![5-Chloro-2,3-dihydro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+pAAAfqQEtX1lIAAAB7HpUWHRtb2xTb3VyY2UAAHicfZTbbtswDEB/hdDzqpvvQZwiaDFgQLuHtQP2Nii2khqwpUJ2bn8/yk5aG+kMyRAl8lAiRXl5f2pqOGjXVtbkRFBOQJvClpXZ5eT36/e7lNyvlgUaoaFpc/LWde8Lxo7HIy3edKNO1tDCNmTQL05tNbE5BtS6HZOcC/bn+emlZ+4q03bKFBqptlq0/eKTLVTXn+I/W7BGuUNl2GDOGncYvP2V3HdOT21JPmN5QN0aUdhWtYatdY3q4CA5xc6/wU4b7VSnS9iccTmgIca+Wj4/2mLfaNOh6D1UhapfOrcvcKGxtS726AyFH485aQQCqrPN2jl1Bi/5ZSVASVABqBBUBCoGlYBKQWWghM9vrf0Gr+d3jaes4QHbz8vXN8yKzElCo0wEEFMZJfF1CGkmgwwC1HEJkgoZxSColDy8zi66wZLAGV2FNEhlippY4CApT3AQNODjWZTFGc7SEGeYizRNrsCAY6zsI9jVcmNNORKhKnOyEaTPwi+9beUlEQSsK7XD2vIOvOkYkFPAp+0DWH8FBFPAJ3keCKeAv5J5IJoC/gLnY4ingL/ueSCZAr445oF0CvhSmgeymxiy+aB9XY6JS6nOIuLm7r5G2KhU2PUNoXjzvtjo8TH85az+AbHEYqun41WDAAAzdklEQVR4Xu3dCdxV877HcY45uTlmujnkSobTdSMUIYeSOUPoHDJlOMfFcVHJ7HBLXCd1zZoMiZIhQyqSDKlEiEolaXCKaJAi//t817nPtvZ/76f283vWXnut/Xzer9d6vXie/9rPbg/ru9b6//+//3oOAACD9fwfAABQCAIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAGAlFrvgfUyWymU5q8CQC03Zv4Y13l8Z3fQsINcg8cbuE0f3tTVeaSOq/9YfXfEC0e4ruO7ukmLJvm7ZSFAAKAWGbtgrDtw2IFZB/+1bfsN3c+9OvdV/2ECBAgA1BK9P+7tNnhwg5yQKGTLZ12/L7bS/FUAqGXu/eTerAP+Jg9v4jq90ck9O/tZ9+WyL90PP/0QbPNXzHevz3vddZ/c3e3/zP5rDQgCBADK3OTFk4PAqDzYq99j7vK5frO83l/0vjvqxaP8HwcIEAAoc21faps50Ouq4seff/SbmBAgAFDGPvn2k8xBXv0f07+b7jcxI0AAoIypL6PyIH/qyFP9X9cIAQIAZezYl4/NHOQHTh/o/7pGCBAAKGO7Ddotc5D/bMln/q9rhAABaonly5e7M888051wwgnuq6++8n+NMvXb/r/NHOSXrFri/7pGCBCgFnjyySfdVltt5dZbb71g23TTTV3v3r3dTz/95DdFmdnwoQ0zB/mf1kT7fhMgQBl7//333aGHHpoJDn/be++93ciRI/3dUEa4AgFQLf/4xz/cBRdc4DbYYIOc0Mi3nXjiie7zzz/3HwZlgD4QAAVZvXq1u/POO129evVyQuLf/u3f3LPPPuveeust16xZs5zfb7zxxq5z585u6dKl/sMixRiFBWCdhg8f7ho1apQTDP/yL//iunfv7latWpVp+8svv7h+/fq5HXbYIae9fta3b9+gDdKPeSAAqvTpp5+6Nm3a5ATBb37zG3fuuee6hQsX+rtk6GqjS5cubpNNNsnZf//993fjxo3zd0HK+DPRZ3w/w29iRoAAKfXtt9+6yy+/3G200UY5B/+DDz7YTZgwwd+lSur/UD+I/zjaOnTo4L788kt/F6RIuBZWs2eaUQsLqK1+/vlnd99997ltttkm52DfoEED9/jjj/u7FGzUqFHByCz/cevUqeNuvvlm98MPP/i7IAVUUTdcjbf5s82rVY239Yut/R8HCBAgRV577TXXpEmTnAP8Zptt5m688Ua3YsUKf5dq09yQPn36uK233jrn7/zud78L5pQgffKtB3Lh2Avdc188F4TJyp9XBpvWA9Fytz0+6BFcrawtIAgQIAVmzZrlTj755JwDurbTTz/dzZkzx9+lxr755ht36aWXug033DDnb7Zs2TKYY4J0ueeje1iREKgtli1b5q699tq8ndxNmzZ1Y8eO9XeJ3CeffOKOPPLInL+vTvrzzz/fff311/4uiNmQWUPc7ZNvdwtWLPB/leON+W9Ua010rR8y8qv8k00JECCBNIR2wIABbqeddso5cG+33Xbu4YcfdmvWrPF3K6rnnnsumEviPx/NOenZs2cwBwXxGv/1+GB1wcqD+OEvHO43qZKWrb363avdAcMOcPUfq+82fXhTt9kjmwX//Yfhf3Dd3usW9H+sDQECJMw777zjDjzwwJwDtSb6XXXVVe67777zd4mN5pL06NEjmFviP7/dd9/dvfDCC/4uKAL1U3R8vaNb/4H1sw7i+w7Z129a1ggQ4P/NmzfPnXXWWW799dfPOTgfd9xxbvr06FaSqynNLTnvvPOC21j+c23dunUwNwXR0/Db296/zW3Rd4ucW02NBzd2ExdN9HcpawRINd12223ummuuCTo4UR5+/PFH97e//c3VrVs352C85557uhEjRvi7JMbEiRODOSf+89bclMsuuyyYq4JoDJ011DUc1DAnOLbst6W7e8rdbvWa2ncLkQCphjPOOCPzBVWRPJ3pPfTQQ0HhPKTT008/7XbdddecA/Bvf/tb16tXr9SUW9fcE81B8f8dGgqsOSuauwKbKd9Mca1eaJUTHBpNddHYi9yilYv8XWoNAqRA48ePz3u7oDJMDj/88GDsvm6DIPk++OCD4D3z30sNmb344ovd4sWL/V0ST3NQNBdFc1L8f9fvf//7YA4LCrd45WJ3yZuXZK3nUbmps/yDxR/4u9Q6BEgBvv/+e7fbbrvlfCmr2g455BB31113uS+++MJ/KJTYokWL3EUXXZS3zHqrVq3clClT/F1SR3NSwlfL4U1zWWbOnOnvghAt+tTro15Z63hUbrs+sat7eubT/i61FgFSgD/+8Y9ZX0LdL7/33nvdEUcckXeSV3hTQTz1m8yYEV0BNVSfhrjefffdbsstt8x5jxo2bOiGDh3q75J6mqOiuSr+v1dzWjS3RXNckG3E3BFuz8F75gRH3b513a2Tbo2shlW5IEDWQXMBwl++448/Puv3OqN95JFH3NFHHx0M8/S/rOFNtxFuuukm99FHH2U9Borr5Zdfdo0bN855P9RprnBXJ3q50lwVzVnR3BX/3685Lv3796dsfIXp3013x718XE5waJjuWa+d5b5azhr2+RAga6Fhm1tssUXmC1e/fv0gMKqi+QEKHFVVzXcfOrxpzH63bt2CUTQojmnTprljjjkm57XXMN2OHTu6+fPn+7uULd2Gvfrqq/Oe5BxwwAHB3Jfa6PtV37ur3rnKbfzQxjnhodni73xdO1+XQhEgVdCErf322y/zJVMHenU6IZcvX+4GDRoU1EnafPPNc7604W2XXXYJJqhppTrUnIL8yiuvzFtm/aCDDgoGRNRWOinSnBb/dVGoag7MV1/VjjPtNb9UXJl9WnFlNnC7nODY6dGd3IBpA9wvjiuzdSFAqvBf//VfWV8w3TO2UgnuYcOGBV/QfEudhjdd5aiA3pgxY2IvlZF2er0efPBBt+222+Z9XQcOjHY50TTT3BbNcfFfJ53s3HrrrW7lypX+LmVj7IKxrunQpjnBoeq41753rVu2mr6hQhEgeeieeXjIbvPmzSObD6Arm5deeimYRZyvXHd4033rTp06uZEjR1LnaB3eeOMNt+++++a8hptuuqm77rrrgitCZNNnWnNdNOfFf910Vaw5MuVkzrI57vRRp+cEh7aTXz3ZzVo6y98F60CAeFQiYvvtt898kXTFMHv2bL9ZJPQFHj16dDDvIN/a2OFNX/JzzjknqHVUzp2+1aWh0qeddlrO66Xt1FNPLdp7V0405+WSSy