![7-Chloro-4-fluoro-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACa4AAAmuAGgTZX4AAACH3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxfL1xiegTqKQKkpVaaV2L7Zdae9WBJwECezKkNPb7xi2XQgOkbgY2fP94xn/MovHc1mgo7JVbnSMOWEYKZ2aLNe7GP96f55M8eNykUISJOoqxvu6/phTejqdSLpXZXI2mqSmxO3+/FzlvZxTQIzdUcEYp79fX94aZpLrqk50qoCq8nnVLL6YNKmbU9woQcvEHnNN23Ra2mOr9kcw9zFyrjL8v5c17K0ARdu8UGhrbJnU6CgYgY99QzullU1qlaHNBZYDEkLvy8Xrk0kPpdI1hE4hT5PirbaHFBZKU6j0AGIQfH+KcckBSGpTrqxNLm2I8izGCYcpFsrJvF8+VIyfoVER4wfCBZMYXSAOyDRiriJ1WBcWV/B6CAsScD8c+GFJwigMWpiTKPTD4RX8YwjD7Jgfju4fe8KIlH764ZouPPjttqW/eEjkVLJ7J58O295fMmvAImtz0DWMrJULSCBE+NVLKKOZT2/mP4wgIZfi8zC3BsGZn+7WFoRxf2l+7TzPIK7vn3YsvDE664SN6AY0XcpPta2Eq4GcRY3NlHWTAQGX2gVEHxDI2fIfsPIBQR8IkLPiGBD2gRA5+40BUR+IkHPcWA8PA0COV5B9QCLnqzFg2gemyBlnDJj1gRlqzDJGuP3e1THUWGSU4YPbu4uIQe9+hHb8RT+fUwgHTy3tvMMU/j7Lv1+1A7wnRiFAAABGPklEQVR4Xu3dB7wU1d3/cTX2ig17N4posDdEkdiiRiNigcSWKIotFsSosRIbsSREjQUbFoiAhaaCBbCLimJHRBFBUVRQQEWj589381+emd/s3jt7dmZ3dvfzfl7nlcfL2bm7c+bOd2fmlIUcAAAeFrI/AAAgDgIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABUNDNxy9UVkH9o5UBFGQDodSC+kcrAyjIBkKpBfWPVgZQEIGA5nBUACiIAEFzOCoAFESAoDkcFQAKIkDQHI4KAAURIGgORwWAgggQNIejAkBBBAiaw1EBoCACBM3hqABQEAGC5nBUACjIBkgpBY2BlgZQkA2FUgoaAy0NoCAbCqUUNAZaGkBBhAKaw1EBoCACBM3hqABQEAGC5nBUACiIAEFzOCoAFESAoDkcFQAKIkDQHI4KAAURIGgORwWAgggQNIejAkBBBAiaw1EBoCACBM3hqABQEAGC5nBUACiIAEFzOCoAFESAoDkcFQAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAiC2n3760Y17+DL3eJ/O7qM3htt/RoMhQADENn7k1Qvmxupz4mJu1mfv2SpoIAQIgNgeu/nQ0ASL77/0H1sFDYQAARDbyJs6hQJk4th+tgoaCAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABiI0AQRIAAiI0AQRABAiA2AgRBBAiA2AgQBBEgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABiI0AQRIAAiI0AQRABAiA2AgRBBAiA2AgQBBEgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABiI0AQRIAAiI0AQRABAiA2AgRBBAiA2AgQBBEgAGK79++d3HkHL7SgjH+aAGlkBAiA2K45r5M7rO1CC8ozIwmQRkaAAIitx0md3DYbLrSgPDKEAGlkBAiA2I78fSe3wtILLSgD7yNAGhkBAiC2Tp06uYUWWmhB6dePAGlkBAiA2AgQBBEgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABiI0AQRIAAiI0AQRABAiA2AgRBBAiA2AgQBBEgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABiI0AQRIAAiI0AQRABAiA2AgRBBAiA2AgQBBEgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYOnbsSIBgAQIEQCwPP/ywW3LJJUMBsuWWW7pJkybZqmgQBAiAJr377rtu3333DQVHsCyxxBLuvPPOc7Nnz7YvRZ0jQAAUNHPmTHfGGWe4xRZbLBIahcoaa6zh7rzzTvfzzz/bTaFOESAAQv773/+6m2++2a2yyiqRkFBZeOGF3bLLLhv5eb7ssMMO7vnnn7ebRR0iQAAsMHr06NxzDRsK+bLzzju7F1980f3000/u1ltvdS1btozUUVHIHHnkkW7q1Kn2V6COECAA3IcffugOOeSQSBDky1prreXuvvtu+zL39ddfu7POOsstvvjikdeoLLPMMu5vf/ub++677+xLUQcIEKCBzZkzx51//vmR3lX5op/r31WvKe+995777W9/G3l9vqy//vpu4MCB9mWocQQI0KDuuuuu3JWFPdnny6GHHpq7MinFiBEj3GabbRbZVr60b9/evfbaa/ZlqFEECNBg9Axjp512ipzc80XPQPQsxNePP/7oevfu7VZcccXItlV+8YtfuOOPP97NmDHDvhQ1hgABGsQnn3zijj766NwDbntSV1l11VVzva/UCysJX3zxhTvxxBPdoosuGvldKi1atHDXXnut++GHH+xLUSMIEKDOff/99+6yyy5zyy23XOQkrqJxHhrvoXEfaXj99dddhw4dIr83XzbddNPcKHfUHgIEqGP333+/23DDDSMn7XzRCHONNK+ELL0XJIMAAepQVr/1V/tqCMkiQIA6UivPHSr9PAbpIECAOlCrPZ/S7hGGdBEgQI2rh7EXaYxJQfoIEKBG1dvo76RGxaNyCJAqmDdvXu4eMOCj3uef8p2XC5VHgFTY7bff7hZZZJHcH8Lqq6/uLr/8cvf+++/bakBEo82AG3dmYFQPAVJBeoBZ7PK8TZs27pJLLnFvvfWWfRngnnrqKbfNNttEjpt8qdc1OOKsTaLeXFzRVwcBUkEHHHBA5A+gUFEffd3rfeWVV+wm0GA++ugjd/jhh0eOkXxplFUAm1sdUeNKdDWvcSaoHAKkQv71r39FDvo4ZYMNNnA9evRwzz33nN0k6tjcuXPdRRdd5JZaaqnIMaHSqOuQN7c+u0a6P/DAA/ZlSAkBUgHqQmlvXf3qV79yV111ldt1112LDqayZe2113Z//vOfc/eGdT8c9enee+9166yzTqT98+Xggw92kyZNsi9rKBpFryt1u2/y5de//nVuND7SRYCkTN8kbR99XW6rC2ae7t/++9//zh30xUYQ27LaaqvlBoY9/vjjuUFkqH0vvfSS22WXXSJtnS/60vHkk0/alzUsjabXqHqNrrf7SkV/SxqVr9H5SAcBkrLjjjsucmD37dvXVltAD9pvu+0295vf/KZoN01bVlppJffHP/7RDR8+nHvANWj69Om59sv3zrNl5ZVXzn3BYFqPwvQ3oy9TGm1v952KRudrlD5ftJJHgKRowIABkYP5D3/4g61W1KxZs3Jh87vf/S5yC6xY0dXNEUcckZv59Ntvv7WbRIZoPNCVV17pll9++Ug7quiBsW5ZfvXVV/alKEC3ijXq3u7HfNGdAI3aR3IIkJRMnjw5cmm90UYb5QaB+dDo2/79+7vDDjssN1DM/nEUKksvvXRuCoh+/fo13MPWrHvooYfcxhtvHGmzfNl7773d22+/bV+GGPTFTaPw7T7NF43eD95Chj8CJAW6VG7btm3ooNW3yaQGPenK4sEHH8wNGiv27dUWXcGoG7G6fDJVdvW8+eabbs8994y0T7788pe/dEOHDrUvQ4k0Cl+j8Yt92dLtYY3m9/1Ch/8hQFKgMRz2gO3Vq5etlgjdBlGPlD/96U+5e+X29xYqCjN9w+3Tp4/7/PPP7SaRgi+//NKdcsopRTtJrLDCCrleedWeZr3eaFS+bukW6+moUf0a3U+vRj8ESMJGjRoVeZi31157VWSgl658nnjiCdetW7fcNCn2j6VQ0XvVwkPXX3+9mzZtmt0kyqQ20b5VRwe771X04PzYY491n332mX0pEqRxVBqtb/d/vmiUv0b7ozQESILUXVBjNYIHpr7hfPrpp7Zq6hRYY8aMcaeddlqTYwqCRd/S2rVr56655prcMxyUR12sN99888h+zheNAWK2gcrR34Ru4Wr0vm2LfOncuXNu9D/iIUASpN5S9oRcjWVDC9E8SX/5y1+aXJPalu233z63/OjEiRPt5tAETY5pj4VgWXfddXMdIlAd6lBy7rnn5kbz27ZR0eh/zQKgMVxoGgGSEN2msAei5u7JoldffdVdcMEFrlWrVpH3XKxoENvFF1+cewiMwr755ptcSBcbv6NecdqHtdK9WlehuorVbVn1GtO39zvuuCP3GfJF/62f699VT/Vr5epVo/k7duwYaad80ZW7ZgVAcQRIAjRlgh2noXuqesCddeoq2rNnT7fVVltF/oCKlU022cT99a9/dS+//LLdXEPSrRFN09/Uc6ff//73bsqUKfalVaeBp+odqPFG55xzTm6aFH1ZKPbtPG7R67UdbU/b1fb1e7I40FXPDfVe7WfIF80OwLFeGAFSJn2bbN26deiAW3bZZd2ECRNs1czTNzINbNtxxx0jf0TFiiZ7VHfIZ5991m6uIehzb7fddpH9ki/6t2eeeca+rGo0ml23M3VrUt2Ji03WmFbR79Pv1e/X+8jK6Hq9D432L9aTUZ0dNFuAZg3A/yFAyqQpFOzBpsv6Wqdvy//4xz9Knuzx1FNPbYjJHj/++OPcrAJ2H+SLrkZ0VVKJ3nfN0Uj2m266ye2///65mQrse61m0fvR+9L7y8KIe70Hjf4vNm28xl2pS34t3F2oBAKkDIMGDYocYF26dLHVap56kd14440lT/bYtWtX99hjj9XVHES64tTCX3qeYT+zip5/6DmInodUk8aTDB482HXq1Mn7dpTmkNKtnd133z1XjjrqKHfMMcfkevbp+Yf+V/+tn+frqL5eZ7cVp+h96v3qfVd7PIxu7WqslH2P+aJZBPQ+Gx0B4kld/ewfino41fvIVnVV1mSPWpOh2MNiWzQGQieaYcOGZfIeeFz/+c9/3HrrrRf5fPminlfV7rGm53EasFhsBb9CRVdLmqWge/fuudX/nn766bIHmOr12o62p+1q+009I7JF71+fo9pTsmtWAM0OYN9fvuh2XCOvIkqAeND9Uo2XCB5IuuR94YUXbNW6prC866673EEHHRT7XrpuWejWj67eaqU30rhx43K38uxnyReN9dCVVjWNHTu2ya7DwaIvPvqmr56DlZ5vS79Pv1e/334BK1b0ufT5qkW3qzRLgGYLsO9NRVflCjvNNtBoCBAPF154YeQguuKKK2y1hqLJHvUNXcuvFpt/yBbdBjrkkENyXSWzONmjRodrOv5i06zryuq6666r6i06PW9q6lZLvmhyQXXdztrARb0fva+mJj/MF31Ofd5q0fGgWQOaOh4UjtU8HiqNACmR+rnbqUr22GOPun9oXApNZKdxAbo3Xuxbmy3qBq1ZUjWmoNoPU3X/vblvnCeffHJVv3GqB5O9CrZFD3x1wqvmSbcUep96v81NEKrPrc9fLQq95q5INQtBIyBASqAThp0WZNVVV82tKIjCdPn/yCOP5CZ7jHtfXrcDNX+YJnus9BxRuuetcS72PeWLvixUczCljsGmropUNKZHU/gryGuR3rfef1Njk/T5tR+qGeKaTUCzCtj3li+69aZZCeoZAVICO2pV3Vv1YBjx6NmRBm1pmdGm5iMKFl3tqXePbhVpZtW0vPPOO26fffaJ/P580VouuqqqFnUH1qyxxcYpqOy88851dzzq8+hz2c+aL9of2i/V6i6t53jqkVasV556lmWhV15aCJCYNMjIHhzqxgg/+oPX7Kenn356k9/ibNGo4Kuvvtp9+OGHdpNedLtM7dhUv38Nrqxmv//x48c3eRLVVVG9r5Wuz6fPaT97vmj/aD9Vi8ZNabYB+77yRT3QND6sWkGXFgIkhjfeeCPSy0iX17XcJTVr1INNU17om7794ytWNMpbI5p9VpfT1ZDGthS7rZYfeVyNmZSD9MXFTpOTLxqL8Oijj9qX1DV93mIrOWo/aX9Vk2Yd2HbbbSPvLV90zNbTrA0ESDN0iWqn5FYvo3fffddWRUK0trV6umkNa/sHWKxsscUWuVsJCvvm6NtsU3MfaTXJl156yb6sotRFWssR2/emohOlBjM26hcYfW59/mLBqv1WzfFY6lCjWQg0mNa+t3xRV3bNZlDrCJBmaHEm2/gaSJclup2jmVD1AFi9mFSCM6bmf6Z/V70PPvjAbiKz9GxCS5NuvfXWkXYoVjTwS5M92hDQ59bkfrZ+vmRl9lX18il2Jbbffvvl5izD/+Zu0/6w+0hF+6/aXZYVYmeffXbRAbd6bqIgrJXxUIUQIE144IEHIo2ucQ7VovUJRowYkQuFww47LHcbzd5ai1v0ui233DL3bU398LVuicZyZJlOGJqHaKeddop8nmJF4ws0P5fGmxSb0kP7Qlc8WVj/QSO3C71PTdCpGW0Rpf2i/WP3mfaj9me1aXaCAw88MPL+8kXPALPwPn0QIEXooZhdhlQno1mzZtmqqdJSnPoGrp5IhU4sSRY9SFYfey2mo/EuWZkptRC1zz//+U+32267NdmltbmiLwRZWb9CQW7fn4put+lKDMVp/xS7Lan9mgWarcDO3B0smoy01saTESAF6MRpBwpp8JhO5pWgW1I6iccZnZtmWXPNNV2PHj1iPVeoJj3o1myu6qUTd7JH3RLLyhrYOt4KzeqsorEOtXyLo5K0n7S/7D5U0f7NwhcijVJXl3T75TRf9OyklhAgBegWkW1Y9fZJkw4s3X/XlYb93c0VdTXV8rN6rR7OaeJCTUmtz6H/1X/r5/p31Ss2wrqpop4lOvCzcJunKZrsUX+Emuyx0BWbbldpgGJWvulp0Fyh5zJ6n/fcc4+tjhi03wrd2tV+zsrgSg2A1GwGdqkEHZu1hAAxNIOonaqkQ4cOqZ1wFBw64RXrmmiLHvQqEDTnjqZL8O1mqoVx1BvphhtuyH1r08JQ9ncVKhp5r3m/amFglB5i6hZX8P1fc801tlrV6P21b98+so81yaCOQ/jT/is0WaP2dzV7aFl2fM/w4cNtlUwjQAI0qMwOatM4gWnTptmqZVNw6NuGpoC3B3mw6Fu0pkRQ//a0VzlULyW9p86dOxcdWZsvugTXFU6lnwmVSnMrBd93tccJ5OmbcKHwWGuttTJ/y7BWaD9qf9p9rP2elSsRTQcffG8ESA2ztxJ0eTlkyBBbrWxaG7q5bqn5W0a6JVMN6pGlkbPN3VJTX/e7777bvjwzshgguhdvp8VR2XTTTTPzQL9eaH9qv9p9rf2fhWciBEid0ENYe5Cp+2eSdOmsdQPsLbJ80QPgo48+uuqL6Fj6I9S654W6SuaLgiaLPYWyGCCFHphrhPKMGTNsVSRA+7XQuvVqh2ojQOqAVhSzD900RiLJkb6akbbQ5bSKus9qttqsz9ypq6Hzzz+/6EN4DZhS77EsfLPLy1qAFOqqq2/IhEe6tH8LXYlUu4svAVLjdC/U9h/X/f+kVmrTw3cNUis2VkErs9XSyHCZOXOmO++884qOsNU95jSeG/nIUoBosJjdV/pSwW2rytB+LvQlrpqD+AiQGnfSSSdFDqhbbrnFVvOidaG1roXdvorW1tbUIrVM84Gph5r9bCotW7Z0I0eOtC+puKwEiKbVsN2K1UuIB+aVpf1te2epXao17QkBUsO0voM98WlqjyS8+uqrkcWnVPT8o3v37pmfNqQU6nevwLCfVVddmuunmrIQIHr2Zbtp65YpXXWrQ/vd3rJW+1Sjey8BUqM0E6ZdnEdXBbo9Uy4doIWeE2gMRRa+ladBqzIW67F1wgknVO25SBYCpNCsugwSrC7tf9smSX15LAUBUoP0XML2wVcPqCTm6dfD8kJjKDQBYD1M39wUhYQeshd63qMu0kl2Soir2gFSaCEyDdxE9RWa9qTSxwcBUoN69uwZOXD0s3INGDCg4INlTQn/ww8/2Op1S1dZ9j6ziq5QKj2CvZoBohXy7JoVWreEua2yQe2g9gi2j9qrkisbEiA1RiuG2Qn3dDVS7lQlWimt0LKo6oHViPSwUpMx2v2hEKnklUi1AkRLl9ppKjSOJotjZRqZ2sOOb1K7VWrpWQKkhuj5hp5zBBtMz0HKvbWkHhzLLbdcaLsaxX7ttdfaqg2l2Chg3c4qN7DjqlaA3HrrrZHPzXoe2aR2sW2l9qsEAqSGaFEhe6CoJ1Y5NPX6GmusEdqmngFkbdXCalFX5kJrRFdqFHA1AkQDLu1a61o5D9llVzZU+1ViGiECpEZobIc9iWk65XKo21+rVq0i273qqqts1YamUcCbbLJJZD8l8dypOdUIkK5du4Z+p7qMsgxttql9bNdetWPaCJAaoFHltmeURp+XOyNnly5dQttU0fobiCo0ClhXaml3a650gDz//PORXmjVHguDeNRO9vhUe6aJAMk4hUSbNm1CjaQw0fxX5dBMtcFtqmhakkrd269FmiTS9s7SAMQ0pz2pdIBoSeDg79MAtUp2GoA/tZMd8Kn2TBMBknGa/TbYQCqaebccWpfD9tzYfPPN6Z4Zw4gRIyLf0NULLq2BhpUMkNGjR0eONfXOQ+1Qe9k2VLumhQDJMK3lYZeM1FVCObQQ1DbbbBPapu6dMqdRfIVmpNUsvmmoZIDsvffeod+lNdpRe9RuwXZUu6aFAMmoqVOnRnrCaLVBrTpYjt69e4e2mfZJqR7pasNOe6IBmGmMkahUgIwdOzZyXGjJYNQetZttS7VvGgiQDNJzCDtLrCYxLHfyus8++8y1aNEitN2DDjrIVkMMmjvLTsCoNktapQJEyw4Hf0/btm1tFdQQtV+wPdW+aSBAMujSSy8NNYqK1u8ulxZ9Cm5Tgwd1pQM/hSa0S3p53EoEiDoH2FultXYiQJjaL9ieat80VgolQDLmueeei0xVsttuu5X9kFbrmNuHv7169bLVUCJ7pag11mfNmmWreatEgNiOGlrvHrVP7RhsV7Vz0giQDNGJZ/311w81yEorreSmTJliq5Zsn332CW1XU3TMmzfPVkOJ9NzDTkCZxNViXtoBokky7bO2fv362WqoQWrHYLuqnZOeFJUAyZDDDjss1BgqDzzwgK1WsnHjxkVuUWjadiTj3HPPDe1bjRVJatbetANk8ODBoe1rHZhyB6giG9SOdl0ftXeSCJCMKDR53YknnmireTn88MND29XaHkiOJrm0f6hXXHGFreYl7QBRt/Dg9vX7UD/s8VPuMACLAMkA3QZZZpllQg2hef6T+Cb4/vvv53pwBbf94IMP2mookxaiCu5jrd44d+5cW61k9gSQZICoS7hd53zMmDG2GmqY2jPYvmrvcocCBBEgVabpB7baaqtQI2hg35tvvmmrerEPSDfbbLOKrRXQSDTzqR3df/3119tqJUszQDSjQXDbev7GsVFf1J72uWq5M1kEESBVdtppp4UaIMmTRKEHpJoDC+no0aNHaF9rGvhypRkg+++/f2jbGmGP+mNnTlC7J4UAqaJhw4ZFHm537NjRVvM2dOjQ0LZ5QJoura1iu0qXeyWZVoBoSpvll18+tG11tkD9UbsG21ntrvZPAgFSJZrBVffJgzt/nXXWcV9++aWt6q1z586h7fOANH12ihNdlZQjrQDRNN/B7WplS2Zirk9qV7VvsL2TmuadAKkCNaid8EwPupN8gKlupHYNEeY2Sp+dJl/rqpczCDStALnssstC29Uyvahfat9ge6v9k0CAVMHll18e2ukqSc/mOnDgwND21157bb5hVoCC2/aoK+eLQVoBYv/wk3jgj+xS+wbbW+2fBHscESApe+GFF9xiiy0W2ula9KWcb6mFaLnb4O9gpcHKseNuyvlykEaAqOefXf5Uq16ifql9g+2t9k9ioTACpIK0BvmGG24Y2uEatfzRRx/ZqmXTAlHB3/PQQw/ZKkhJnz59Qvu+nFXh0ggQfYkJbnONNdawVVCH1M7BdtdxUK69997f/eIXSy8oDz9cWwuQ1VSAFFqDfNCgQbZa2TRte7B3l3oGJflwHk374IMPQm2sK87Zs2fbarGkESB9+/YNbfOAAw6wVVCH1M7BdtdxUK7f/e54t8IKbRaUESOeslUyrWYC5Pbbbw81nsoJJ5xgqyViwIABod+jgYqorA022CDUBg8//LCtEksaAXLeeeeFtnnWWWfZKqhDaudgu+s4KFfnzhe5tdbquKA88cQrtkqm1USAFFqDvHXr1qmtQW4PlDPOOMNWQcqOO+64UBtceOGFtkosaQSInf9Kt9xQ/+yt1STmxfrjH29xm27aY0EZPTr5VTnTlPkA0ZTpdg3yJZdcMpXFXfIOPPDA0O9L4lIVpbnxxhtDbaCZln2kESCaZy24zaeeqq3bDvCjdg62u46Dcp144jC37bY3LyjPPJP889w0ZT5A9O0/2GgqaXeZbNWqVej3JTVoCPHZdam33HJLWyWWpANEvf30BSa4TT0zQ/1TOwfbXcdBub0/CZAUqUubnaokrbWJ8zRFgV3giAfolac104NtoG6TPuNwkg4Q+4BfvQDRONTewfbX8VAOAiQlOoG0bNky1FgazKdZW9M0ceLE0O/UZIqoDrtGiObKKlXSAaKljYPba9Omja2COqb2Dra/jodyECAp0DfNvfbaK9RQmqpk9OjRtmriHn/88dDvZfGo6tl+++1DbTFq1ChbpVlJB8gTTzwR2l45Y1RQe9TewfbX8VAOAiQFV155ZaiRVCo1VbYWiwr+3v32289WQYXYdeh9lhNNOkA0oDS4vX333ddWQR1Tewfbv9wBxgRIwnRJaKcq2WWXXcp+WBXXXXfdFfrdvr1/UL5DDz001Bb33HOPrdKspAPk7rvv5vhoYGrvYPvreCgHAZKgGTNmuJVWWinUQC1atHCTJ0+2VVNzww03hH4/U7hXz5/+9KdQW6hrb6mSDhC9Prg9vUc0DntMlns8ESAJ2nHHHUONo6JR4ZXUq1ev0O8//fTTbRVUiF1tUm1TqqQDxB4feo9oHEkck0EESILsAlHqMpfWaPNiNPNr8D2ce+65tgoqRPs+2BYXX3yxrdKspAOE46Ox2WOynJmihQBJUKFBg926dbPVUmW/YXIFUj1JfNtLOkDs8cEVSGNJ4pgMIkASpgXrgw2k8sADD9hqqeEZSHbY+808A0G12WOy3OOJAEnYrFmzIjOx6sH6lClTbNVU0AsrO+iFhayhF1ZY5gJEnnvuObfooouGGmrXXXetSFdexoFkB+NAkDWMAwnLZICIFq0PNpSKz0PUUjESPTu22267UFswEh3Vxkj0sMwGiKYz6dChQ6ixNJ3J008/basmys6FtfLKK9sqqJDll18+1BbMhYVqYy6ssMwGiEybNi03mWGwwdZdd1331Vdf2aqJ0W0yOxtv2hM4IkptH2yDpZdemtl4UXXMxhuW6QCRIUOGRKZ0P/jgg221RNn1QJ599llbBSmzt4p8lxVOOkBYD6RxsR5IVOYDRE499dRQw6ncdNNNtlpitOZI8HfdcccdtgpSZrtTH3744bZKLEkHiLAiYWNiRcKomgiQ77//PrciXbDxtMDQW2+9ZasmokePHqHfpQBDZR1zzDGhNvDtQJFGgLAmemNKY010AqRC3n777dx98GAD/upXv3LfffedrVq2QYMGhX5PEt80UJp11lkn1AYjRoywVWJJI0DOO++80DbPOussWwV1SO0cbHcdB+UiQCrIfgNQOemkk2y1sumh+SKLLLLgd+gZzOeff26rISUTJkwItfESSyzh5s6da6vFkkaA9O3bN7TNAw44wFZBHVI7B9tdx0G5CJAKs6OTVcodzFOIvWVW6VmBG5l9/rH77rvbKrGlESAvvPBCaJtrrLGGrYI6pHYOtruOg3IRIBU2c+ZMt/7664caUmM1Pv74Y1u1LHbStBNOOMFWQUpsJ4a//e1vtkpsaQSInsnpGVxwu7rFivql9g22t9pfx0G5CJAqULdaO9VJ+/btvcYJFKNpM4Lb13iUH374wVZDwnT7ULesgvv++eeft9ViSyNAZM899wxt9/rrr7dVUEfUvsH2VvsngQCpEn0rDTaoSs+ePW01b3o4v8IKK4S2rzEpSNd1110X2ue62vz5559ttdjSChA71U7aY5NQXWrfYHur/ZNAgFSJrjZ0bzzYqLoqeeaZZ2xVb3bqZmZeTd+2224b2ue+3Xfz0goQXRUFt6vbqEleASM71K5q32B7l3NVHESAVNHUqVMjDbveeuvlnpMkQZP3Bbet+56abh7peP3110P7W73fyp0qIq0A+fHHHyNzdY0bN85WQx1QuwbbWe2u9k8CAVJldnptlUMOOcRW86JbJ5p7K7jtq666ylZDQo4++ujQvi6n91VeWgEidvGzCy64wFZBHVC7BttZ7Z4UAiQDTj755FADq9xyyy22mhd78KgrXxqDFxvd+++/H+kY4bOAlJVmgGg6neC2y31eg+xRe9pen0lOo0SAZIBO6BqVHmxkjVp/5533bNWSaQI1OwI+yZMQ/sc+b9p4440TuU2QZoBoVmjbY2zMmDG2GmqY2jPYvmrvJGcDJ0AyQvNi5U/0iyyyhFtmmfXdbrsd5b7/vvyut3/+859DB5GW3E3i5Ib/0XOOxRZbLLSPb7/9dlvNS5oBInZeLP0+1A97/CQx/1UQAZIhN998s1t88RXd8su3di1b7uHWW+8I17Nn+aPUtR67XSPkX//6l60GT3pmFdy3G264YWIBbU8ASQeIHS+krt/c4qwPhbry+yyr3JSLLhoVCpAJE2pr7aG6ChA56qiz3ZprHjD/JHS8a936IrfddjfPvwydbKuVzN5iadGihZs+fbqthhINGzYstF9VkpzdNu0A0eBSu+hZv379bDXUILVjsF3TGEw8derXrkuXQa5t29tc797lT41SaXUXILNmzXHt21/i2rTptSDV99ijr/vsszm2akk0Vcqyyy4bOqCOPPJIWw0lmDNnTq7bdXCfbr311mUv0hOUdoDIKaecEvkMqH1qx2C7qp0RVncBIq++Os1tv/0toUvDE04Y6n76qbweMr169QodUBqnwENTf927dw/tT615P3bsWFutLJUIEI1fsatmDh8+3FZDDVH72b91tTPC6jJA5JZbXgkFiMptt5U30EuXr61btw4dWLpfz+DC0o0cOTIXGMF9mcY3vEoEiNgJINu2bWuroIao/YLtqfZFVN0GiK42unYdEgqQHXbo48aPL++5xZNPPhn5tpl0z4x6p9uBq666amgfrrnmmu7rr7+2VctWqQDRlVPw96joWEHtUbvZtkz6yrhe1G2AiJ57dOhwZyhEDjign5s9e56tWhJN7W4PMGZjjUdXcTvvvHNo32nxrkceecRWTUSlAkT23nvv0O/aY489bBXUALVbsB3VriisrgNERo36MHIr65xzHrPVSqLufW3atAkdZEsuuaR78cUXbVUY3bp1C+03lQsvvNBWS0wlA2T06NGRz/boo4/aasgwtZdtQ7UrCqv7AJErrng6EiIPPfSOrVaSd999N9IrS938tBwrClNQ2D/OvfbaK9VZbCsZINKuXbvQ79OI+iQWHkL61E5qr2D7qT1RXEMEyLx5/3WHHTYwFCDt2t3mPvywvFl777rrrsgJUfPmTJs2zVZteNdee21kX62zzjqprzVf6QDRNN+6JRf8nZdccomthgxSOwXbTe2Y1LTt9aohAkQmTfoqN1gnGCIawKNwKcdZZ50VOTFqXq4k58updbfddluk44EGYlZi+vNKB4h07do19Du1DMCkSZNsNWSI2scuU6x2RNMaJkBk0KC3IreyrrrqWVutJJqt86ijjioYIlyJuNz09/YbueYse/rpp23VVFQjQLQsrx2dvt9++9lqyBC1T7C91H5qxyTYc45Kz56ljR+zr8+KhgoQOeusEaGG0FQnTz1V3gRmmrdp3333jYSIbmc16jMRPdewk1CqaE6xtHpcFVKNAJFbb7018tn79u1rqyED1C62rdR+SbEnfxUNdC7lFrp9fVY0XIB8/fX3879t3BtqjD337Os+/3yurVqSuXPnul122SVyIGq8Q6P1zvr2228js9SqaL2PAQMG2OqpqlaA6MrUdldWp4t33imv8waSpfawnWHUbkmu62JP/vmiL7Nx2ddmRcMFiIwb92lkqpNu3cqf6kQhUuhKRGsI3HDDDbZ6XXrjjTfc5ptvHtkH+iOtRpfWagWIjB8/Pte9O/j7t9hii1zAovrUDmqPYPuovdRuSbIn/2B5/fXPbPWC7OuyoiEDRG6++eVIo9x++6u2Wsl0O0uTLNoTqIqmLa/naU90crYPIlW0iuMrr7xiq1dENQNE9Pvs/jjuuONsNVSB2sG2TRrHhz3PBItmy4jDvi4rGjZAdLVx7LGDQ42y4459Yn8jaIoufwv1zlLRYlRPPfWUfUlNU2eBgw46KPJZVVq1auU+/PBD+5KKqXaAyKGHHhrZL0ks1wt/2v+2TdROabAnf1viLCJlX5MVDRsg8umns1OZ6iRP40Ts/dV8Uc+tWl9PRNOSXHnllW655ZaLfD6VLl26pDK/VSmyECDaB3aAmq7UKtUTDWHa7/ZKWe2T1rFqT/6nnDI89N+dOw9s9va53UZWNHSAyBNPfBBpnHPPfdxW86YR63bak3zRWAitbJjU6nuVpJ5Um2yySeQzqSg077jjDvuSqshCgIhu4dn101dcccXcMyNUjva39nuwHdQuad5iteeXd96Zkev9GfzZ8OHv2ZeF2G1kRcMHiFx22VORBho8+F1bzZvmzio0AWO+6LaWTmxZn/JCt+YefPBBt+OOO0Y+Q75ss802meq6nJUAES25bPfXWmut5SZPnmyrIgXaz9rftg3ULmmy5xbRfHzBn+nOxw8/FJ/Sp9A2soAAcZoD50d36KEDQg206663zz/g4vfTjmPUqFFus802ixzA+bL66qvnBt5l7UG7AvDOO+9s8r3raqp3796Zu5rKUoDIBRdcENl3m266qZsxY4atigRp/2o/232v9khboZP/Rx/Nyi0vEfx5v37Fr0YLbSMLCJD/b+LEL93OO98aaqTf//7+sqc6sfTcQCsbFns2oqKuhIcddpgbMmRI4mswx6WrDa2LoLXgV1hhhch7zBeNMledtOe08pW1AJHjjz8+sh+32247QiQl2q/av3afqx0qodjJ/9JLx4R+rqW358wp/Py12DaqjQAJGDAgOtXJNdc8Z6slQosq6eSmkdn2wA4WTamgA10D8NI+wcycOdM99NBD7tRTTy14qW/Lb37zm8wPksxigGjN944dO0b2p74hczsrWdqfha48tP/VDpVgzyl5Wq/Ifmm98caXAq/8P8W2UW0EiHHmmSNCDaWHXXG62fmaMmVKbsoP2yukWNHAJ53g9ZBaM4X6ztfz5ZdfuhdeeCHXU+z00093W2+9deR3FSpahvbwww93r75a/piZSshigIhuC7Zv3z6yfxXcPFhPhvZjoS9C2u/a/5XS1Mn/H/94PvRvmiX8yy+jA02b2kY1ESCGpjrZd997Qo2lB1xp0y0g3Y/VFOf2gG+urLzyym6nnXZyu+++uzvmmGNy5bTTTnMXX3xx7n/zP9O/q57q2200V3QlpDXL33//ffvWM0lXa5rPaLXVVgt9Du2HrFC30UIhol5CdPEtj/af7W2lov2dVnfdYpo6+c+a9Z3bbbc7Qv9+5ZXRtm9qG9VEgBTwyiufhKY60WVmc/20k6JnD3rYrucKyy+/fOQPoJJFs+ZqLMfQoUOr9iymFJ988knuCuPXv/517krJfp58UZC+9tpr9uVVoW/CBx98cOQ96oqUwYZ+tN8KXdFrP1fyyiOvuZN/nz6vhP5dA5o//jgccs1to1oIkCLuuWf8gsa66abC9yXTpoNdD9J1FbHllltG/iDSKJrH6uSTT849c5kzZ459S5nz0Ucf5Rar2nXXXSNrjjRVFDB6tpT2c6U4dC++0IN1FU23wdxZ8Wg/FZqeREX7t1LPPKzmTv5z5/7g9trrrlAdOxatuW1UCwHShE8+me2mT59tf1w1em4xaNCg3DQpv/vd71zr1q3dYostFvljiVM0M6665R544IGue/fuucDIak8qS7fRrrjiCrfDDjtEPlepRd2PFUBZuMIq1MVXRWvLMItv07R/tJ/svlOpRFfdpsQ5+ffv/0aojp69asBhXpxtVAMBUuN0y0sD93Tb6/7778+N17j99ttzzz/yRf+tn+vfVU/1k5yuuhLeeuut3JKjxUb1FyrqfXP++efnVj58/fXXXYcOHSJ1gnUffvhh+2srToPa7Ih1FXX7Zj2RwrRfCnWL135Me5BgHHFO/hpE+NvfhpeZOOmk4Qv+Pc42qoEAQWbpxK8AKNQNs1hRwChoFDiFKEQ33HDDyOvyRSvTVXskvabV2GijjSLvLf/+WB73f7Qf7EqC+aL9l+b0JKWIe/IfOnRCpO6LL07N/Zv9eVYQIMiU5557zp199tm56V3sSaFY0a0s3dKK20NMU8ZcdtllBb+1qui24JlnnlnVGQHUU6jQLL4qGmiqkMz61Ddp0efW57drreSL9lule1o1Je7JXx117IwYRx75gNPNgrjbqDQCBFWlpW/HjBmTGwsTtwuzHpbrobmeXeghui/12tKsyMUevms1yVtuuSX3HqtFvcqKnSg1g2w1FumqJn1eO7Nxvmg/ZWWcT1ApJ/9Roz6M1B85clLkZ1lBgKDiNF/W448/nptgUvN/2RNBoaJeU3qGoROETvxJ0oBKjY+xvzNfttpqKzd69Gj7sorRCnl2edxg2WOPPXLTztQzfT59TvvZ80X7J+mVBJNS6sn/6KMfDNXv2PE/JW+jUggQVMS8efPc8OHD3R//+MfYAxk1zcs+++yTGxBYie62GpVfaORyvujWSLUWx1KnB+2HpvadTqLDhg2zL61p+jxNhaf2h/ZLljuFlHryf+mlaZHX2JIVBAhS891389zQoU/O/0bVNfagSN2GUBdl9aypxjMIjX3Rg/tit430c3ULrdYYGXXl1lgHTWJp31u+6IqpX79+VRk0lwS9b71/fQ772fJFn1/7Qfsj63xO/uqBZV9X6jYqgQBBor799kf36KMT3ZlnDnKtW5/gVlllV7fUUmtGTgDBsswyy+RmH+7fv3/VTsyWrjS0hr19r/my9tpru7vvvtu+rGI0D1q7du0i7ytYFNqaC6yat99Kofep99vclw19bn3+atBsuddd92LuttJf/vJYbhBgc3xO/m+/HV10qtRtVAIBgrJ98808N2zYBHfGGY8umF10yy2vdRtvfLJbffXfuGWX/aVbeOHwN2adJI488kj3wAMPZHqktcbNNDULgG6vVHNGYp10995778j7smX99dfPXTllpWtrnt6P3pfen33PtuhzVisM1UPqoYfeiYwYv+GGsbZqhO/J/+yzw4tO+WwjbQQIvHz11Xe5P6iTTx7udtopvDBOvrRq9Zf539Q7uRYttnaLLrpc7n615vjSgD09E6kVmgJDA9I0oaQ9qamoF9fRRx+d+MP9UowdOzZ368++t0JFkwx26tTJXX/99fO/6b5tN5Uq/T79Xv3+QpMdFir6XPp81TJu3KfuD3+4P3J8q/Tq9YytHmFfE5cWtAvOyeezjbQRIIjt88/n5tZMOeGEoUUP7GDZfPOe8+v92XXvfpV78smnM7daYam0XsoZZ5xRdPqY5ZZbzl1++eVVDUeNuNesycXCrlBRT7gDDjggN6WNglIz2ZY7rY1er+1oe9quth+3x51KfvZnfZ5q+fTT2bk5qexxnS/77XevmzKl+fEm9nWl6NkzvOiUzzbSRICgSZoPTBNLHnvs4CbvyQaL/rCuvvpZ9/LLUzPdO8bXu+++m1tMy5708kUj3XVrrpo0t9fgwYNz3/QLTY0Sp+gKQfNLafZiFY2ZKbRUgH6er6P6ca8sbNH71PvV+67m3GTffffj/OB72bVte1vk2FbRbdrrr38x1vOPekeAIELfqm6//dXcKFj7x1OsHHhgf9e79wvzvzF+ZjdXt9QtualpVjStfBYWh/rqq6/cTTfd5Pbff//cVZJ9n9Usej96X3p/ep/V9sgjE3NfgOzxnS9nnTXCTZ3a/FVHo2joALEHh49St2Hrq+gytRT29UmYNOmr3Leuzp0HRrZfrHTqdF9uCc4JE/xWRawH+qZ8zTXX5Gb1tSdHFc16fOKJJ3qvHJk0Pc9RDyZN5bLnnnsWXDcjzaLfp9+r36/3Ua0p1i31evrTnwZHjvF8OfzwgW7s2Gn2ZQ2PAAkUH6Vuw9ZX0fOEDz+caasWZV/vS9NF//vfLxUc6VqsdOkyKLcAzgcfxH+/jUADHbt27Vp0ISvd1undu3fmngNpXin1ItO4m3POOSe36JJuQ/ne9soXvV7b0fa0XW1fvydr83dp+dhLLhld9Jner3/d1w0c+FbFFpSrNQRIoPgodRu2fr7o0jgu+9pSjB8/PXerScv02u0UK5pa4c47X42skoYorRVfaJnafNEaLCNHjrQvy6TJkyfn5ilTV+aHHnootyTAHXfcEVoqQP+tn+vfVU/19bqs0/Tpffu+FllONl+0KuBVVz2bW+IaxREggeKj1G3Y+sES9/mBfV1T9M1JS/T+/e/PRtZ6L1b0sPy44wa7e+99PdcTBaXTAl1NjW1Qr6T33nvPvgwVMGbMZHfQQf0jx32+qGs6V9jxECCB4qPUbdj6wdK16xBbvSD7umL0DcsOfCpWdtihj+vWbagbNOgtN2PGXLspeNCUHD179syNtLcBoqK5vnr06JGpqcfrmZ7znXjisMixny+6lfvUU/6zOzciAiRQfJS6DVvflmeeaf4Atq8pRA/8bD1bNADw1FMfdoMHv+tmzqzNeZNqwdSpU90RRxxRdNr4li1b5iYErOa08fVMt6E04E9fkuzfgEr79nfkvmzpthZKQ4AEio9St2Hrn3JKeNI09YJq7oGd3UYhmo/K1lNR3/Yzzxzhhg9/z82ePc++DCnSYllNreO+zTbb5AbfIRn//e9P7r773sw9CLd/Byp6cK4ekHqQDj8ESDMn4uaUug1bXz2h7AA9ndybYrdRyPff/7hgHEe7drflRtSOGPF+brJDVI8GVuqh8xprrBEJkHzp3LlzWQtlweWWgrWr+wWLnvHpbw/lIUCaORE3p9RtFKp/zjnhSdPUQ6qpy+lC2yhGI8nnzctGX3v8n2+++WZ+qJ9btLusxktcdNFFbu5cnkeVQj0FdYVt/0byZf/97819kUIyCJCYJ+JiSt1GofoffTQrcn+2X7/iI5gLbQO1adKkSa5jx46RAMkXLfOrtTHQNE0romnW87NB27LLLrflBsrqyhzJIUDKPBGXuo1i9S+9NDxp2h579M2tPVBIsW2gdj3xxBNuiy22iARIvuyyyy7u5Zdfti9reJpqbciQCW7vve+O/F3ky1//+oSbPp3u6GkgQMo8EZe6jWL1P/tsTuTbk6YJKaTYNlDbNK2H1nwvtmytVuHTdPjTp0+3L21IGhTb1HxtRxxxv3vttU/ty5AgAiTh0pym6v/jH8+H/k0Pvwv1EGlqG6h9mlTw1FNPLTptvBbj6tWrV1Wnja+m6dO/duef/0Tk7yBfNPZJXdOb682I8hEgCZfmNFV/1qzvIlMrXHlltFtnU9tA/dDiS3vttVckQPJl4403zk193ii+/36eu/baAa5Nm7NzK17avwONa9I0PcVu/SJ5BEjCpTnN1ddEhcF/15w8dg6q5raB+jJkyBD3y1/+MhIg+aLZbd966y37srpy330DXOvWu7mWLTu49dc/ev7/f0Hob0DLKcdZ3AnJIkDKPBGXuo3m6qs3iZ1+RGM4gprbBuqPblf9/e9/z92+sgGiomnjtYLfl19+aV9a08aNGzf/qny33GdcfPGVXYsWW7k11zxw/tXXyfOvRHrlxnpozAeqgwAp80Rc6jbi1O/f/41QHQ00DA56irMN1KfPPvvMHXvssbkH6jZEVPQA/oYbbsjctPGl0pK4xx13nJkef2G39NLruVVW2XV+eJzg7rnnudxoc1QPAVLmibjUbcSpr0GEv/1teFW0k04avuDf42wD9e2VV15x7dq1iwRIvqhL8OOPh69ca4EW6Lr66qvdCiusEPlMKksttZLr3v1SN3PmN/alqAICpMwTcanbiFt/6NAJkbr5S3X7czSu/v37u3XXXTdyos2Xgw46yL3/fm2MvB42bJjbZJNNIp8hX/bYYw/35ptv2pehigiQMk/EpW4jbn11QbRz+ajPuwZOxd0GGsO3336bW9xp6aWXjpx0VTRdilYF1PQpWfTOO++4ffbZJ/K+82WjjTZyDz74oH0ZMoAAKfNEXOo2Sqk/atSHkfojR06K/AyQKVOmuC5dukROwPmy+uqr51YQ1ISOWTBz5kx32mmnFR3vstxyy7krrriiYce71AICpMwTcanbKLW+lpMN1i+0fjkQ9Mwzz8w/LraNnJDzZfvtt3fPPvusfVnFaMT9jTfe6FZZZZXIe1NRB4FjjjnGffopo8izjgAp80Rc6jZKrf/SS80vDAVYWpzqtttuc6uttlrkBJ0vf/jDH9zHH39sX5qqJ5980rVp0ybyXvKlbdu284/5wlP4IHsIkDJPxKVuo9T6oh5Y9nWlbgONScvlnn322bnlc+3JWkXL7V5yySW55XfT9MEHH7hOnTpFfn++rL322u6ee+6xL0PGESBlnohL3Uap9eXtt6OLTpW6DTS2iRMnugMPPDBy4s6X9dZbz9133332ZWWbPXu2++tf/9rkuicXXngh657UKAKkzBNxqdsotX7e2WeHF53y2Qbw2GOPudatW0dO5PmiUd8a/V0uPajv27evW3PNNSO/I18OP/xwN3nyZPtS1BACpMwTcanbKLV+3uTJM3NrONvXl7INQDRK/brrrnMrrbRS5KSuotHfGgWu0eA+nn/+ebfjjjtGtpsvW2+9tRszZox9GWoQAVLmibjUbZRaP6hnz/CiUz7bAPI0b9ZJJ52Um0fLnuRVNBpco8I1OjyOadOmuSOPPNItvPDCkW2prLrqqq5Pnz65B/yoDw0dIACce+ONN3KjvO0JP180OlyjxIv5/vvv3aWXXuqWXXbZyGtV9AC/e/fubtasWfalqHEECIAcjfbWqG8bAPmi0eIaNR40cOBAt8EGG0Tq5sv+++/vJkyYEHoN6gcBAmABjfrW6G+NArdhoKJR4xo9rsGKu+++e+Tf86VVq1bu0UcftZtHnSFAAERoFLhGgxebNr5YWXHFFd0///nPmp9OHvEQIACKGjt2bG50uA0KW9Rzq1u3bu6LL76wm0AdI0AANEujxDVa3AaHSocOHdz48ePtS9AACBAAsWi0uH1grmV00bgIEACx2fms+vXrZ6uggRAgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABiI0AQRIAAiI0AQRABAiA2AgRBBAiA2AgQBBEgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABiI0AQRIAAiI0AQRABAiA2AgRBBAiA2AgQBBEgAGIjQBBEgACIjQBBEAECIDYCBEEECIDYCBAEESAAYiNAEESAAIiNAEEQAQIgNgIEQQQIgNgIEAQRIABi6/T7+QGyzEILSr8BBEgjI0AAxNap+/wA2XKhBaXfwwRIIyNAAMTW6ar5AdJpoQWl39MESCMjQADE1ume+QFyzkILSr/XCJBGRoAAiK3TyPkBcvNCC0q/iQRIIyNAAMRGgCCIAAEQGwGCIAIEQGwECIIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbAQIgggQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsREgCCJAAMRGgCCIAAEQGwGCIAIEQGwECIIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbAQIgggQALERIAgiQADERoAgiAABEBsBgiACBEBsBAiCCBAAsREgCCJAAMRGgCCIAAEQGwGCIAIEQGwECIIIEACxESAIIkAAxEaAIIgAARAbAYIgAgRAbF2e6BIKkIGTBtoqaCAECIDY+k7ouyA8lr9jeffJ3E9sFTQQAgRASYZMHuIuHXepe2fmO/af0GAIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgTAAv/9+b/uuenPuQtfutDtPnR3t+l9m7qV7lzJLd5ncbfaXau5NgPbuOPGHOfunXiv++aHb+zLCwrOnaWC+kFrAnA/z/+/+ybd5zbuv3HkhF+srHDHCq77893djO9m2M2F2NehftCaQIP74rsv3G5Ddouc6OOWVfuu6gZMGmA3u4Ctj/pBawINbNLXk9wm/9kkcpJv+1Bbd/X4q90rM15xn8791M37aZ6bNneaG/v5WHflq1e6rQZtFXlNMXHrofbQmkCDmvPjHNfqvlahk/s6966Tm203jtGfjHa/GvirZoOBAKlftCbQoI4edXToxK4rkSmzp9hqTdKVSbenuzUZDARI/aI1gQb0wmcvhE7qS966pJswa4KtFttFL19kf7QAAVK/aE2gAR3y2CGhk7oWiEoLAVK/aE2gwehh+C9u+cWCE/oSty7hvvz+S1stMQRI/aI1gQajQYDBE/qhjx1qqySKAKlftCbQYE58+sTQCb33G71tlUQRIPWL1gQazI4P7hg6oT87/VlbJVEESP2iNYEGs1H/jUIn9FK77paKAKlftCbQYFa8c8XQCf3reV/bKokiQOoXrQk0mEX7LBo6oWsG3jQRIPWL1gQaTIs7WnAFgkTQmkCD2bD/hqETOs9A4IvWBBqM7YWlBaTSRIDUL1oTaDD5yQ/z5V9v/MtWSRQBUr9oTaDB2JHohz12mK2SKAKkftGaQIPRXFiL3LLIghO6ZuKdOW+mrZYYAqR+0ZpAA+o0slPopH7Fq1fYKokhQOoXrQk0ID04D57Ul7ptKfferPdstdgufvli+6MFCJD6RWsCDeqoUUeFTuxa3nbqnKm2WpNYkbCx0ZpAg5r9w+zcMrbBk/t6967nhn803FYt6JlPn3FbDtqy2WAgQOoXrQk0sIlfT4xMrqjSbnA7d+3r17pXv3jVTf92uvvhpx/cp3M/dS99/pK7avxVbrsHtou8ppi49VB7aE2gwX3+3edul8G7RE70cUvLu1q6gZMG2s0uYOujftCaANzP8/+v38R+Ba9GihXNqdXjhR7ui+++sJsLsa9D/aA1ASygmXn1bOP8l8537Ye0zz0jUVAs1mcxt9pdq7k2A9u4rmO65sJmzo9z7MsLIkDqF60JAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8PL/AIiGYrHG+pueAAAAAElFTkSuQmCC)
| Product Number | 3H31-7-0W |
| Purity | 97 % |
| CAS | 357263-69-5 |
| MDL Number | MFCD14585430 |
| Molecular Formula | C7H4ClFN2 |
| Molecular Weight | 170.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-0W
CAS: 357263-69-5
Molecule Weight: 170.57
Formula: C7H4ClFN2
TSCA: Not listed on TSCA inventory
