAgQMioWrxu3bq2k9t77719V5lH09LoOl+LEOYD3bqqWbOm76uQWrVq2WPjrWjPNwQIECLR1eK6LaMriXhpcNibtpuu/Tyygbbe1XveY489bK1ILLfffrs9VvUkKB0BAoSEW2UetFrcu52jnQTziaYsV6xY0b73yZMnu81FaHKCjqtQoYJdXBIlI0CAkNDtJnVqmmKayCKHxx13nH2eXr16uU05T/Ugeu+XXHKJ21SMFqHUsc8995zbhP9HgAAh4e1DrtqNoJYsWRKpi0j2HuZhoKp7fYaavlzWYLq3LIyfsMlXBAgQEt4eHV26dHGbfNO+6HqOI444wm3KG9pZ0c9trOnTp9vjVGezfv16txmGAAFCY8yYMbZD09IjQV199dX2OTp06OA25Q2vsPDmm292m4rQmJMq9HXs+PHj3WYYAgQIjVWrVkUqx7UneBAHHHBA3neII0eOtJ+BFk4si5aG0bFXXHGF2wRDgAChcu6559oO7a677nKbyqQpwNqtT+fn4/iHx1vvqnz58mVO5502bZo9VrO3/CyDkm8IECBEtEy7OjSt6xSvuXPn2nM1BVi3Z/LVpk2bInUwCxYscJuLUMBUqVLFHhv2fVJSgQABQmTFihWRlXcVCPHQbSudl88D6J5DDjnEfhZ+Nt1q27atPfaqq65ym/IeAQKEzOmnn247tJ49e7pNMXmV2LoNlu+8mprBgwe7TcVouXwdq8r/sm555RsCBAiZJ554wnZo2mkvHt6Ohapmz3eXXnqp/Sz8rIu1ceNGuzWujp86darbnNcIECBktBKvNxhe1j38aN4y5bolk++86czdunVzm0rkTf1t166d25TXCBAghE466STbofXu3dttKtWtt95qz8nnGhDPTTfdZD8LfSZ+TJgwwR5frVq1uDbtynUECBBCAwYMsB1avXr13KZScQWyWbxXIKpE32mnnew5frbGzRcECBBCP/zwg13TSg+/NR2MgWzmjYH06dPHbSpV8+bN7TkdO3Z0m/IWAQKE1LHHHms7tP79+7tNJWIW1mbxzMLyjB071p6jjanyuY4mGgEChJR3RXHCCSe4TSV66aWX7PHUgRhTu3Zt+1lMmjTJbSrV2rVrbRGmztOqviBAgNBatGhRZGn2pUuXus3FfPnll7bz22GHHfL6G7RqObxK9Pnz57vNMTVt2tSed9ttt7lNeYkAAUJMCwKqQ9Mug2XZsGFDZPqvxlDy1bx58+xnoIUp4y0M9JbD33///d2mvESAACF233332Q5Ne4X4oY4v3ls3uebpp58OfCvv999/j6yIPHv2bLc57xAgQIh99dVXtjPTNrfLly93m4tp06aNPf6WW25xm/KG1rTSZxC0Huacc86x5yeyM2SuIECAkPMGhIcOHeo2FTNixAh77DHHHOM25Y29997bfgYTJ050m3zxVkTWgoz5jgABQs4rEGzcuLHbVMzixYvtsRoL+eWXX9zmnDdnzhz7/rWisTboCkJXet5Y0syZM93mvEKAACH32Wef2c5MM4t0j74sdevWtccPHDjQbcp5unWn955ILYxmbnmzuG688Ua3Oa8QIEAOqFWrlu3QRo0a5TYV49WPNGjQwG3KaZpxpbWs9N5VFBiEFrLcd9997XPouX799Vf3kLxCgAA54Pbbb7edWpMmTdymYjSFV7UjqiFRbUi+eOGFF+xntOuuu9opzfFavXp1ZNr0XnvtZX788Uf3kLxDgAA54KOPPrIdW4UKFcyaNWvc5mLOO+88e7xmZeUDFU56t+4UtvHSfuinnXaaPX+33Xaz+6qDAAFyhr4Vq4N77rnn3KZitKKsN26yZMkStznnaMaV3q+q8OO97aTw0QKUOl9LmXzwwQfuIXmLAAFyRKdOnWwnp5Vm/WjYsKE9/tprr3WbcsqmTZvMYYcdZt9r586d3eYyeZ+ram387KGeTwgQIEdMnz7ddnQ77rij3b+iLNOmTbPHa0rqp59+6jbnDG/SgMY+4r36ePDBB+25Gi9S/QeKIkCAHKGd8qpXr247vPHjx7vNJbrooovs8VrRNxcXWPzuu+9soOo9Dho0yG2OaeTIkTY4dK6WjEFxBAiQQ9q3b287vCuuuMJtKpEKCzXwrnMefvhhtznUdOvq+OOPt+9Ne6fEsxXtlClTbLGhzr3hhhvcZvw/AgTIId5tqYoVK9qZQ35oQyqdU758eVuUmCu05Lrel7aijWfWlGa0eVctF198cVzBk28IECCHqFiuSpUqtvN79dVX3eYS6daVt0PfwQcfbFauXOkeEjqq+VCti96TVt/1S1Xm3ufXqFGjQPUi+YQAAXLM1VdfbTtArTrrlyqsvSrtk08+2ffVSzZ688037dWU3st1113nNpdKm3J5VeZa6t3PsjD5jgABcszkyZNtJ1i5cuW4NkyaNWuWrZPQuZdffnkob918/PHHZpdddrHvQetdaRzED1WZe4WGWq2XKnN/CBAgx2zcuNFUqlTJdoZTp051m2NSnYO30mzLli19d8DZ4K233jI777yzfe3HHXecWbdunXtIiXS1pQ25vNCNZ7wk3xEgQA5q1aqV7RDbtWvnNpVJCzKqaE7na20tPzUlmfbiiy9GblspPPyO42j8p3nz5vY8XX19+OGH7iGIgQABctCECRNsp6hxjSC3osaNGxfZuvWoo46y9RTZSFdImm3l1WvotpXfKw/p2LGjPU+B+corr7jNKAMBAuQgXTVo+qo6R617FcTrr78euRWmBQT9zupKF4WaV+ehhwbM47nl1rt3b3uewufJJ590m+EDAQLkKO/WjL5lB7Vo0SJTp06dSCetW2N+9l5PJYWElifxajUUlGPGjHEPi+mpp56KXLXcf//9bjN8IkCAHPX888/bDrJmzZoJLVOiW0LXX399pMPVQPNjjz2Wkam+WlX30EMPjQSaKszjHfTWLDWvyjzfdxRMFAEC5Ki1a9fa5cfVUSZj727dClOhodd577nnnubxxx9P+SC7piJrkDz6Ski31rS2VbzBqM/Bm6pMlXniCBAghzVt2tR2lhpoTgZddfTr189UrVo10plr2RSNP8yYMcM9PCFz5syxe5h7BY56KBC1vPqyZcvcw8s0b968SJW5iiWpMk8cAQLksNGjR9sOc//993ebEqLbWn369DE1atSIdO56aDVgjZNoJdu5c+f6/oavKwnditJYhiroVcwX/bxail07Cca7HLtHVeb77LOPfS6qzJOHAAFymDpKbzru7Nmz3eaEKSA0pnDJJZdE/pzoh6bH1q5d237jb926tX1oPMX7Z/1cYxremIR7rqbljh07NqGrhVWrVhWpMv/pp5/cQxAQAQLkuHPOOcd2nnfffbfblFR//PGHDRPddtJ4RUmBEuuh7XUPP/xw06FDBzNp0iS7vEiidMvtlFNOsc+vwf9vvvnGPQQJIECAHKed9NSBHnLIIW5TymncQWEwYsQI06tXL9O9e/fI44EHHrA/18yqVHTsujrS9r567xo4T/YYDQgQIOepbsNbmkTjEvlCVzJ6z3rv2VYEmSsIECAPnHbaabYz1TdyjQnkOl3t6P2qdkVXOUgNAgTIAw0aNCgy3qCBaw1iP/roo+aTTz6JawmQbBddZa7bZEgdAgTIcQMHDowEh1dE5z60L7pCRsuePPvss2bBggXu04SCblV5M7puuukmtxlJRoAAOUzLmXhbu9511132Z0uWLLGr7Xbp0sVOo/UWXXQfqr3QNFoNeGul2t9++8159uyiQXIvIDWt2G8NCoIjQIAcpa1dvam0ZW1v+/nnn5thw4bZinLVTHiD7u6jVq1apkWLFqZ///5274xUL2Pil2ZxeVXmmrabSN0I/CNAgBykokFva9fzzjsvrq1tRZXm06dPt8uW6Nu8V8XtPnS76MgjjzQ33HCDHaz+8ssv3adKORUGeq9P9Sf5MEkgWxAgQI5ZvHixXVJEHWrDhg3j2mApFk0HVs2GChLPOuusyF4h7kPBdfrpp5s77rjDjB8/3vz888/uUyWNwsJbZFEhoiVLkD4ECJBDtMjggQceaDtUrZy7YsUK95Ck0q0jrbelAet69eqVWn2ulXsvvPBCu36W9i7XSsGJ0m0qr8pct69SUYyI2AgQIEdoKZH69evbDlWLHGZiG1otHTJr1izzyCOPmCuuuMIcdNBBxcJEDw3sa1HDtm3b2mXZdcstnkFvHatba3ouDZwnY7l6xI8AAXKA6jgaN25sO1TdWtJS6NlCCzq+9tpr5t577zXnn3++2X333YsFihcEJ5xwguncubN54YUXYgagrnh0jsZgtP4WMoMAAXKAigLVoZYvX968/fbbbnPW+fbbb21IKCwUGqXVpyhsLrjgAnPffffZEFIYqThQbSoWVNEgMocAAUJOg9XqUMuVK2frO8JIt6R0G0u3s66++mq7Kq9XTV7aQ8uVILMIECDENNbgdajaXjaXrFmzxg64P/TQQ3YAXgPx3ns9++yz3cORAQQIEFLPPfdcpMo81Xt9ZAtV0WupFWQHAgQIoWkzp5ntKhROmdUtHyATCBAgZGYvm212uWkXs0W9Lcz5F50fd5U5kCwECBAii1cvNtVGVTNbDNrCNOzb0KzbkJwqcyAIAgQIiWXrl5kDnj3Ahschzx9iVmxIbZU5UBYCBAiBtZvWmnov1bPhscfoPcz3a753DwHSjgABstymvzeZs18924ZHpRGVzJwV2VNljvxGgABZ7J+C//37zX/b8KgwrIJ5Z+k77iFAxhAgQBa7fcbtNjzKDS5nxi0OZ5U5chcBAmSpAXMG2PDQ44m5T7jNQMYRIEAWenbBs2arwVvZ8Oj6UVe3GcgKBAiQZab+ONVsN3Q7Gx5t327rNgNZgwABssinyz81Oz+5sw2PC167wPz1D1XmyF4ECJAlFq1eFKkyP27CcWbdJqrMkd0IECAL/LbhtyJV5vp3INsRIEAWGDVvlA2PPcfsSZU5QoMAAbLAmo1rTP85/c3CVQvdJiBrESAAgEAIECCJdAXR6f1O5vCxh5uKT1a003H3GrOXaTi+oa3n+OK3L4oc7xUKAmHEby6QJH0/62u2HrJ1JBRKe0Qr6WdAWPCbCyTBw58/bINgy0Fb2sUP3/7pbbPyz5Vmw18bzLdrvjXv//y+6fFxD1P7+dpFziNAEGb85gIJ+m7Nd2abIdvYIBg9f7TbHBMBgjDjNxdIkLdibsupLd2mMhEgCDN+c4EEHTPuGBsCWsMqXgQIwozfXCBBu47Y1YZAkD3KCRCEGb+5QIK8mVfaejZeBAjCjN9cIEFcgSBf8ZsLJIgxEOQrfnOBBHmzsC6fdrnbVCYCBGHGby6QIK8OREWEzyx4xm2OiQBBmPGbCyRBn8/62CBQiLR5q415Z+k7ZtWfq8yff/9pA0aV6D0/7mkOHXtokfMIEIQZv7lAkvT6tJcpN7hcJBRKe0Qr6WdAWPCbCyTR/FXzTcf3O5rDxh5m9zbXarw1x9S0W9R2m9XNfPnbl0WOJ0AQZvzmAgACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAAC+T9ChrPrj5/O4QAAAABJRU5ErkJggg==)
PN: 4H23-7-12
CAS: 1266693-30-4
Molecule Weight: 331.77
Formula: C18H15ClFNO2
PN: 4H15-5-1M
CAS: 40731-16-6
Molecule Weight: 193.63
Formula: C10H8ClNO
PN: 4H58-1-340
CAS: 6628-34-8
Molecule Weight: 231.251
Formula: C13H13NO3
TSCA: Not listed on TSCA inventory