7JO6JQc2U0ZybNVqxe4W6ceGNQqNAPjiZPN3GvzSv81jSyESAhGo3ir20d1+I9+tsadqklUvPNKA5vGj2kocVDhgyJZAGjNNIVxfXXXx9cYfivz7//+78HtwBRPZoDo6Hp/uupOTMXXnjhWgeQJNXjIx93DTpXfJ/u/DU0tG0zYBt33yf3uZ9/YYZ+TRAgISqJHf7i6DZTqbz77ruuc+fOwRwF/wsd3rTUqc60H3vssVozrv/RRx91//qv/5rzWmiJ2QceeCCxZTt0+1JXRJWb/j+JnnnmmbyfO82h+Z//+Z9U3E7VevQHtzzYrbdnxXM/sWK7Zr0gODZ6aCN3+VuXu29/pEZYFAiQ/6cPXHiIo+YNJOW++eTJk4Oz7XxzGcKbzsY1wkZj+8uxiN57770X9Ef5/26NtvrrX//qlixZ4u8Sm6VLl7pJkyYFV6ya66OZ4BrFp74Ehbz/nMObfq92aq/9tPb54MGDgxUHS/UZVLjdfvvtWcPYK7c99tgj6MdLIt2CPvfcc3/tw9y6YmtesXVcz7V5so37dAlViqNEgLh/fvk1L6PyC6KZujpoJ5HKdN9yyy15O4zDmw6qRx11VDAqKe0r1mm+hvp/8pVZb9u2rfvss8/8XYpOB/ZXXnkluErU2iH5SqNEsel9bNGiRTBnaNSoUcGIvjjptdecmSS99vko8Lp37553nZRGRzZyw8cP93dBBAiQChpeG/7A/f3vf/ebJJJqGulLk2/xo/BWWeyxd+/eqRrnn7SzYAXxPffcE9Q6yzfHJI5NJzeq2aXZ5XEubKW5M1Vd/WnOTSmv/p599llWaiyRWh8gup8e/tAde+yxqSzt8OWXXwbBd+ihh+Y9WwxvWj/izjvvTPQIpaTch9cgBZVK14z2fKOU/E23EVWyRkULu3TpEpS50S3FV1991b3++uvBbTi97jog6//1c/1egaCrmXbt2rl99tkn7xrs/qa/1b59e/f888/H9nro+6I5Nf5z0dwbXe3GOXdpbWvFX3DBBam/8k6DWh0gn3/+edYlr2oDlcPaHgsWLAjWgCik2KPuu6s4ZFJW21OdsKpGAmlOTFwjgXQvXQf0fLdEwpvOfPW8FDJRV7nVe6LSOLqnrz4S/2+HNw0D10lBHAMpdPtOc2vyjYDTrdVij4DTYm6abJvvs92yZcug7wjxqLUBojO2Zs2aZT54OmvRPeZyozH+OgvW/ep8dZDCm858tZ5EKYo96nn++c9/zntQOOyww2Kbi6AQ0JyIfAdHbbplo6tUHdjnzp3r715Us2bNChYw0y2sqq4yNTlVnfBxDKLQlVRVc3D086ivcDVvSmvubLXVVjl/73e/+11sQ+7xq1obICosF/4A6nZDuVNBPZXzOOmkkwoq9qjyLRqdVkw6KKhfId9BQWfdTz31lL9LUeiqTR31+QJMm2poqQ8pKVeoumWp/qG99tor57lqU7+RgiSOSae64sg3qEMhrNGDUYwk08nd3nvvnfM3NIJN/864Bxfgn2plgKgOULhUiTqh47qHnBT6UuuMTcNGCyn2qNpg48aN8x+mRnT/v9T1mBRgWvwr360qXW1oBJLutSfZm2++GVxh+s9fm26xqTRPsa2rDpn6Tix0m1nVrf3H1KbJtHFfBSJbrQsQdayFy4ZopEbU967TRgdqjWQ5++yzCyr2+Je//CXoALZ2mGpxLa2r4j+2bsv86U9/im2kmKor5zuD19XZZZddFqzslya693/KKafkXXpZnfq6aik2jcbSnJx8o9Q0iqvQSsgaWq8+qHy3XbVIG5Wrk6FWBYhGV/lnak888YTfrFbT0FmdsZ5//vnBzG7/yxveVOxRo110JVHIFdy61qR4++23/V2KQoGpTlj/OVSW7EjKbSqrjz/+OO9677rKiuuWoOaH+N81betai0Xf0b59++atDaef6XdpHCVZrmpVgOhWRfgDqXveqJpKgqjYozqVd9xxx5wvdHhTsUcdGDSk1L/vrisVdeSHi1RWbnrcOFfFmzp1qmvSpEnO89DZcbkt7qWRYfneN72fcdweFM3V0Zwd/zmoj0Z9OOFyLrqq0NWF31YnHLoa0VUJkqXWBIjKTITH1jdq1CiWIY/lorLY4xVXXOF23nnnnC95eFOxxw4dOgTlwFWKPrwwV+Wm96Jr166xvgcaweT392jUUr9+/WILsLjpqk8FOv3bWur0jmvotq5ONXenqvXo9b6oP8P/nTb1f6gfBMlUKwJEBykFRuWHUgcvBQrsdC9bI9d22223nC/9ujZNlouz30lXUhdddFHO89Btnrj6W0pNtyX9Dm71d6kvKy6aw6NbhIWUfdGIq3IcVl9uakWA6NZK+MOpsyFER3M0brjhhrwjqsKbZmjrllicNJPc77DXUF3VE7MOAkirefPmBXNqwq+FhtpqWYA46fOSr49Gm4Zza65HVAu4objKPkB0Hzj8AVXHXrnerkgCdZ5qCK5fm+iOO+6Ivcy6OsP9OmHqE4h6OHKa6D3QrcPwa6Irgvvvv99vWnS6xRmeEKkaY5pljvQo6wDRbZLw+H4dPKiPEw+tZxI+SMU9sklDVv0Q0xWSVjCEC0rd+LeS/vu//9tvVnTh5XS1pg3SpWwDRB134bNPdSJquCniUcoA0d/yR/5wdptLt678ki1xX4kQIOlWtgGiYX/hL8Y111zjN0ERlSpAVOK8adOmWX9bk+viGraaNupED1+l66okzj4RAiTdyjJANHQ0PGxRk9QKmeiG6JQiQFQPSeXsw39Xw0Dj7ntJG4VI+EpE/x3X6CwCJN3KLkB0oApPntLZFePI4xd3gGhghIYHh/+mysL7kxqRn646wn0iGuI7bdo0v1nkCJB0K6sA0UFEC/+EDyJ8KEsj7gDp0aNH1t/TVWeckxTLgfo/wq+hJhsW+9YfAZJuZRUgd999d9YXQMUBURpxBojKiYfLsGv0FR3mNv4QX5U9KSYCJN3KJkBUiTRcqkTrWXAGWjpxBYiK8oVvWaqSblyLT5Uj9Rf5/UiDBw/2m0WGAEm3sggQrW0RHrap4mvlVhgvbeIIEN2y9Je/VbVW1IzKu4TLnqg/pFil4AmQdCuLANGa0eGDiNaGRmnFESAKi/DfUAl6REO1s8IjGbWeSDEQIOmW+gAZNGhQ1kHk6KOPplRJAhQ7QPR4qqRb+fi6Ai12h29to0W1wu9hMVY2JEDSLdUBMmvWrKwV9LTgzMKFC/1mKIFiB4gGSFQ+tuopxTVvoTZRKfhw/5IGJ0Q9LJoASbfUBoiqdR500EGZD58ut1955RW/GUqkmAGipWjDRfhYGKx4/GKkqmIcJQIk3VIbIP5ww6uuuspvghIqZoA0a9Ys87hadlfrTKB4WrVqlXm9tZLgt99+6zcxI0DSLZUBojUlwh18WgYzvDQmSq9YAfLiiy9mPe6DDz7oN0HEtMZ6+Pt28803+03MCJB0S12A6Gxzp512yjojmjFjht8MJVasAAlXWN51111ZeCgmp556auZ11+CFqOZYESDplroAOe6447IOTAMHDvSbIAGKESAaBRR+TK2ljXhoCehwv1PPnj39JiYESLqlKkB69eqVdQD505/+5DdBQhQjQLSmR+Xj7bLLLlRYjplW86x8/TU6K4rXnwBJt9QEiMpThEtOa0jh0qVL/WZIiKgDZOrUqVmP98ADD/hNUGRjx47Neg+ef/55v0m1ESDplooAWbFihWvcuHHmg6ZSJe+9957fDAkSdYCEFwhTiX59JhC/vfbaK/M+tG/f3v91tREg6ZaKAFGJivDB6I477vCbIGGiDBAV+AsPnOjUqZPfBDHRuumV74PuCGgFyJogQNIt8QGiSqDhA1Hr1q0pVZICUQbISy+9lPVY48aN85sgJiqqGB7SW9OBDARIuiU6QGbPnu223HLLzAds++23dwsWLPCbIYGiDJAOHTpkHqdRo0b+rxGz8MRCVUOuCQIk3RIbIBrf36JFi8yHS0MIi1HMDcURVYDoalOzzSsfJ+pSGqg+Td6sfD+0Bo/WorciQNItsQHSrVu3rAPQlVde6TdBgkUVIFooLPw448eP95sgZipiGn5PRo0a5TcpGAGSbokMEFVW3WCDDTIfrKZNm1KqJGWiChBNWKt8DN3OVIc6Sk/zcCrfF53sWREg6Za4AFm8eLGrX79+5kNVt25dN23aNL8ZEi6qAGnTpk3mMdq1a+f/GiWiCsiV74tuNVsRIOmWuAA54YQTsg48/fv395sgBaIIEPWD1alTJ/MYffr08ZugRAYMGJB5XzbaaCPzvBwCJN0SFSC9e/fOOuho9A3SKYoA+fTTT7MeY8qUKX4TlMjnn3+e9d6or8qCAEm3xATIhx9+mFWqpGHDhsGKaEinKAJk2LBhmf3VJxb1aniwU19U+PuqpaUtCJB0S0SA6PI3XCJBl8SMtkm3KAIkPOtZtc+QLHvvvXfm/bGuEUKApFsiAkSlKcIHm+7du/tNkDJRBEjHjh0z+6uMP5Ll5JNPzrw/1tvNBEi6lTxAnn766awDzZFHHunWrFnjN0PKRBEg4TXvWbI4ebp06ZJ5f7QqqAUBkm4lDZA5c+ZkfYC23XZbN3/+fL8ZUiiKAGnQoEFm/3vvvdf/NUpMJfUr3x8Vu7QgQNKtZAGiTriDDz448+FRqRKtd43yEEWAhOugPf744/6vUWLqOK98f1Ri34IASbeSBcgNN9yQdYC54oor/CZIsSgCJFyNIIrFixCt4cOHZ94fVei1VMkmQNKtJAGi8tzhktD/8R//wRDNMlPTAFm+fHnW/ipvg2QZM2ZM1nu0bNkyv8k6ESDpFnuA6EO24YYbZj40m2++ufvss8/8Zki5mgaIyvaH9580aZLfBCWm9yT8HlmWWiBA0i32AHnzzTezPnSHHHKI3wRloKYBMnPmzKz9NSsdyeJXCtB7Vl0ESLrFHiCy8847Z33wrLNYkVw1DRCuQJKPKxCUJEAWLlzodthhh8wHp169esEaAygfNQ0Q+kCSjz4QlCRAZMSIEVkd6Zo0puqrKA81DRBhFFayMQoLJQsQufrqq7MOMl27dvWbIKWiCBDmgSQb80BQ0gBZvXq1a9asWdZZzOjRo/1mSKEoAoSZ6MnGTHSUNEBkxowZbosttsj6IC5atMhvhpSJIkCohZVs1MJCyQNEBg4cmHWwofJq+kURIFTjTTaq8SIRASJnnXVW1gGnV69efhOkSBQBwnogycZ6IEhMgCxdujQ4SFR+mDbZZBM3efJkvxlSIooAYUXC5GJFQkhiAkQmTJjgNt5448wHqnHjxsF8AKRPFAHiz3RmTfTkYE10SKICRO64446sD+b555/vN0EKRBEgmhdUp06dzGP06dPHb4ISGTBgQOZ90RLUWpbaggBJt8QFiCYjtW7dOuvgM3jwYL8ZEi6KAJE2bdpkHqNdu3b+r1Ei55xzTuZ9adGihf/rghEg6Za4ABHV1Nl+++0zHyxNKJs9e7bfDAkWVYD07Nkz63Oge+8ovV122SXzvnTr1s3/dcEIkHRLZIDIyy+/HKxSWPnhat68OaVOUiSqANG99fDjjB8/3m+CmKluXfg9GTVqlN+kYARIuiU2QOTKK6/M+qDW5EwH8YoqQHRLc5tttsk8zi233OI3QcwefPDBzPuh0ZI//PCD36RgBEi6JTpAVq1a5fbbb7/MB0ylTl577TW/GRIoqgARTVKrfJxGjRr5v0bMWrVqlXk/jjjiCP/X1UKApFuiA0SmT5/u6tatm/mQ1a9f3y1evNhvhoSJMkC0BHL4scaNG+c3QUy+/PLLrCraDz30kN+kWgiQdEt8gEj//v2zDiDHH3+83wQJE2WAqONcNdIqH6tTp05+E8QkXB1AEwm/++47v0m1ECDplooAkfBtDG19+tznN0GCRBkg0rlz58xjqXS4dd4BamavvfbKvA/t27f3f11tBEi6pSZAvv/+e7fbbrsFH7SNN97abb/9AW7q1Nl+MyRE1AEyderUrMdTKXHEa+zYsVnvQRSLfBEg6ZaaABEN4axXr6HbeusWrkGD9q5t2x5u5UqG9iZR1AEihxxySObxNA9B68kgPm3bts28/jvuuGMkrz8Bkm6pChDp3fvJioPHuRWX0te7/fa73/3tb2/4TZAAxQgQzQ0KP2ZNO3BRuEmTJmXNy9IEzygQIOmWugBZs+YX16nToIrweCCzjRo102+GEitGgMiBBx6Yecxdd92VyaUxOfXUUzOv+9Zbb+2WLVvmNzEhQNItdQEiixatcEcdNTATIIcf3s/Nnx/NBxrRKFaAvPjii1mPq0ltKK6PP/44a+iude2PfAiQdEtlgMi4cXPc/vv/ehVy3nnPBVcnSIZiBYg0a9Ys87iapc4SyMUVnjio5ae//fZbv4kZAZJuqQ0Queuut7NuZd133wS/CUqkmAGiagTh+/GqDIviePzxx7Pex6hLyRAg6ZbqAFm16mfXocPQTIA0a/agmzRpvt8MJVDMAJGzzz4789gKk9dff91vghrS0HmNtqp8nbViaNSrQhIg6ZbqAJEvvljiWrbsmwmRtm0fq/jgR/shR/UVO0D0eOrMrXz8PfbYw61cudJvhhq47LLLst5DjYKLGgGSbqkPEHnuuc+ybmVdeeUIvwliVuwAkb59+2b9DVavjI7CItxxfvLJJ/tNIkGApFtZBIh07ToqK0SeeuoTvwliFEeAqNS7qsGG/45CBTXz1VdfuW233TbzmtarVy8oolgMBEi6lU2ALFu2yh1//BOZAGne/GE3Y8Y3fjPEJI4Akfnz52fdp99ss83cBx984DdDgVS48tBDD81674q5pDQBkm5lEyAyZcrX7sADH8qEyGmnPeV+/JGJZqUQV4DImDFj3IYbbpj5W+rs/eYbTh4sunbtmvW+XXLJJX6TSBEg6VZWASJ9+07OupV1221j/SaIQZwBIj169Mj6ewcccEBks6Vri/vvvz/rNdx3332LPjCBAEm3sgsQTSa85JLhWSEyevQsvxmKLO4AUX9Iu3btsv6m+keiHnZaroYMGeI22GCDzGunfo9p06b5zSJHgKRb2QWI/OMfK9yRRw7IBEirVv3dwoWcjcYp7gARrc3t378/8cQTg/v6qJrm0GhxqMrXTP8d17waAiTdyjJAZOzY7FIn559PqZM4lSJARCvkNW3aNOtvn3LKKUW/FZNWCgot0FX5WukqRFcjcSFA0q1sA0R69nwr61bWAw9M9JugSEoVIKK/pYmF4b+vtUToWM+moAhfeWhTP0icCJB0K+sAUamTM88ckgkQlTp5//0FfjMUwdChQ0sWIKJ5CxqNFX4Oe+65p/viiy/8prXSfffdl9XnoU3rncdNxRkJkPQq6wCR2bOXVJx9PpIJkWOOeZxSJ0Xy6aefBsX2NHonfGDSdvDBB7spU6b4uxSVQiu8fog2zRkZN26c37TWUH+QP1RXQRL3lcecOXPcGWeckfU8rrvuOr8ZEq7sA0SeffbTrFtZV11FqZOoTJ482V1//fWucePGOaHhb5qroXkFixcv9h+maFasWOGOP/74nOehoFuzZo3fvKzNmzfPHXbYYVmvhW5hxdnnoffjxhtvDCZ8+p+Phx9+2G+OhKsVASJduozMCpEhQyh1YqX+jc6dO7uGDRvmHATC20YbbRRs/s9137tXr16xrSaos+6LLroo53kcfvjhQdmO2kC1rcLlSbRpqG5co61EpeEbNGiQ8z4oxIo9YRHFUWsCxC910qLFIxWX0d/5zZCH5liMHTvWXX755XkPAOGtbt267o9//GNwVquzTc3DuPXWW4Of+23VJzFiRHxXg1pDffPNN896Dqro269fv+DfWI5Ukl3vW7gwojbdZpw+fbrfvCgmTpwY3ML033+dXKjib5QLVCFetSZA5MMPF7oDDvi11MnDD0/ym+D/6epg9OjR7uKLL3Y77LBDzpc/vOmKQos6vfDCC1VO3NOZ/llnnZW1EFTldtxxx8V2MJs6dapr0qRJznNo3rx5cKArJzrjD9cJq9x0th/HsOaFCxe68847Lye8tLVu3Tp4L5ButSpA5LHHPgzCQ8UWP/kk3pFBSbdq1Sr30ksvBV/68Fob+bbtttvOderUyY0cOdKtXr3af6gqvfPOOzkd29o23nhjd9VVVwVnzMWmg+ell16a8xzUmXzhhRfGPmIsalrDXLfn/H+f5ns89dRTfvPI6XOk0jLh+SWV2+677x6caKA81LoAEd26+uabH/wf10qavT1s2LDg6kD3xP0vfHirX79+cOBV8cKadEDrdtGAAQPcTjvtlPM3FEzqTK3J4xdKS+PutddeOc9BHby6taKRQmny/vvvB5Mm853xaz2PYpVkD3vuuedyhk9r02erZ8+e1TrZQPLVygCp7ZYvX+EGDRrkTj/99Jw+AX/bZZddgiuDt956y3+YGlOxw2uvvdZtsskmOX9Xs8nV71JsulV311135T1b1j36jh07VlypJnvAxZtvvunatm2b8/y16WBejJUEfXqNjjzyyJy/rzDTQl9ff/21vwvKAAFSS2gQwbBhE90559zstt66Uc4XPbzpNkO3bt1i6xOYNWtWcIbsPw9tmisQx5XAggULgn6ccFn48HbQQQe53r17J+b2lq4mbr/99rxXUNo0Qe/mm2+usk8qKprdr6vSfK9by5Yt3aRJ9DOWMwKkjC1ZsjJY7vc///OligPgQ27vvW9xDRqc7urV26fiC57dmf373//e3XTTTe6jjz7yHyY2uqWk5+EfiHRLSXMHNKqr2GbOnBl0MvslPio3XZUce+yxwS24uXPn+rsXlYJWI8latWqVdzCCNvVdKTiKPbJJV259+vTJ21e28847uyeffNLfBWWIACkzixatcE8//Ym7+OIXskacadt337+7hg07VXzpW1QcCOu5/fff3912221uxowZ/sOUjOZsqMzGNttsk3Ng0hBijSyKg0YQaa5Lvltb4U23iDSYQM9L4RMljUxTUJ177rnBrUT/b4c3jZS78847Y1kDZdSoURUnI3vnPIc6deoE4aV+NdQOBEgZWLBgWcUBbIq74ILnsioQ59vOPLOPu//+oW7OnGRPoNMZtOYv5JuIqDkFEyZM8HcpCl31KByOOeaYvLdp/E1XLrqK0i25Ll26uEceecT179/fvfrqq8Gkvffee8/Nnj3bjR8/Pvh//Vy/18ABBZbWNNlnn33y9gv5m/5W+/bt3fPPPx9L5/Tnn3/uTjrppJznoa1Dhw6xdNIjWQiQlJo793vXr99kd/bZw3JCIrypgOSFF77gBg/+OFgnJW1UX6tNmzY5Byx1zurMXFcKcVFH8D333BNU9s0XbHFsChbdwlLgqHR9HJYuXRqEYb5Q01Vsba4tVtuVVYCED5zVUch+/oFZ9bUKUchjF2rWrCXuwQcnZVUYzrdpXfi//OVFN2zYpxVn8sWfMBaH4cOHu0aNcjv/dYupe/fuwdyDOC1fvty98sorwVWD5rX4lW2j2hRULVq0CAY16NZRnLeHNNxas/TzTSTVz/r27Vu2M/hRGALEFbaff5BWVV+Vi1+XQh57bT77bJG7774J7pRTBuc8h/CmiZF//esr7oUXplWcMcZ7MI2LbtNoLoE/X+U3v9nI7btvm4oD+rv+LrHRWbpGHKnzWIMRNHpsv/32C/ou1DfgH4DDm36vdmqv/dSPMHjw4GBeh4KqFN59d2LF1WuznOeqCZ8KTf17AQLEFbaff8DW9uijH/rNchTy2L4pU752vXq96044YVDO3wxvBx/8SMWXeaR7+eUZbsWK4t8DTwrdSrrgggsyE+Y23XRHt802LSsOwudW/PwJN3NmcUcgWekqSf0flVvcV02FWLjwe3fZZf/rttqqWUVY/LrYkzYtD6x+EKASAeIK288/eGs74ogBFWeIaz8IFPLYojpdWkFRVzb+3wlvLVv2dddf/5obPXqW+/HHeKrZJpXO0A877KiKK5Imrn79k90ee1wTvEYafdajxzjWfakGXU3r9miLFve73Xe/3O244zFuiy0aufXX/00w4kolawAfAeIK2y/cJlzVV7eX1qaQxx448J/1uaraWrXq72666XX35ptzCrptVts8++zrFcHa1TVp0jPnddPggZ9/Ln5ZlDR79dWZ7rjjfj1x2Wefv1VczXWsCJK27t57H4mt7D7ShwBxhe0XbvPii9Mz/60rgrXV1SrksS+99MWsdtqOOmqgu+22sW78+K84ABZg5crVwRm0buv5r+Vppz0VvI7Ipv61Tp2ez3m9dAV3yy3PuCVLij+nBOlGgLjC9gu3WbPmF9e+/dOZ/7/jjqrrRBXy2O+8Mze4HabbV3qsSZPmB38D1ff118vdddeNznrdK7crrxwRDH+u7TQy79Zb3wiGePuv0SWXDE9sHxKShwBxhe3ntxkzZnbm/1UmZN68/KNS/P0QD/UpnXXWM1mvf+V7dc8942vVoINKP/20Jhj4cdhh/XJelxNPHBR8poHqIEBcYfvla3POOb9O4rvhhtd/bRySbz/EQ1MUVAusdetHs94HbfqZfldbpjGo/6xduydzXodDD+3n+vef7Fav5jYpqo8AcYXtl6/NhAnzMj/T7YB8l/759kO8dLWhqw5dfYTfD226StHVSrmaPXtJ3j42fV5vvnmMW7w4fdUJkBxlGyDWrSpVtfnzn3/9cmoin6+q/RA/9X+oH8R/z7Wp30T9J+VCk0nvvPOtoCqB/28977znWI0TkSBAvK0qVbWZOnVRVgFDTQIMq2o/lI5GZGlklv/eawSXRnKleX6NBl8MGfKJ+8MfBuT8+zRIQ5NOgagQIN5WlbW1ueaakZnfaVhk2Nr2Q+loaLTmiGiuiP8Z0JyIESPSN+N64sR57owzfh0dWLm1aPGIu//+CW7lyvQGI5KpbAOkOgrZb21tdJ85PCTyrbd+LWu9tv1Qepqtrlnr/top2lQeX3Mlkk4jAK+++tWc56+ta9dRbv585nOgOAgQV9h+62qjDsnK33foMDQzumdd+yEZNABCcyDC75c2nRhozsTaJouWigYH/O//vhcU0vSftz6D77+/wN8FiBQB4grbb11tFi5clvVFrrwFsq79kCyaC3HSSblFLDV3QiVnNJdiXfx9oy79r5OT4cOnuaOPzh2erAoGKuPPRFTEgQBxhe1XSJu77no700Zj7nWfvZD9kCyaE6G5EZojEX7/Kt9XzalYG3+fKEv/f/zx165jx9xFxDRE+e9/f8ctW7bK3wUoGgLEFbZfIW2WLFkZ1MaqbDd06NSC9kMy6baVbk3mK/mh4cBVTb7z22qLovT/Bx8syNtXc8UVL7s5c+JZnRAII0BcYfsV0kYeeGBipp1/iwHppDkTmjsRfi+1vfHGF37TgN9OWxSl/wcN+iirjRYZe/vtuX4zIDYEiCtsv0LaiDo2843BX9d+SD7Noahcr0VDY7/8Mn9hxvB7HmXpf13hapi46lY98cRHVGlGyREgrrD9CmlT6bHH8q/vgfTTJMNRo2a6L75Y4v8qI/yeR136H0gSAsQVtl8hbSqpw7Rt28ey9ilkP5SH8Hsedel/IEkIEFfYfoW0CdNQyvA+he6H9PPfc0r/o1yVVYAASZAvCCj9j3JEgAARyxcElP5HOSJAgIhVFQSU/ke5IUCAiFUVBJT+R7khQICIrS0IKP2PckKAABFbWxBQ+h/lhAABIrauIKD0P8oFAQJEbF1BQOl/lAsCBIhYIUFA6X+UAwIEiFghQUDpf5QDAgSIWKFBQOl/pB0BAkSs0CCg9D/SjgABIladIKD0P9KMAAEiVp0goPQ/0owAASJW3SCg9D/SigABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wN7d2ZsFS+tnAAAAABJRU5ErkJggg==)
| Product Number | 3H32-5-MT |
| Purity | 95 % |
| CAS | 1146970-26-4 |
| MDL Number | MFCD18802343 |
| Molecular Formula | C7H7ClN2 |
| Molecular Weight | 154.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory