| Product Number | 3H32-5-E8 |
| Purity | 97.0 % |
| CAS | 858279-01-3 |
| MDL Number | MFCD23135262 |
| Molecular Formula | C9H9Cl2N |
| Molecular Weight | 202.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-E8
CAS: 858279-01-3
Molecule Weight: 202.08
Formula: C9H9Cl2N
PN: 3H32-5-LU
CAS: 21172-88-3
Molecule Weight: 167.64
Formula: C9H10ClN
PN: 4H56-5-CH
CAS: 124467-36-3
Molecule Weight: 181.62
Formula: C9H8ClNO
![2-Chloro-4-methyl-5H,6H,7H-cyclopenta[b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+pAAAfqQEtX1lIAAAB+npUWHRtb2xTb3VyY2UAAHicfZRtb6MwDID/ipXP17wBhValU7XppJO2+3DbpPs2pZB2SJBMgb79+3MK7UDtAVR2bD9O4jhdPByrEvba1YU1KRGUE9Ams3lhtil5f/s5ScjDcpFhEAaaOiWfTfM1Z+xwONDsU1fqaA3NbEVa//xYF4OYQ0Ct2zLJuWB/X55fz8ykMHWjTKaRqot5fTY+20w151X8ZwpWKbcvDGvDWeX2bbYPyf3H6bHOyfdeHtG3QhQ2RalhY12lGthLTvHjP2CrjXaq0TmsT2gOaIh7Xy5enmy2q7RpUPUZikyVr43bZWiobKmzHSZD5ddTSiqBgGpstXJOncBr3qwEKAkqABWCikBNQcWgElAzUILjT2CNS+0neTt9aVwpdG8Jv+E6wNrIlEypkDyGTsQ0jMLgIhIaJwm/+EIcxRwCGkgZgqShiOVl1PoInDBjQJOIcwwIBApBoxAFlgQfmHAaxz35bQ7jaAadVVIucNSiWAJ2rcFysbYm76lQ5ClZ44Z9yB+9qWVXHwLW5dphy/kEPrQPyCHgq3kFVveAYAj42o8D4RDwJzW+pOgGmI7PMB0CvgvGgXgI+J4ZX1IyBHyHjQOzIXDux3HC+wdH1/XvKCNuTq+H3N26kDd7v4+wXn+xy31E9eaust5FZvj3tfwH4Ht2AR3DBg4AADbkSURBVHhe7d0HvBTV3cZxC0qzRIlYwBbQKHYBAbsgKqKCgChqxF5fTYwFCK9KDCpYEgUFC4qoSLBQFCyAUgIYkCJIBxEFRERBAUVAPC/PJLvv7Nnl3r3nzs7uzP6++cwnyM7sXe7OzrNzyv9sZwAAcLCd/RcAAGSDAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IECAEY8aMMR06dDANGzY0+++/v6lUqZKpUqWKqVGjhmncuLHp1KmTmTp1qn1Yiu222y65lYXrcUBpOKOAHBo3bpxp0KBBykW8pK1u3bpmxIgR9tN4XIPA9TigNJxRQI707NnT7Ljjjmkhkc2WSWmPb4vrcUBpOKOAHOjVq1fKhbtixYrmuuuuM0OGDDFffvml+emnn7ztq6++MqNHjzbdunUz9erVK/FC7xoErscBpeGMAgI2ffp0LzASF231eyxdutTeLaNp06aZpk2b2n/tcQ0C1+OA0nBGAQFr1qxZ8oKtu4qff/7Z3sWJaxC4HgeUhjMKCNDs2bOTF2v1fyxYsMDexZlrELgeB5SGMwoIkPoyEhfrNm3a2A+Xi2sQuB4HlIYzCghQ8+bNkxfrl156yX64XFyDwPU4oDScUUCAatWqlbxYz5s3z364XFyDwPU4oDScUUCA9thjj+TFes2aNfbD5eIPAtcNCBJnFBCgChUqJC/Wmzdvth8uFzsMXDYgSJxRQIC4A0Ex4YwCAkQfCIoJZxQQIEZhoZhwRgEBito8kLlz55qHHnrInH766eaAAw4wO+20k6lWrZo566yzzMCBA+3dgRTpZxQAZ/ZM9IULF9q7OCspCEpS0nH+xzJt7dq1M1u2bLEPAzzpZxSAcvHXwqpfv35B18I69thjTffu3c1HH31kVq5cadavX28+/fRTc/vttydHlD3xxBP2YYAn/YwCUC6qqOuvxtuoUaMyVeNV81EmJQVBSVyPSzTHHX300fZDgKdsZxSArGRaD+T66683Q4cO9cJkw4YN3qb1QLTcre4CdLdS0oXeNQhcj1u2bJl3jJbfBTIp2xkFIGs9evSI9IqEatLSMdWrV7cfAjxlO6MAlMnYsWPLtCa61g8ZOXKk/TQe1yBwPe6pp57yjmnZsqX9EOAp2xkFwImWrb3rrrvMCSecYGrUqOE1C1WuXNn7c5MmTUznzp29/o+SuAZBWY5Ts9r8+fNNly5dvNdYtWrVUl8XilfpZxSA2POHTGI79dRTzeTJk+1dgSQCBEBaeGhTXa+rr77afP311/bugIcAAZCkCsIrVqwww4YNMy1atPCCRJ3omrEO2AgQANukvhmFiGp8ATYCBMA2rV692gsQdaYDNgIEwDZ98803XoDstttu9kMAAQJg2zp27OgFiIYaAzYCBChShx12mPnLX/7ilVJR1eB169YlO9GHDx/uTSBUeGy//fZm1KhR9uEAAQIUK3vYbqZtl112CXxhLMQHAQIUKc04f/TRR03Tpk1N7dq1TZUqVbyij/vuu69p3Lixt9AUc0BQEgIECMmiRYtMnTp1TM2aNc2ECRPsh4HIIUCAkCQ6pLW1bt3afhiIHAIECMmtt96aDJBzzjnHfhiIHAIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECAkBgrghQICQECCIGwIECMlVV12VDJBGjRrZDwORQ4AAObZp0ybz2GOPmQoVKiQDZPvttzcdO3Y0a9eutXcHIoMAAXJo+PDh5tBDD00Gh73ts88+pm/fvubXX3+1DwUKHgEC5MC8efO8fg47MHTnoc3++/r165sJEybYTwMUNAIECNCaNWvMn/70J7PTTjulhcSJJ55oJk+ebBYuXGguuOCCtMe1XXbZZWbp0qX20wIFiQABAvDLL7+Yp59+2vz2t79NC4WaNWuaV155xT7EjBw50tSpUydt/6pVq5r777/fbNiwwT4EKCgECFBOo0ePNsccc0xaEFSuXNnce++95scff7QPSdq8ebPp2bOn2XPPPdOOP/DAA83AgQPtQ4CCQYAAjj7//HPTpk2btAu/trZt25olS5bYh2zTd999Z2655ZaUkVqJ7dRTTzXTp0+3DwHyjgABymj9+vWmc+fOplKlSmkX++OOO86MHTvWPiRrs2bNMk2aNEl73h133NFce+215ptvvrEPAfKGAAHK4KWXXjI1atRIu8Dvtdde5rnnnjNbtmyxD3EyZMgQU6tWrbSfs/vuu5tHH33Um1sC5BsBAmTh3//+t2nYsGHaBX3nnXc2d9xxh/n+++/tQ8pt48aN5qGHHjK77rpr2s/V3JJhw4bZhwChIkCAEixfvtxcccUVGeduNG/e3MyfP98+JHArVqzwyqDssMMOaa9Bc03mzp1rHwKEggABMvj555/NAw88YHbZZZe0i/Zhhx1m3nvvPfuQnPv444+9uST269GcE8090RwUIEwECGB58803zcEHH5x2od5jjz3MP/7xj7z3P2hOieaW2K9Pc1A0F0VzUoAwECDAf82YMcOcccYZaRdmjYC64YYbzKpVq+xD8kZzSzTHRHNN7Nd79NFHe3NTgFwjQMpAk77at29vWrZsaT799FP7YUTUt99+a2688UYvKOyL8emnn+4FS6HSXJOLL7447XVra926tVm8eLF9CBAYAqQMzjzzzJQP6BFHHGHuu+++gr7AYNv0heDxxx/3mqbsi6+asN544w37kII1btw4bw6K/e+oWLGiN2dl3bp19iFAuREgWXr//fczjsRJbLVr1zadOnXyiuWh8KkTXJ3h9vuoTvOuXbt6nehRozkomotSvXr1tH/XfvvtZ/r160fZeASKAMnCypUrvXUbEh/GkoJEm2oY3X777eZf//qX/VTIMw271fBb+z3Te6rhuhq2G3Wak6K5KZqjYv87GzRo4M1pAYJAgJRC39jsdR30TW7o0KFef8hvfvObtA+pf9M3v5tvvtl8+OGHjI7Jo2K8qBZDWCK/CJBSaClS/4fvyiuvTHlcQzrVvHXNNdd45SzsD6t/0+PaT80n+R4KWixo1olncx0KAwFSgilTpqR8Y1X5iJI6I3WHoTsN3XHo4mR/YP2b7lz0LVB3Mqz7kBsqakjH8n/EacAACgcBsg26uBxyyCEpF52pU6fau5VIfSB//vOfvT4R+0Pr3/RNsF27dt7aDyWtHYHsMLR126I8ZBmFhwDZBvVv+D9cf//73+1dykSjszRKS6O17A+uf9PEsAsvvNC8/PLL5ocffrCfBiVgcl32ojRpEoWLAMmgf//+KR+qc889N9B2cn14NX9E80jsD7B/012PfvYLL7zgfXPEtlHew02hl21BYSNALJ999pnZbbfdkh+kfffd1xvGmysaKaOOzOOPPz7tQ+zftFKdFhrSxVDVWfEfFBgsv0IsHIloIEB89G3rhBNOSH54VD57xIgR9m45o7b5Rx55JOMF0b/pdWmZ0yeeeMJ8+eWX9tMUhSiWOFdHtpbBTWz670JSCKXrES0EiE+HDh1SPjR33323vUtoli5danr06GFOO+20jBdJ/6aFjrp3714UncOFusiSwmD27Nlm0KBBplu3bt6FuH79+uaggw7yVhG0X6t/0+PaT19e1Pem93Lw4MFmzpw5eWl6y8fiWYgmAuS/Ro4cmXKh1oe5UNp/v/76a/PMM894tbjUNGN/sP2bhq3+7W9/M/PmzbOfJvIKaZlXzS+ZNGmSefDBB733JVPHfRBblSpVzNlnn20efvhhM23aNPtl5FRYy/ciugiQrb755huvryPxAVEfyKJFi+zdCsJ3331n+vbt6zUpqJPd/nD7tzp16nijkj755BP7aSJl1qxZXv+P/e/TiKFrr73We//CoLsfzZdo06ZNqXcVudo0KODSSy8177zzTih3J+vXr/fmzFSqVCnttejLiubaoHgVfYBodJVGOvk/GBrREwVr1671XmurVq28b6r2B9y/6Zt7x44dvW/NUaGwvOWWW7wBBPa/R31A06dPtw/JCf3O9Dr23HPPtNdhb+o/+P3vf2/OP/98c+edd5pnn33WvPjii94FX8OI1Tyk/g/9v/57+PDh3uPaT81DOk5NcfbzZto0WVXNrmH09+g1Kzjt16Ctbdu23twbFJ+iDxANVfR/GNR2HUWaA/H66697304zjabxbwcccIA3QkklwIMcnhwU9Sf07Nkz4wVbkzI14TLX9BrUhFPaUOtq1ap5F1CNjtMaMUE1o2lk1MyZM81TTz3lzQsq7Y7n5JNPNu+++679NIFT6B1zzDFpP19NeLrbZSJscSnqAFGbsr8ZSDPP41DeQheft956y+uQzVS6wr+p6e6mm24yH3zwQShNIqVRX5Sa3uzXWbVqVXP//ffnvOyLAqBPnz4Z+1oS27HHHut1lIfZJ6H+Bt216HdQ0h2K+u50V5NLOk8UmGpOs3++5uJE5Q4e5Ve0AaK2XTU1JE58jTBR7au40QVRQ5HVV5CpoKB/0wUhUexR7f1hWrhwobngggvSXpO2yy67zBuVlku6E1PHsO7O7J+vbe+99/ZK9BdKf9KECRPMddddlzJnyb/Vq1fPq8uWS5pjozvZTAM7NBSdtXHir2gDRHMI/Ce8RvHEnb7FqglC7fmZRtf4NzWZqDlPI59y+a1f5Vo0XDpTmXUNg9WFMtfUl5Jp2Ko2dRRrtnahzdlI+Omnn7y7AQ0Dtl+7Nr2HuS5LohF/9pIH2jSqUdWrmfgaX0UZIAMGDEg50XXyF2JfQK6NHz/e67jd1sUnsan56JJLLvH6HnTnFgSFmUq06Ju9/fO0eJdGmuX6PdEgBH2DztRJrzVC8jWnxIXuNHUHlaksifpp9LvONTWdZWpe05wdzd0J+64WuVd0AaLJdv4OSV2sNM+i2KkkyF/+8pesij22bNnS62B2Lfao4FITi/3c6o/SSDFd2HNt1KhRGe/CjjzyyFCrDwRNd0oKEoWG/W9r3Lhxzu8GFGRaQyfTQmvqV9IEScRHUQWIPlz+pgrdYmsxKKTS6B8Ve9TF1L4I+Dc1OzVr1sw8//zzWRV7VNkVjRKzn0ebQimMuTe689G/zS5nrpFrmqxXqE1VZaX3Q81H9u9ZgybGjBlj7x44zc1RH439e9amOT0asYboK6oAUTl1/4mscfoo2YIFC7xij3Xr1k27EPi3RLHH3r17p33LVTt9ly5dMs5VUUjpbiAMutPMNCFRw2TjWlNMfV52s5LeK5VLCYP6l1SOx/6d6zVo4TXN9UF0FU2AaJiqv1SJmlBoky0bTSZTsceTTjop7YLg3zSZThP9tALek08+mXFkk5pYNMchrKHDEydO9Jor/a9Bdx1adyXuNAhCo+vs90DBqXAPg/rPMvW1aa6Par7F5c6v2BRFgGgUin+JWXXqadgo3C1btsyb7KdV7Eor9ujf9M3z1ltvNatXr7afMmfUuauBAP7XcdRRR4Uyg7uQqCPdrtl1yimnOPdllZWCTPNY7PdCm/7OvnNF4SuKADnvvPNSTlZ1ACM4Wi9FpTiaNm2acU5AYtPjqlgbJr3X9iirq6++OrRv3oVG81jsgRJaiyasemKiOT2XX3552vmRz+rXcBP7ANGaGf6TVCcuckd3FhqCa69pko/Q1twe/9oW+nN5lyaOA3Ww+9e90aZJtWH3A6lZ0R/uau5EtMQ6QNSB5y9Vom9eYQwRxX/WlPBfoML8hisKD//P150RJTb+n0r2aFiv/3ekz0fY75O/1A7vT/TENkA04U3LcSZOTg05pbRCePIZILrb8d95qH09jEKDUaOaaRo+7X+fdGcSZkFEAiTaYhsg9qgTjfFHePIVIOow9/fDKDzCKIcSVRoF17p165T3SiXlwxodR4BEWywDREMG/R+Is846K+dlMZAqHwHy0Ucfpcw1UZBw51E6jY5SOXj/+3XDDTfYu+UEARJtsQsQzVXwl1FQrSWGB4Yv7ADRe+xfVVJDi4thjkdQNKHv8MMPT3nPVBIl1wiQaItVgGgyUqNGjZInpNrB+QaaH2EGiMqT2B3CjLYqO60q6A9h3c3NmTPH3i1QBEi0xSpAtHaz/yLy5z//2d4FIQkzQFQmxf+zNM8DblTo0j+09uijj85pOX8CJNpiEyBaPMdfuE21myhVkj9hBYjqaPnfd9XWKtZJgkHRbHH/e6f1Y3KFAIm2WASIJkb5S3OrxpGKACJ/wggQzemx3/diK0+SC2oSVIka//unWnK5QIBEWywCxF4K9cUXX7R3QcjCCBAtBuX/GVyAgqNaZ/41z7VOvdb6CBoBEm2RDxAV9PNfRLTeBPIv1wGiKgP+tnpVlkWwVJLG/x5qoaigESDRFukAmTFjhqlUqVLyBNSKZ2FVFkXJchkgmtPjXxhMTVdh13EqBvo9+0c17rbbboEPiSdAoi2yAaJyC/5x65o0NmnSJHs35EkuA0TzE/zPTZWB3Jk6dWpKuX6tchgkAiTaIhsgWi7TfxHp1q2bvQvyKFcBonZ4/wJVGnXFYkS5pVnpid+3mg0/++wzexdnBEi0RTJAXn/99ZSL05lnnumNHEHhyFWA9OnTJ+V5R4wYYe+CgOm985eIufHGG+1dnBEg0Ra5ANFsWX+pkurVq5uvvvrK3g15losA0Z2G+rkSz6l+EIRDq0gmfu/qdwyqL4QAibZIBYgqhPrX41apElVfReHJRYCoTLv/OYcNG2bvghz54osvUqocd+jQwd7FCQESbZEKkHvuuSflAqJ5AChMuQiQI444Ivl8WoYV4Wrfvn3y97/77rsHsm4IARJtkQmQMWPGpJSsOO6447wFcVCYgg4QjbDzP98bb7xh74Ic03r2/oW6+vfvb+9SZgRItEUiQFRqumbNmskTTeP+582bZ++GAhJ0gKgeU+K5VKKfkVf54Z9/c+6559oPlxkBEm2RCJAWLVqkXIxeeOEFexcUmCADREUxq1Wrlnwuqiznj7/yg4b0rly50t6lTAiQaCv4AHnqqadSLkSXXHKJvQsKUJABouYq/3N98skn9i4Iid5Hf2d6jx497F3KhACJtoIOkJkzZ6aUKjn44IPN999/b++GAhRkgLRq1Sr5PMcee6z9MELWvHnz5PuhUZHlQYBEW8EGiNZ08I+60bcerXmNaAgqQDR02z/vp3v37vYuCFm/fv1SPpfr1q2zd8kaARJtBRsg/vIJ2h588EF7FxSwoAJk8uTJKc8zbdo0exeEbOnSpSnvyXvvvWfvkjUCJNoKMkDefPPNlBNU611TqiRaggqQhx56KPkcWp9CFWKRf7Vr106+L+WZVEiARFvBBYjKcvtPqr322sssX77c3g0FLqgAUZ2zxHNcdNFF9sPIE38x0wYNGtgPZ40AibaCChC1d5988snJE0qTlt5++217N0RAEAGiyruVK1dOPsfTTz9t74I80STCxPui4bzr16+3d8kKARJtBRUg9913X8pF57bbbrN3QUQEESBz5sxJeY5PP/3U3gV5snjx4pT3ZsqUKfYuWSFAoq1gAmTcuHEppUo0XJNSJdEVRIAMGjQoeby+5XI+FA71SfqH2L/66qv2LlkhQKKtIAJk9erVZv/990+eSFWrVjVz5861d0OEBBEgGnmXOP6QQw6xH0aeaTGvxPvTpUsX++GsECDRVhABcuGFF6ZcbLRoEKItiAC54oorksefd9559sPIs9atWyffn0svvdR+OCsESLTlPUB69+6dcqFp27atvQsiKIgA0eiexPF33nmn/TDyrFOnTsn3p27duvbDWSFAoi2vATJr1qyUUTYHHXQQpUpiIogA8Tdr9urVy34YefbMM88k35/99tvPfjgrBEi05S1ANmzYkNKGqk7SiRMn2rshooIIEH8JkyDWnkCwBgwYkHx/dtttN/vhrBAg0Za3ALnppptSLjBdu3a1d0GEBREg/lF5b731lv0w8kxLCifenx122MGpSgABEm15CZDnnnsu5eJyxhlnUKokZsobIJqY5j9+9OjR9i7IM60S6n+PXIoqEiDRFnqArFq1yvu2kjhp9txzT7Ns2TJ7N0RceQNkxYoVKcdPnTrV3gV5pvfE/x7pPSsrAiTaQg8Qu7pq/fr17V0QA+UNkM8++yzleOYFFR69J/73SO9ZWREg0RZ6gIhmmftPvPKuaobCU94A4Q6k8HEHgrwEyA8//GBq1aqVPHFUEmHGjBn2boiw8gYIfSCFjz4Q5CVAZNKkSSlrKx9++OHmxx9/tHdDRJU3QIRRWIWNUVjIW4CIlif1X2S0xgDiIYgAYR5IYWMeCPIaIPrG0rRp05QLzWuvvWbvhggKIkCYiV7YmImOvAaIqOOtevXqyZNI3zqXLFli74aICSJAGjZsmDyeWliFp2PHjsn3p169evbDWSFAoi3vASLvvPOOt/pg4kQ66aSTvNUJEV1BBEj79u2Tx1ONt/C0atUq+f5Qjbc4FUSAyO23355ywbnnnnvsXRAhQQTIQw89lDy+du3a9sPIsyOOOCL5/vz1r3+1H84KARJtBRMgGzduNMcff3zyZNIIHA0TRDQFESCDBw9OOR9YkbBwqIXAvyKhOtRdECDRVjABIvPnzze77LJL8oSqWbOm+fbbb+3dEAFBBIg903nmzJn2LsiTRYsWpbw306ZNs3fJCgESbQUVIPLCCy+knJgtWrSwd0EEBBEgmzdvNlWqVEk+x5NPPmnvgjzp169f8n3RfC7XOVwESLQVXIBIu3btUi4+XDiiJ4gAkbPPPjv5HFr6GIXhyiuvTL4vJ554ov1w1giQaCvIAFGpk9/97nfJE0ttrTRfREtQAfLII48kn0NDvBmdVxi0emjifencubP9cNYIkGgryAARXYD8pU7q1KljfvrpJ3s3FKigAkRt6/7nUQkc5NfixYtT3pNRo0bZu2SNAIm2gg0QefDBB1NO1BtuuMHeBQUqqABRtYLf/va3yee5//777V0QsmeffTb5flSsWLFcX+wIkGgr6ADRKoVNmjRJuRC98cYb9m4oQEEFiGiSWuJ5Dj30UPthhEwriCbej8aNG9sPlwkBEm0FHSCyfPlys9deeyVPMp1wX3zxhb0bCkyQAaJKBf7nGj9+vL0LQvLll1+mrCiq5anLgwCJtoIPEFHZaH+pk5NPPpnO1AIXZIDovVaxvsRzUbU5f/zVATS45fvvv7d3KRMCJNoiESDyxz/+MeWCdN9999m7oIAEGSDSoUOH5HOpdLjrvAOUjwazJN6Htm3b2g+XGQESbZEJEJWx8C+Fq9IW48aNs3dDgQg6QObMmZPyfColjnDp8+Z/D4JY5IsAibbIBIiotEXVqlWTJ5zWi1i9erW9GwpA0AEiarpMPJ/mIWzatMneBTnUrFmz5O9/3333DeT3T4BEW6QCRPr06ZNyYWJ2cmHKRYC8++67Kc9Z3g5cZG/q1Kkp/ZCa4BkEAiTaIhcgcvHFF6dcSHr37m3vgjzLRYBIgwYNks958MEHe/WykHtt2rRJ/t6rVatm1q1bZ+/ihACJtkgGiEZ++EspVK5c2cyaNcveDXmUqwAZPnx4yvNqUhtyS58t/9Bd17U/MiFAoi2SASITJ040FSpUSJ58Rx55pNmwYYO9G/IkVwEi9evXTz6vZqmvWrXK3gUB8k8c3HXXXQPtdyRAoi2yASJdu3ZNuUjddNNN9i7Ik1wGyIcffpjSHq/KsMiN/v37p7yPQZeSIUCiLdIBolIn/m9H2rSKHfIvlwEiV1xxRfK5FSajR4+2d0E5qSq2Rlslfs9aVjjoVSEJkGiLdIDIsmXLUort7bnnnmbp0qX2bghZrgNEz6fO3MTz//73v6cJM2C33XZbynuoUXBBI0CiLfIBIprQ5G/SOPXUU727E+RPrgNE7NUrr7nmGnsXOFJY+DvOW7VqZe8SCAIk2mIRIHLrrbemXEyCHCmCsgsjQFTqXdVg/T9HoYLy0V29v4Dp7rvv7hVRzAUCJNpiEyBqmz3mmGOSJ6NKnfzrX/+yd0NIwggQ+eqrr1La6TWk+5NPPrF3Q5ZUuFJ38P73buDAgfZugSFAoi02ASKql1SlSpXkCXnAAQcEOuQQ2QsrQGTMmDEpQ7rV2fvdd9/ZuyELnTp1Snnfcj2ykQCJtlgFiPhXS9PWunVrexeEIMwAke7du6f8vBNOOCGw2dLF4umnn075Hap4aa4HJhAg0Ra7AJGLLroo5YNA5dbwhR0g6g9RXTT/z1T/SNDDTuNKK32q2Tfxu1O/x/z58+3dAkeARFssA2TNmjXmwAMPTJ6YataaPXu2vRtyKOwAEa3Nbbfft2jRgsXHSqE5NFocKvE705/DmldDgERbLANEJkyYkNIuftRRR+X8dhz/Lx8BIqqTdvzxx6f8bDVj8t5npqDQAl2J35XuQnQ3EhYCJNpiGyCisgv+C8ktt9xi74IcyVeAiH6WJhb6f77WEqFjPZWCwn/noU39IGEiQKIt1gGiyYSnnXZaygdkyJAh9m4ImH7vKrHv/71ruG2YNG9Bo7H8r+Hwww83S5YssXctSnp//H0e2rTeedg07Drx81mWIXpiHSCisib+khf6syZKIVhal2PkyJHm+uuvN3vvvXfKhUnboYceakaMGGEfllO6E/GvH6JNc0bGjx9v71o01B9kD9VVkIR956EFqvwrTGrT3dDjjz/OGi8REvsAEd11+E/U008/nVInAdAIp2HDhnnVcFWDzA6NTNv5559vFi5caD9Vzvz444/ez/S/BvWNqXmz2M6B5cuXp92R66IdZp/HypUrvZIz/jIp9nbYYYeZ9957zz4UBagoAkTU/+E/Sf/2t7/ZuyALGun05ptvmssuu8xbG8L+8Ps33e1l2mfnnXc2d911l1ftNQz61n3DDTekvQ59kSiWu1HVtvKXJ9GmobphjbbauHGjefjhh1M67BObQsxfyy6xNW/ePJShxHBXNAGiUTgaiZU4OfUtVCO1UDpNyNO6EFrW1D/TP9P2u9/9ztx9993mo48+8o7V/IwXX3wxpdxIYlNT1/PPPx/anYDWUK9atWrKa1DI9e3b13udcaSQ/uMf/5j2jV+TBBcsWGDvnhMqdnrIIYekvf8KE4WKwkWDLuzmRm36snHHHXd4o+tQeIomQERzQfwXQM0V0ZwRpFMJGF341fxjj9SxNzU53HPPPWbatGn20yQphNT2XrFixbTj69atG1rdMpW7Ofroo9NeQ6NGjcyUKVPs3SNNoZ8puFWeJIxhzfpdN23aNO3nK8yuvvpq8/XXX6fsrxDv16+f2W+//dKOqV69uvcFIKwvG8hOUQWI2OUaNGsd/6H2aX1I9aHfaaed0j7E/k2FK1XxWBeJsvjss8/SZowntnbt2pkvvvjCPiRwunj+z//8T9rPV2eyBgGEOeQ4F7SGuZrn7H+fvvG/9tpr9u6B05cPVcfOdA6p47y0oNaXjc6dO2f8snHccceZcePG2YcgT4ouQEQTy/wnpS6axUp9AE8++aR3wbGHddqbmhg01HPRokX205TZBx98kNKkmNh0h9ilSxevryXXtDRunTp10l6DhpZqMaUwwixIugPUuW03V2nTeh65KsmeoL6mXr16pYx6TGwqbPrqq6/ah5Ro8eLFaZ/VxHbxxRczJLsAFGWA6BuSTujEyaiLVlm/SUeZPniPPvqoOemkk9I+mP5NHZunnHKK+cc//pGTi2nQFxwXGjL62GOPZezc1Tfo9u3bF3wZHDX/NWvWLO31a9NcmFysJGjTF4Ijjzwy7ecH8YVAHf2Zmh0V9Pfee6830g75UZQBIvrQ+b9xq0kmzoX3NHT2gQceMPXq1Uv7IPo3DS5QEUJd2MOa/KdA1zd+1yaPIKxYscIbjuwvf+PfGjZsaHr27FkwzVu6m3jwwQcz3kFp0+g3NTHm+pwurUkyqLsefdlQ87N/+erEtv/++zOLPU+KNkBE34z8J6LabePk008/9f6NmZqK/JtGupxzzjneiKhVq1bZTxOasna65oIuiOpk3tbAAYWchpeqs1eTVMOkJh01t55xxhkZh71q092cgiPX6+CsXbs2L4MiNOjlT3/6U8YvGyeeeKL5+OOP7UOQQ0UdIPbqa/pQashhlOnbujogMw2b9G+6/Vel2pdeeqnghkhmM+wz1xRWHTp0yNi05d/URHTdddd5I54UPkHSMFsF1VVXXWUOOuigtJ/t3/bZZx+vWTLXa6AUyrDsuXPnel967NegLxv6femOErlX1AEiusX2z6LWLbJm7EaJSnPceeedpV5kNAdCnY///Oc/zfr16+2nKSiJiWea7Gb/OxQuYQW92tcVDueee+42m7f8m+5cdMenTuuOHTt6F1RdcFXGRW35kydPNp9//rmZNGmS99/6ez3ep08fL7DUHKS+hEzf7O1NP6tt27be72LTpk32Sw/cxIkTvYW67NcR9sRQP1VCUJkc+zWpCa9bt26hfNkoZkUfIDJo0KCUk09NBGF8i3Kl16aLj4ai1qhRI+3D4990Af7DH/5gBg8eHMrY/6CVVPpCzV1hDn7Qa+nRo4fXL5OpCSWMTcGi81OBE9ado0bqXX755RmbzcIuTZOJwlN3X5m+bNSqVYsCqjlEgPyX2r39J546nAuJPiQqVqjmEk2qsj8o/k13Ueoz0OibuHwDy1R8T5vuCtR3tXp1uBNCdQenek26a9Dw5tKGQLtuCiq17atZctSoUeUazVRW+sKhmmH27H1t6rwPuzhmaTTA4dprr834XjRp0sSbH4NgESD/pQ+LfxiiLky6Zc8njaB5++23vdFB/nUTMm1qk77xxhu94ZRxrmY6YMCAlCHY2nbYoaI56KCTzIsvvmN++SU/d47qVFbIqXlQAxcuueQSrzNZzYqllX/R49pP++s4dYIPHDjQm9eRr6bGQYPeydgkquZe3YUV8jmm35u9MqW2CtUqmFsevsV8t451YYJCgPjoG4p/fQJ9gMJqJkhQm7uqo6pY4S677JL2IfBvupBqRIpm5sa1llMm+haui3Tiwly5ck2z116nm4MPvtZceOHzZvLkwuzD0t2g+j8SWyHeHc6du8K0bdvVVKvW0Oy88//Pz9EXqptvvtl8++239iEFSyHsX9p6u0O2budtDcH/3dP0/LSn2bylcEMwKggQi+Y/+C/S6nTONY2c0Th2zbot7duqihWq2UTF54qdBkBcfvlV5je/Oc7UrNnGHHZYx63f4p/xtjvueN8sWxZ+p25UrVmzwXTtOtbUq9fLHHro7Wa//c43u+56mNl++wpe84+GhEdRshnuwKpmu5O2foau3rp127o9s52p81odM3LZSPsQlAEBkoE9MUojaYKmcfqqAnveeeeVOuJGK+mpWOH06dPtp8FWkybNMi1aPGSOOeaxZIBoa9Soj+nZc9LWu7rcj1CKqs2bt2z98jLDnH563+Tv7aijHtx6N3f11jC5xLz1Vu5nsYdh6ddLzWWPX2a26/if8PBvF7x3gVn4Q34HAkQVAZKB1s7W7NbEBVydiPPmzbN3KzON4nn22WezKlaoctv65qTx7ijdli2/mqFD52393b6UEiLazj775a0XwvmmiFr5sjJ+/BemVauBab+vU055Yet5Otps2hS/Jp4JyyeY+oPqp4XIzs/tbO7+993mh43ctZYFAbINY8eOTRnNoQu6S1kIDYFUCQwVK8w0FNW/aTSPxq4HPSGtmKxfv9E88cS/TcOGz6VdGP/wh0Fmxozcz2YvdEuWrDG33vpO2u+nfv1nTZcuo82338a7ttSvW//Xd35fs8/L+6QFyd4v7W1emPeCtw9KR4CUQIXa/Bd4LcyTDXWQPvLII1kVK9RoEa0DHVTNIPzHl1/+YG6//b20i6S2e+75cOvdYH5GN+XT2rUbzWOPTdz6RSU9XK+6aoiZPbsw6nyFZe2mtabjpI6mYp+KaUFSb1A9M37FePsQWAiQEqjUiX/ugS74mvmaicpOdO3a1Wgoph0U/k2jWdQp2bt3b8othGDSpGXmooteS7tgnnzy8+a556aajRt/sQ+JHTXvvfnmnK3nXb+030OzZq+Yd94p7vb/RT8sMi3fb5kWItou/eBS8+U6vtxtCwFSCpUx98/B0LrSiSq1M2fONPfdd1/GMtb+TaUeVG5bnfFRGgYZF5obMnDgLHPGGS+mXUDPP/9VM2JEfJsMp0xZbtq1eyPt360BBr17f2x++il+/RyuRi0bZY58/ci0EKnyfBXTZUoX89Pm8CZxRgUBkgXNy/AHguaHqIieHRT+TfNJWrZs6RUrzEeNIKT74YefTffu480JJ6Q34Vx33Vtm/vz4hPvy5WvN3XePTPt3auvYceTWL0G5LboYVb/8+ot5avZTplq/amlBckD/A8yARQPsQ4oaAZIlLXVqh4S9abSWZhJrAlO+ZhCjdJ99ttrcdNOwtAurOpE1F2L16ujVDEvQHUWvXh97dxj2v093IlOnhrPGS9St/nm1uXXCrabCcxXSguSUoaeYqaum2ocUJQIkS5r9nGnlPBVwu+KKK7yCbVEsVljMRo/+3LRoMSDtQnvaaX29uRGaIxElw4cv8Po07H/PmWf2M4MGzfX6QlA2s1fPNk2HN00LkR2e3cFcM/Yas/KnlfYhRYUAKQMVJ9T8DQ3HveCCC7xieoVYjgLZ27Rpi+nbd7o398G+8F544T+9uRKFbtaslebKKwenvX6Ntvr73z8y69ZxjpbX0CVDTe0BtdOCZPe+u5tHZjxiNm0pzsmqBAiwleY+aA6EmrHsC7HmTGjuRKFZtepHc++9o029eqmvV9ttt71rvvgi3Dpucbdxy0bT/ZPuZre+u6UFySH/PMS8/cXb9iE5538N+ZCfnwoUKM2F0JwI+4Ksb/OaQ6G5FKWxjx0yJLtqAv5jSqKhx88/Py3jXVPr1gPNhAkMO82lr3/62lw95mqvGcsOkuvHXW/vvk1jvhpjOkzqYBoObmj277+/qdSnkjfiq8YrNUzjtxubTpM6ldrXQoAABUhzIzL1J2guheZUlNSfYB9z7rn9s5pvkk2AjB27xFxwQXq/jWpZ9e8/M3L9NlE2ZdUUc/LQk1Mu4ts/s713p1KScSvGmQaDG6SFz7a2um/WNSOWZl57hQABCtSGDZvN009/bE488fm0C3b79oO3OYfC3lfbyy/PsHdLU1qATJy4NO151eT2wAPjvGq6yI9XF77q3UHoIt7i/Rb2wyl6zuppdnx2x7SQyGbLpLTHcy0/PxWIEM2Z0NwJ++KtUVyZ2Ptpa9y4n1enqySlBchrr81O2ef66982CxawOFIhUCf64rWL7b9O0Wt2r5QLvkqoXDf2OjPk8yHebHdNVNT21Y9fmdHLR5tu07t5JVVKCggCBIgIzaG49NI3vYu3ZrVvq56W/yKvme6JP2vmd0lKCxCVpf/f//3A66P54IOSL1YoLNO/nZ5Sc0v9HkvXL7V3y2jaqmneUOJMCBAgQtT3oWGzJTUZ+YNAczMSf1an93ffbbscRmkBguhq9k6z5IVedxU//1L2yt6ZECBAzPiDQIHTtu3ryf9++OEJ9u5JBEg8aTJi4iKv/o8F3y+wd3FGgAAxYwfBmDGfJ/9b65SoTlUm9nGIB/VlJC7ybUa2sR8uFwIEiJlMQeCfKa7Jf5lkOg7R1/zd5smL/EsLXrIfLhcCBIiZTEHw8cfLk3+nobcq6GjLdByir9aAWsmL/Lw15V8a248AAWJmW0Fw883Dk3+v1RJt2zoO0bbHi3skL/JrNgZbEocAAWJmW0EwZ86qlLpVM2emVnLd1nGINn9J+M1bMk8+dUWAADFTUhD4F3nSIlZ+JR2H6OIOBEDWSgqCzz9fk1Lx11/4sKTjEF30gQDIWmlB8Ne/jkk+rpntv/63LmNpxyGaGIUFIGulBcHXX69LWXL2/fcXeX9f2nGIJuaBAMhaNkGgtUUS+2jlw19+2ZLVcYgeeyb6wh8W2rs4I0CAmMkmCFRLy78glNYYyeY4RJO/Flb9QfWphQUgs2yD4JlnpiT3O+ecl7M+DtGjirr+aryNhjQqUzXes4afZf+1hwABYibbIFB5dq1w6N8/m+MQTZnWA9ESuEOXDPXCZMMvG7xN64FouVutv667lZICggABYqYsQfDKKzPSwiOb4xBNPT7twYqEALatLEGgtdIzrb2O+Br71dgyrYmu9UNGLhtpP42HAAFipqxBMHjwXAKkCGnZ2rv+fZc5YfAJpsYrNUylPpVM5ecre39uMqyJ6Ty5s9f/URICBAAQSQQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPJ/O90W/h0Nsy0AAAAASUVORK5CYII=)
PN: 3H32-5-CH
CAS: 267242-99-9
Molecule Weight: 167.64
Formula: C9H10ClN
![4-Chloro-6,7-dihydro-5H-cyclopenta[b]pyridine](data:image/png;base64,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)
PN: 3H32-5-BT
CAS: 54664-55-0
Molecule Weight: 153.61
Formula: C8H8ClN
TSCA: Not listed on TSCA inventory