![[5a-R,10b-S]-2-(2,4,6-Trimethylphenyl)-2,5a,6,10b-tetrahydro-4H-5-oxa-2,3-diaza-10c-azoniacyclopenta[c]fluorene chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA4sAAAOLAH5m+4QAAADWXpUWHRtb2xTb3VyY2UAAHicnVZpb9s4EP0rhD7XFIe3gthFkGKxC/QAmi6w3wpGVhIBllRIyvXv+2j1iGlHKta0MDzeG3LIp6HO3z41O/ZQ9UPdteuMuMhY1Zbdtm5v19m/X/5a+ezt5rwECMB2WGd34/jtLM8fHx95eVc14alredk12TR+9jTUB5hHxbv+NpdCUP7fh/dXe86qbocxtGUF1lCfDfvO910Zxv0qXpkib0L/ULf5BM+b/mHy9lWK+Bf8adhmv2O5xNgFqOym3lXspuubMLIHKTj+4g27rdqqD2O1ZdfP6FZcI/bN+Yd3XXnfVO2IavRQl2F3Nfb3JTqableV93CGyj/v1llDGQvXw9VY9VW3zoCq4CGMXXPR9+GZxVrEBWJBsqBY0CwYFiwLjgXPQsECCTwYJwAICAKEgCGACCgCjICTwMnoBzgJnAROAictDmxXxRV/ef5WIewduzwqH388afk0jWbT9uwu70J/Cx8rYuJkea0fBUcp1xm2Fj+muY7GcCV1bDkqCC2rVTRCeckcJ4eAHHfOCVZwJUzBLPdGCea5KCyh0yp0kuCk4IaIGyNktE5pw0hxqc3eFoVBv+G6sCbawmB20rwQ2CuMa4F9JskL7XT0BzcG7oW3CpMBJbAQq6XJ2PPvKFaGS7KwmMBjASvJjXWerYgrZTwDzAsdm0YKisOFgkPASQrDVpqT9WhDct5TtIpwtsRJGwfjjLAMQbgiGuOsZ5JLhaMn7r23mECTLSLREYQQHVgfmSRU3FYp1J5ZoFNyYQsfx7yykGH+S4eb8+uu3b6osnq7zq6jeAH5XN0MCHkv0Ix1/bbqkQeigwh9SZCHhCjnX4SLUwR1SIjinyfoQ0J8VeaXZI4Ibn4Ge0iIr+E8wR0S4ks7vyR/RCAxP0VxtK9LjDiehEE0vyxKjnvKOQvTJCc+5agFTnLo+3x2KKwInnLm5u/JwY/WCW/6hDezEGkiiimb/u8VJIqZ8vLCChLRTHl8Yd8S3Ux5f4GTKGe6J+Y5MpHOdK8scNJUsb+HFjipdvQB53SCSbXj/mCeVCHxTlxKZIlCpvt0gZPoYLp/FzipDtQB53Q8iQ5+3vGznFQH9Bonf3ET5D8/Z1A9+tTJX3wH5fj623wHeDnhI82XUt8AADqRSURBVHhe7d0LvNTT3sfx83iQqBy3RyESJVFE5Bo5roWKnCNJJaUOEZ3czskp5F5xXLqhUkmoJHKNikJFoiKFLlK66SKKetazv6tnxt5rz/xnZs3Mntvn/XrtF/3XNHvv2v2//3X7rT8ZAAA8/Mm9AABAPAgQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQodOvXG3PTTcYcfLAxu+yy478332zMhg3uK4ESCBCgkG3ebMwxxxjTrp0xX39tzNatO/579dXG1KtnzC+/uL8DCCNAgELWq5cxTZq4V3fQ9bvvdq8CYQQIUMiOPtqY9993r+4wdaoxdeq4V4EwAgQoZLvtZszate7VHXS9fHn3KhBGgACFjABBEggQoJAxhIUkECBAIWMSHUkgQIBCof0eTz5pzJQpf1z7+Wdj6tbdsWx34UJjfvttx3/bt2cZL2IiQIB8N3++MdddZ0yFCkX/4ov+yd93X8n2n34ypmtXYw46yJiddzamatUdGwvZSIgYCBAgH23fbsz48cace+6O0NhjD2M6dzZm3jz3lfF75x1jZs92r6KAESBAPlFvok8fYw49dEdwHHaYMX377rieLM2JqNSJ3g8wBAiQH+bONaZTJ2N2331HcJx3njETJhjzv//rvtLfxo3GtGy54/2bNk1NKCGnESBAjtq+bZvZMm6cMWedteOmrjmO66835ssv3Zem1sCBO/aHVKtmzMcfu60oIAQIkGPWrl1rHnzwQXPiIYeYFxQcNWoY88gjZTvp/dlnxtSsyZBWgSNAgBwxZ84c07Fjx6KH//Lmv/7rv0zjxo3NvNdeS+0wVSLyZEhrY9H38VOOfu2ZRoAAWWzbtm1mzJgx5swzzyy6T//JVKpUydxwww1mwYIF7kszJ8eHtIYNG2Y6dOjgXkYcCBAgC61Zs8bcf//9pmrVqjY4jjjiCPPYY4/Zp+WslCNDWqtWrTKNGjUyr776avja3LlzzX//93+bL774otgrEQ8CBMgis2fPNu3btze77bab2WmnncyFF15oXn/9dfdl2anYkNYPTZuazVkwLPTNN9+YmTNnhn+9detWs+uuu5p///vf4Wvq5e2+++7mPK1cQ0IIECBLnH322ba3seeee5quXbuaRYsWuS/JCdsHDjQ9y5c31apVMx9neEjr6KOPNpdeemmJa8cdd5y56KKLSlw7+eST7Z/9kCFDSlxHMAIEyBJ16tSxHz+rPlWOm/fZZ6ZmzZpml112MX3LaEhrxIgRpolTGPKqq64yh2pTZTGa7zjwwANLXLvuuutsgKjn9/vvv5doQ3QECJAldFPrpM2AeULzNS1btrQ35qZNm6Z0pdP27dvN5MmTzZYtW8LXtLRZw37F54keeeQRu2JNS59D+vfvb7+mFStWhK89/fTT9po+FDqIDwECZAGNzevmd59b6DAPDBw40C49TuWQ1sSJE+3Nvvj7vfPOO/baVJ1j8v/0/7qmthD9Hl17TUug/5/mnkIBor+HlStXhtsQHQECZAFN9urm9dxzz7lNeeGzJIa0fv31V3PllVeaUaNGha/pBq8/rydVnv7/rVu3zvY21OsI2bRpkw0E9U5C9H76Ou4udtbJb7/9ZoevQiHSsGHDcBuiI0CALPDuu+/aG9e0adPcprwR75DWhg0bbOAUt99++9l5iuI05HfNNdeUuKb5DncIqlatWuZvf/tbiWt169Y1zZs3L3FN8ycNGjSw76uAWbx4cYl2lEaAAFlAq390Y122bJnblHdiDWlpn8YZZ5xR4pqW2J500kklrmkllVZUFdeiRQu78qo4Ldn9xz/+UeLarFmz7Eck33//vV3W265dO7cJDgIEyAK9evWy+xM0OVwIQkNaO++8szlMJeeL6datm91x/7/FSrTcfvvt9qZe/Nro0aNNjx49wr8WbRRcsmRJiWs+9L4a+nJ7QiiJAAGywNVXX22qV6/uXs5rGtI66KCDTLly5ezO+xD1DLRSSnMVmaK5kypVqti9OYiOAAGywF/+8hdb76rQ1K5d21xxxRXu5awwaNCgUqu1UBIBAmSBww8/3LRp08a9nPcqVKhgbrvtNvdyVlCJE23sVMjp/1EaAQJkmMb1NYxz5513uk15TcNWesLXcFW2euONN7L+a8wkAgTIsB9++MHepLQbupB88skn9vvWpsBsphVg+++/f/ZWQs4gAgTIsA8//NDeSN9++223Ka+NHTvWft/z5s1zm7LK559/bsu933HHHW5TwSNAgAzTclTdSL/++mu3Ka/169fPft9a8ZTttGFRe1eWLl3qNhU0AgTIMJXZUAmO4oUBC8FNN91k9tlnH/dyVtIwoyb8W7du7TYVNAIEyDCV6NCeg0JzySWXlNpJns202VObC6PtYC9EBAiQYTp1UDWYCs3xxx9vmjVr5l7OWps3b7Z1sgpxv040BAiQYSrs99e//tW9nPdUIPHGG290L2e1Z555xs7bjB8/3m0qSAQIkGE6wrZ79+7u5bymUxc175NoafdMU62yY4891hxxxBGcXGgIECCjVNJcT7SPP/6425TX5s+fb7/vMWPGuE1ZL3Rw1WOPPeY2FRwCBMigOXPm2JvRK6+84jbltddff91+3zNnznSbcoLODtEQ3Pr1692mgkKAABmk4NCNVEFSSHQmiL5vlV/PRdr8qFL0t9xyi9tUUAgQIIM0DKIbaaE9yWpXt873yGWdOnWyx+B+9913blPBIECADNJJeZpELzStWrUyRx55pHs5p/z444+mYsWK9pjeQkWAABmk5btaxltoTj/9dFukMNf17t3briaLdDRvISBAgAzSBkKd7V1oDj74YNOxY0f3cs755ZdfTNWqVc1pp53mNhUEAgTIoMqVK5vrr7/evZzXtH9C1W319J4Pnn322ZxdkpwsAgTIEJ35reEPFVMsJJp01g13+PDhblNO0oFgKsuiUyV/++03tzmvESBAhqh8u26kKudeSKZMmWK/76lTp7pNOeu9996z35NK1BcSAgTIEB0gpZvORx995DbltdCQz5IlS9ymnNa0aVNbnn7dunVuU94iQIAMeeqpp+yNdMWKFW5TXrv77rvtJrxt27a5TTntq6++snM7J598slmwYIHbnJcIECBD7rzzTrsRTWPohUSn+x1yyCHu5Zz3zTffmHLlytmHAn3su+++tly95rg++OADO+eVbwgQIEPatGljatSo4V7Oe+eee65p2LChezmn6cTCww47zK6qmzRpkh2m69y5sznmmGPCgaJwUe+kW7duZty4cXYjYq4jQIAM0cFEZ599tns576kUej4dDas5jzp16pg///nP5rPPPnObzYYNG2zxSPU49feto3FDoaKVW/qz6N+/f07WQyNAgAxQGXcNX+lsiUKi4bry5cubf/3rX25TTtIphepVqK6XhqnioTNFZs+ebf7zn//YMigazgsFisranH/++eauu+6yZeM3bdrk/vasQoAAZUxLPrV7WXtAdNNo166dvREVgpUrV9rvedCgQW5Tztm6dastx7LrrruaiRMnus0J+f77782LL75ounbtaurXr28XGejPSZPy9erVM126dDGjRo3KupVrBAhQRnTDUfHEnXbayQ55aMjivvvuszeLo446ypYIz3czZsywN8Y333zTbcop6kWojpn+LnVjTzU9UOhB49577zUXXnihHR4L9VIOOuggc9lll5lHHnnEzJo1K6MnIxIgQBmYO3euHa7SDeemm24yW7ZsCbe9//779qawxx57mKFDhxb7XflHT9m6CWrJay7r0KGD/T40d1FW9DM0ePBg22PVPFIoUPRzo/k0lch/9dVX7fBoWSFAgDTSmP+jjz5q5zsUEhrXjmT16tXmggsuyPshrYcfftgO3akIYa667bbb7N9Tpmt5rV271rz88sv2UCsVc9TcUihU1KM944wz4p6X8UWAAGmipZ0aI9c/6BYtWsTcoaywyfchrRtuuMH8z//8j3s5Z2hPh/4+tRQ322iIVFUN+vbta5o3b25/js455xz3ZSlFgABpMHbsWFvWolKlSmbYsGFuc6B8HtJSuY8TTjjBvZwTVDlAvSf1EH03f2roUsUkP//8czvHoXkw/Todmwzbtm1r96VoviZdCBAghTZu3Giuvvpq+5SqYQXf407zdUirVq1apnHjxu7lrKe5G62I0pN9IiVYvv32WzNgwABzySWXmJo1a4aHmCJ9aFOpdq7rmONUzBHpIUbvO336dLcpZQgQIEU+/XSROeKI48wuu+xix8cTudFEUnJI62izYEF2LeGMl1Zeaee5qg9rv4QWElx++eV2L0QueOutt+wu8r/85S8lFj9Eo6GkIUOGmFNPPTUcDpr0vvLKK80DDzxge5Xara4eiP6rX+u6KhNo6DL0e7ToQiut1q9f736KuPz88892XuTWW291m1KGAAGStG3b9qKnzJnmhBP6F900OpiZM2e6L0mKhrTq1Lm46P3vN6++mt1F+nSz002v+K5qTfYqOLT6bOnSpaZHjx52eE83Sc0RRVtYkA00p6ChxBNPPDHmpj49MAwcONCetqjvTWVMtFkw0b0bmjt7+umnbQ9W76MlvNrF7rO6SkuA03n2PAECJGHp0g3mqqvGmeOPH1jUW3jf/Ppreg4UWrfuZ9Oly0T7eXr1mlz0eZJb+z9mzHyzeXPyX6tujosXLw7/WkNte++9d6lSJZoHWr58efjXejpW0IRutjqQScNE6RyvT9QXX3xhv5fatWubNWvWuM0lqISJvgd9L40aNUrZWSfz5883rVq1ssNnms8YOXKk+5JAWvarryld1YEJEMDT2LFfmtNPf8acc86zRTeMxJ4yfWjedsiQ2UVPw4PNZZe9YL75JnhVV5B//nNS0RNtchO32sCmHfXume7du3e3Qz7xFAvUe+hkQm2s1I1OtaG0tyKeoaJ00tzFAQccYKpVq2Z3iQfRMm0NW+rPYsKECW5zSmhFnoYB9WekhQjx9kZ0VICGDB966CG3KSUIECBB69b9am6++U3bG+ja9XWzdm1iexq04kaT6xoD91mBM3v2CnPBBSPMaac9nfCQ1osvzjMDB84yf/vbi0U3vo/s/y9fvtF9WUT/+tckc80140tc005p3aBUyjxE35OGfRIdmtImOO1d0E1y//33t/NIsZY+p4Nuuqqsq69h4cKFbnOYwu+qq66yX69qWmkBRbopXDWvoWCLt/iianVpOCwdCBAgAdOmLTXnnjvc3rxfeim+fRpasqnieA0aNChRkqL4h66rXa/T62NR78FnSGvevFVm1qzlpnPnV82UKYvt/2/cuNV9mXnzzUWmZ8/3SlzT96vP99VXq8PXtFpMmyRvvvnmYq/ccd2X5h202knBVLFiRfvesXoBqaLAqlu3btTKuiHqIaknkM6n+2j0dVWvXt1+jfEMld1///12CGzVqlVuU9IIECAOW7b8bh544AN7A23deqxZsiR4ZYyeTrV8U//QFRAa4jjrrLPsLmaN/T///PO2B6L/6te6rna9Tq/X79PvD6pzlMyQVvEhrJUrN9k5ke3b/9jboADR9zpjxh/zFr/88rs588whNrCK0zJj3cw0r5FKWsqqw6c0HKaChdrXkM7NlZq/OeWUU+yEvxYuRKN5Gi3L1U1Zq60yQb0krdJSb0RnzAfRPIp+pp555hm3KWkECBDDl1+uNi1ajDYnnDDIPPHEDLvqKshLL70UrlWkncAjRoyIe8xar9Pr9fv0+/U+er8gPkNakyZ9G+61TJ++zIaFroX8/vt2c/75w023biWLHvbpM73oJvt0ifmTTz/91K6wStdeFd0sVa5Dpc61ke/iiy9OeYmOUGVdBXisyrraha6/G01QZ5JWvClEFN6xhrO0B0U9plQjQFCwdNPUCqriT97F22Tu3B9NgwaDzUUXPWc++yz47HLNZWitv24uWpGT6ByAS78/tLJH7xs0V+IOaanHFC/1ZC65ZLTp2LHkBPDgwZ/Y0Cw+R7Js2QZ7TT2fsqaDmVRKpEqVKvbPRL2F8ePHe+8KDyleWfe5555zm0sIbc5L596KRChc1Vs99NBDA+eLVAVaPatU1yAjQFCwdLPVxLCGb1yhAFmzZrMZNuyzmEtetXZfewW06a9fv35uc1L0fnpfvb8+TzTFh7Ree+1rey2ekJTRo+faXy9cuDZ8TYsDTj75KTvZXpwWDrRsGdwrSif1FvT0H+rlaZ+Dhmd03UfHjh3t+zz55JNuUwn6s9c555qQzqblxpoT0VBWUA9DQ3L6HhW4qUSAoGDphqmAUO/CXdJa/OYai/Y3aD/DXnvtZXctp4PeV++vz1N8P0Ukq1dvDgdGPCEpCsiGDYeYe+4pOZ7eo8e7plGjoSV6NJprWb8+em+orKjnoR6BFh/o5qhlt6r2m8hqqFBl3XvuucdtKkW9QB1H61ueJp00X6bvI9o+EQXefvvtZ8vspBIBgoIVuoGOGvWFueuukjfOeANEw0rqGejmrsnKdNL76/Po8wUNZxWXSEg+9NA0c+qpT5sNG/7Yg6FVW3rduHFfFntl9tFEsnZd6yaqOYHbb7/dnn4YRKun9Hp3BVkkWhmm+Zd4giYTFKbaJ6LNhtFKn2ixgyohp7L3RICgYIVuoHpav+KKMebzz//Y+ObeXKMJ7RJOV8/Dpc+jz6fPG49EQlIryzS/oSG74rTk95VX4puczzTtHtcueE2Ga3nxtddea2twuUKVdbWyK545FBW21EbBeIM7E7RCTT8bKnsSic4OUWCmcgECAYKCVfwGOmfOyqKb8pgSQz+xaHWU/kFqGW5Z0ufT5421OksSDUlNxKu3UnzOJI77a9ZRzS2dL64NjbqpXnrppeEaZfpzS6SyrkJJYaNzNrKdHizUA4vUC9EqOU2ka0VbqhAgKFjuDVSrlzSZHKnNpf0ZmsStX79+XE+wqaTPp8+rzx+0T0QSDckPPlhir2uTYT5QIUdtztT4v0JX5eRDe3LiLZfSpUsXe65LInMrmaJhToWdyqtEoiXQ+rlJFQIEBcu9gapEiZ6+tfrIbXOFJi2TXarrS59Xn19fRxD3+4gVksrCkSM/N1u3xn4yzyUaenr88cdteGhFW6zKuiHqoaikiUqW5AqtEqtXr5572dLQnX5uUnHeiBAgKFiRbqAq13Hnne9FbCtOa+/TfVxoLPr8+jqCuN9HIiGZjxK9gWpyXq9/7bXX3KasFfoev/yy9MIHFbjUfhedP5IKBAgKVqQbqIZ3VKokUluIalXpH6h2jGeSPr++jqDaWZG+j3hDMh8legPV8Jd6Laku05JO2q+iYSydRRKJDrrSJsxUIECABN199932phK087cs6PPr69DXE02kkIgnJPOZbp66icZDvTxVs801OtlQiwQiUXgqROMptx8LAQIkSBvXNAmbDfR16OtB/BK5gR544IGmU6dO7uWsp+NxVZI+Eg3fqeeqoa5kESBAgrRMMltqIenr0NeD+IVuoDo2NoiGrTQU1KdPH7cp64VKuEfbt6KVWFqRlSwCBChGq49U9kPVaCPRWvpM7P2IJrQnJF2VcPNVPDdQHSalP9sXXnjBbcp6o0aNsl+7TlaMRHtBVD8r2Z8bAgQoZvHin+zcwBtvRD6JbtGiRfYf5ujRo92mjNDXoa9HX1ckn366wpYoQUm6gWpTXdANdPbs2fbPNlZ592ykVWP62qMdijVt2jTbPm7cOLcpIQQI4GjSZKS5/fbI+zs+/vhj+w8vU/s/XKH9IPq6Irn++tfs8bUoSeU89Oem8h7RTJ8+3b5GB3/lGn3N+tr1PUSielja36L6WMkgQACHTh4844wh5rffSg9j5VIPRMUTVdp90KBP3KaCpxuoCgsG3UDzuQci7du3tzv04ynnEg0BAjg+/vh7O4z14YfL3KacmgMJnWEe6/jdQqXS5rqBRqtOG3pYyMc5ENHZIHpN0PG9sRAggEMT6Dr7Wz2RSHJlFZZOGFQBRUQW6wYaWoWlM0ZyzX333Re4Ckt0OqHmgXRaoS8CBIjgjjsmmcaNR0asRJsL+0B0qJRKsw8dWvZHz+aKeG6gBx10kC0Jn2tUu+vwww93L5fSrFkzU6NGDfdy3AgQIII331xkh3/mz1/tNuXETnSd/1G//sAS55mjNB0DW7NmTfdy2HnnnVcUxCe4l7OelimrhH0sOgpYvTDfw9AIECCCTZu2mpNOGmwGDNhxhkRxuVALq127l03btskt0SwEsW6g9957r63eu2HDBrcpay1ZssR+T/3793ebSlm1apUd6tKQlw8CBIjiuuteMy1bRj60KZur8a5Yscn2PlSWHcFCN1Dt3I7kww8/tDfjeA7vyhYqoqi5m2+++cZtiqhu3brm0EMPdS/HhQABotC5GdGGgbL5PBAdSav5jx9/zJ0Kspmk8zOiFUzU4V2HHHKIueSSS9ymrHXMMcfEXSxS+4d09K9qfvkgQIAoVq7c8SSv+QRXNp9IqEq7HTq84l5GFA899JAtrrhixQq3ybrjjjtMuXLlbJn0bDd16lT7YDFkyBC3qZS5c+eaffbZxxx55JFmzZo1bnNcCJA8ox+eaILaQrTsT2cg1K5d2z6ZVKlSxTRu3Dgnd+OmwpVXjjGdOk1wL1vZeCb60qUb7OT/Cy/Mc5sQxYIFC+yf5+DBg90ma9myZWbXXXdN6Vni6dKoUSNz8MEHxzyu97vvvrO9DvWu9P35in1HScKfBqb17RFBUEgEtYl+6HRWgnbnzps3z2zdurXohrTUrpc//fTT3ZcXBO3ibtBgsNmwIfI/yFatWtkx9LfeesttSgt9Hn0+fd5IBgyYYnef68RBxE9P4RdeeKF7OUybDitWrGiWL1/uNmWNCRMm2H/jAwcGn/OycuVKu8RXO/G//vprtzkhwXeUAL9uK3pS/aToSfWFoifVp4qeVIcXPam+XvSkuvy98GsUIAvWLzBDFwwt8TFp+aQ/3ggpFRQSQW2iFSdaF44/LFiwxj7RT5wYubiiemwnnnii2WuvvaKu5EkVvb8+jz5ftA1iDRo0Ni1adHcvIwZtyFR12mgnD+pBqkKFCuaKK65wm7LCxo0bTdWqVYt+Vo8PLE3y008/2TmSPffc05ZqSVbwHSWKLduKnlRfLnpSnVz0pLqu6El1e9GT6qaiJ9XFRU+q4/94UlWA/LD5BxsqxT++WFt6TBmpERQSQW1Sp06dqMXXCpnOEL/ttrfdy2F6KtWwgW7u6eqJ6H31/vo80Z6C1WsMGopBdKHCiWPHjnWbwrRSS6ubkq1gmw6XX3653RMUFAoqd6PJdQWl5kpSIfiOEsW9s4ueVN+M/aTKEFbZ0z+CoI8gmvPI9Oa4bKRy6A0bRi6uGKIJVvUMtGegX79+bnNS9H56X71/0ERujx497Fj92rVr3SbEoHpYlStXNm3btnWbwvRkrxVbCnLNIWQLLQLQv+1HH33UbQr77bffzAUXXGBDRoUWUyX4jhJFnReLnlRXxn5SJUDKXlBIBLUJARLZrFnL7TDWV1+V3pVenIaVrrzySvvnrKGEZJf46vfrffR+et9ow1YhWpWlBQ/wc80115h99903cAhIE84qwFirVi3vlUuppNVWWkGm0iXRKBzVQ9HrRo4c6TYnJfiOEoXmPNZtiX2jIUDKXlBIBLUJQ1jRzZu3yr0UlVZH6WauP29t9tOOcY09x0Ov0+v1+/T79T6RVlu5Pv30U/v6Z5991m1CnEKT0FOmTHGbSpgxY4adD1GJk0yGiIYqtaBC5VgiLecO0Znu+r6eeOIJtylpwXeUKAiQ7BUUEqE2jeFqIk2F5LSfYPLkyfZ67969mURPEf2D1iY/7RTXn7uGDlT48LbbbrPLcJ9//nm7NFr/1a91Xe16nV6v36ffH3RjKE6TwOpB5lLJjWyj4op77LGH6datm9tUinqHChH1RMp6OEs9JP196+ekefPmgUt2tYdFr9PS/HSIfrcJwBBW9oonQFq3bm3XvusfjLq02ushGiI56aST7EEzmpDVuKm67FrG27Bhw+JvhQSoVpX+Aatqrkqv6+/B/dB1tet1kWpbxVKtWjV7M0Fy9GcYTxVbUU9Ew1maEymriXWFleZh9DOjKsLRzjIRlaHX67p27eo2pUz0u02A3p/2ZhI9S8UTICF6ctHwiGrhhChUevbsaZ+stPtWE4uFvJFQNP9x1VXjiv6xlt5xrrZEKah1I9Cfqf4ba24jlo8++sj+3ao3g+QMHTrU/lnqASoeesAK3dC1xDfaCrlk6d/qPffcY3s9mqeJFVgqEqkVY23atElrpYTod5sA2gNy0riiJ9Up7e0y3t+2Fz2p/rzMLuNt+MofT6oESPYKPfnq6UkF4xCdQuJf/5pkxowpvc/DJ0BSTU+YGnqJdCohErN69Wo7r6A9UfHSkJKW+Ormrs2G3bt3j1oWJVHa39G3b1+7x0OBoNGDoJV4oqXIobmRoAUBqeB9h//l96In1VlFT6qji55Unyp6Uh1eOeJGQmSv0BBWvF32QqWQWLNms90PonPG3bZM0hCGDj3SKhukhoZrIx3SFYs2G2rHupZSq/euAowvvviiDYFE6EFAS221skqhpAc9jQKopxmL5mb0uVXSJNmebTy4wxegjh072jMDFCA6O1lPN4guFBIqqnjXXSVX6GQ6QLRiSDeYWEMaiJ/mDrTkNdaTfjQa1tLktepM6e9GvQGt2NJqqD59+phhw4bZ4cvQh36tXkbnzp1tVeDQQor999/fXH/99eaLL+LbeK3KugocLYxJNLR8ESAFaPjw4XaVj37YVPsqnqW7OjehUIVCQnMgOmP8889/LNUm69f/aveMuB+ffPKDLQkf9BG0STHI3//+d1uWImglDhKzcOFCewOPVVMqHvq3peEw9SAOOOCA8NBxpA+16wRELaTQyshEhp80ZxOqrKthuLJCgCCmRYsW2aeod999120qCMVDYs6claZVqzHhCfXibQ8/PM3+2vejSpUmpW4qoQ/dHLTSyv3QDvXzzz8//DUgNVSNukmTJu7lpGl4SgsnVHJEvQ/9V7+OVoMrHvr9qais64MAQUzai6BhrqBqpfmseEhIr16T7WFTbtvWrdtsb8PtgYQ+3n9/iZkwYUHUjxEj3rAr4II+NMauchuhD+1Uf/PNN8NfA1JDE+EK59GjR2d1aZhUVtb1QYAgLuqGa1w43mMy84kbIOvW/Won1FUy3W1DflAo6+c91APUsnYdc6Dd3/Eu8U03VS049thj7RCmKhFkAgGCuGhcVTudb775Zrcp70UKiZdemmfuvPO9iG3ID+p5z5w501YKuOyyy+wwUShQtPxdPXI9WGm+oqyXUOvzaf9JKivr+iBAEDc9gWnHdDLjtbkoUkhoDkRHx0ZqQ/5avHixXbnYpUsXU69evXAvRSuntPpJe3K0dDddGwqleGXdV1991W0uUwQI4hYq2Ne/f3+3CShImzZtsnsvtHJKixk0nBTqpWhSu2XLluaxxx6zk+VBZUfipffQeyq4VHQz0wgQJETd5qOOOsq9nJe0afDXX+MrZgiEzJkzxz5kadf4YYcdFg4U7VI/++yzzZ133mneeOMNr8KX2iui93r88cfdpowgQJAQrUrRD3CyZ11ku5UrN5mzzhpmBgyY6TYBCfnxxx9teRHNH6pYqXaKh0JFVbEVCtqbpeXyQf75z3/a35Ouyro+CBAkRBOLmkxUnZ18tW3bdnP11eNNo0ZDzQ8/bHKbgaSoxMgHH3xgHnzwQfvvSMURQ4Gi3eeqCKyd6apRt3XrVvt7tINd7TfeeKPzbplFgCBhqgqqjYVlfQ5CWXn00Y9M/foDzZQpi90mIC10vIJOF+zQoYM5+uijw4GilY9aQqxCiqqNlc7Kuj4IECRMXXJ1w3UeQb7RZj+FR79+VChG5miPh1ZYqaZWjRo17IqvREqblBUCBF70NKS18GW9/j2dQvMebduOM7//nvyKGSDfESDwog1W6mIPGjTIbcpJxec9Vqxg3gOIBwECbyo9XadOHfdyTmLeA0gcAQJvzz33nO2F5Ppxt8x7AH4IEHhTSYUqVarYk9dyFfMegD8CBEnp1auXLXutGkG5hnkPIDkECJKi8wh0BvStt97qNmW9Xr2eNLVq3cK8B+CJAEHSrrzySntins5YzxVaY6/NWXfc8YDbBCBOBAiS9vHHH9vJ9KeeesptykpLly61gae6RJrHAeCHAEFKNGjQwBaGy3aq5XXqqaeavffe2yxZssRtBpAAAgQpoWqi6oVMmTLFbcoqt9xyix26euWVV9wmAAkiQJASqhpauXJl06JFC7cpa4TmPbp16+Y2AfBAgCBldFCOqvTqrBCVrM4mzHsAqUeAIGUmTJgQLkMdOtvgxBNPNJdddpl96v/Pf/5jxo8fb4/3XLdunfvb00bzHqeccgrzHkCKESBIibVr15qDDz7YVKtWzZ5r8NBDD5kuXbqYiy++2E6uq3Jv8XDRR6VKlezZB02aNDF///vfzf33329GjRplpk+fbr7//nv3U3jr3r078x5AGhAgSJoOubnoootM+fLlzeeff+42h+kMaLVrLuKJJ56wE9qXX365Lcp4wAEHlAoY7XDXmdKNGjUybdu2NT179rThNGnSJHv8p3oWsahXxLwHkB4ECJL28MMPp2QfiAJBwaCAUFAoMBQcCpDq1avbQHFDRsfrKoAURNoNr2BSQH3xxRdm/vz5zHsAaUSAICkabtpll13sbvSyoKGtadOm2aEuDXl17tzZDoFpKKxixYqlAkahw7wHkB4ECLyF5j10ZvOmTdlRjFCT85qkf/nll80JJ5xgA2TFihXuywCkAAECL/HOe2SSlu4qQP7973+7TQBSgACBl1TNe6TbpZdeajc4aqMjgNQiQJCwVM17bNmyxXz33Xe2B6NTDefMmWN/ncpNiJMnT7ZBN2LECLcJQJIIECQkmXmPb7/91gwYMMCeYFizZs1SE97FP2rUqGGaNWtmHnvsMfPVV1+5b5WQunXr2pVYAFKLAEHcfOY9NHSkJbmqgBsKhyOOOML2Xh544AEzdOhQu2xXPRD9V7/W9TZt2pijjjoq/HuOPfZY88gjj5j169e7nyKmwYMH2/eYMWOG2wQgCQQI4pbIvMe2bdvMwIEDbW9Fv0e70VXKJNEltT/88IN5+umnzWmnnWbf589//rOtufXTTz+5L41KB11pP0jr1q3dJgBJIEAQl0TmPT777DNz/PHH2xu+NgFOnTrVfYkXbQxs1aqVLdioifGRI0e6L4lKu97LlStnj+AFkBoECGJKZN7j0UcftUFTtWpVW0YkHebNm2caNmxoA6pp06Zx9UYWL15sg+euu+5ymwB4IkAQKN55D5Uhueqqq+xNvWXLlmbjxo3uS1Kuf//+9utSAUet4IqlefPmtuYWZU2A1CBAECieeQ8tx1VPYKeddrJVeMuShstUJ0tzI7GGyt599137vagMCoDkESCIKp55j+3bt9tluRoe0mqrTFCpEq3SUm8k1pG6qpmls0EAJI8AQUTxznuoTLqe6rVUNpO0vFchop5I0HCWVobp6501a5bbBCBBBAhKiXfeY+zYsfZmrDLq2UA9EQ1nHXrooVFPPNy8ebM93Er7TAAkhwBBKfHMe2h/xr777mv3Z2gYK1toTkTBpzmZaNRr2m233cyqVavcJgAJIEBQQjzzHqL2ChUq2NpV2UblUhSA0faJqKSK5mzuuecetwlAAggQhMU77/HRRx/ZY2Kz9QasITjtE9Fmw2ilT3RW+0EHHRTXsbgAIiNAYMU77yEXXHCB3SiYyqq5qabNhuplqOxJJG+//bbtpYwePdptAhAnAgRWPPMeorPG1fvo27ev25R1VPZEq7Ii9UIUmLVr1zann3662wQgTgQI4p73kC5duphKlSqVyU7zZKl2lsJO5VUiefLJJ21o6ghcAIkjQApcvPMeogq7+++/vy1Zkiu0SqxevXruZUvfr3ooV199tdsEIA4ESAFLZN5DtMtbT+yvvfaa25S1NCSnr/nLL790m6ybbrrJfv+rV692mwDEQIAUsHjnPUJUyVZDXT///LPblLW0X0XDWDqLJJJFixbZGl733Xef2wQgBgKkQKmwoG6sLVq0cJuiOuecc8zJJ5/sXs56OtlQlXijadKkiR3G0xAdgPgRIAVKQ1Z68r7jjjvcpqgOPPBA06lTJ/dy1lPZksMOO8y9HPbGG2/YnthLL73kNgEIQIAUMFXRrVKlSlznY2jYSj2WPn36uE1Z7/7777d7QqLtW9FckBYRnHHGGW4TgAAESAF77733Akt+FLdw4UL72hdeeMFtyno6/0Nfu0qYRPP444/b1wRV8gVQEgFS4OrUqRPXvIb2SugGO3HiRLcp62nVmL52FVqMRvtatL/lmmuucZsAREGAFLhBgwbZm+vMmTPdphK02VCvU68l14R6Wvoegtxwww1m9913t3tjAMRGgBQ4nY+x9957x9wcmO89EPn666/twoIHH3zQbQIQAQEC0717d1OuXDnz448/uk1h2i+Rz3MgISoUWa1aNZb0AnEgQGDP9NAqpbvvvtttCgutwtLmw1yjTYJBq7CKUw9LYdO1a1e71HnDhg3uS8qEvlZt3FTBRx1+pdVyjRs3LjGEqK8zmqA2IFX4KYPVrFkzu88j6HwMnZ9x7bXXupeznobnDj/8cPdyRKo2rJtv8Q8dgXvMMcfYM0RUTPKhhx6yPbGPP/7YrFy50n2LpG3ZssWccsoppl27drYs/datW83SpUvN+PHjS1QPDgqJoDYgVfgpgzVp0iR703n++efdprDzzjvPnHDCCe7lrHfEEUeYSy+91L1cinpZRx55pA3KyZMn2xu2SqDoCFzt2D/xxBNtMUk3YDT8V7NmTbtTv3379rbnMGzYMNtbUO9O+0wSce+999pAjyUoJILagFThpwxhKvlx6qmnupfDdGPbeeedMzas42PJkiX2Ztq/f3+3qRT1VFTra9q0aW5TCRpeWrBggXnrrbfM4MGDTY8ePezv1UZEzZ9oqM8NGZVKUWVgnVGi3f86dvf111+3Jefd2mJaWh1rxZgEhURQG5Aq/JQhLHSW+CeffOI2WR9++KFtz6WSH+pB6Ib+zTffuE0lPPPMM/Z7S9UKLAXX1KlTzYgRI0zv3r1Nx44dzfnnn297OFoq7AbMLbfcEv69mvNYt25dsXeLzH0P9wNIN37KEKYnYZ2P0bZtW7fJ0lDMIYccYkug5ArNXQT1qmTu3Ln2pq6iiokON/lS+fhZs2aZMWPGmH79+pXYh5NIgEQT1AakCj9lKOHmm2+2N7BVq1a5TZaGXzTmrzLp2U49AN1IhwwZ4jaFheY9dMb7mjVr3OaMYAgLuYKfMpSgoR5tptN8RyTLli0zu+66a4khl2zVqFEjO/egVU3RxDvvUZY05JXKSfRx48bZnph6WfXr17cLBIBUiP4TiIKlUwr1RB5tSa+OgK1YsaJZvny525Q1JkyYYG+iAwcOdJvCUj3vkSqapD/ppJPsii4t41W1ZAW3VoU1bNgw/Lp4A6R169Z20v+XX36xhTO1pwRIheg/gShYWl2kG9CLL77oNlnak1ChQgVzxRVXuE1ZQYURFYDHH3981B3lmZj3SIRu9j179rRl5jVkWLly5aQ3EqonpgUQdevWdZsAL6V/ylDwdEPVvEDxp12XztjQ6iYNj2Sbyy+/3A5LqX5XJNk475FuoZVZ2hSp1XRAKhAgiOiJJ56wN5xoBQj1ZK99DbohabNcttAucX3djz76qNsUlo3zHmUhNIQV7658IBYCBBFt2rTJ7LnnnnYcPhqNy++33352mCUbnuS12koLAIIqC2frvEc6aQ+K9qUoQFRYUj0vIBUIEESlgoLly5cPDIcZM2bY+RCVOAl6XbppR7gKJjZt2jTq5H+2z3uky/Dhw0316tXt35NqbMWzRBiIBwGCqHSMrZ7oNd8R5J133rE3J/VEyno4S0Npt956q+1VNG/ePOqS3UKc9wDSjQBBIK380e7zaKuZQtQT0XCW5kTKamJdYaV5GIXHP/7xD7N9+3b3JWGFOu8BpBMBgkAq+KcbtEpuxKI5kdANXUt807VPRL2Me+65x/Z69t1335iBVYjzHkBZIEAQSHMFKod+5plnuk0RqaeiIS/d3LXZUKcdrlixwn2ZF+3v6Nu3rx2G0hJibZCLVVKlUOc9gLJAgCCmUEVbndAXL2021I51lT3RRjgVYNTGRIVAInRmu8401xCUQkk9CQ2rffTRR+5LS2HeA0gvAgQx6aZfqVIl06FDB7cpJg1rqQCj5lF089dKKa3Y6tSpk+nTp0/44KXQh36tXkbnzp3NySefbOct9Pt0kNP1119vTwyMF/MeQHoRIIiLjnLVUFA8Zcaj0fJRFWlUD+KAAw4I746O9KF2nYCo0/1U/C/WJL6LeQ8g/QgQxEXF+DSMpZ3eqaLhKa2kUskR9T70X/3aPaEvUcx7AGWDAEHcdKKejmxNtDdQlpj3AMoOAYK4aTJbw0Ivv/yy25Q1mPcAyg4BgrhpOKhGjRqmXr16KVuam0rMewBliwBBQhQeoYluLc9VoJx99tm26GKvXr3M0KFD7XyG5jKCdoanGvMeQNkjQBA3nfKniXTNhTz11FOmR48epk2bNnaToeZG1OauptJchHana2f67bffbgYMGGAmTpxoT9pLdrI8hHkPIDMIEMRFGwP32Wcfe9SqjliNRq97//33zYgRI+yS3WuvvdYGTu3atc0ee+xRKmD0nscdd5wthHjjjTfaPSAqmzJr1iyzatUq9+0jYt4DyAwCBDGpPLrKgO+99972XIlkrF692nzyySdm7Nixpl+/frZkvHap6/hZ1bVyA0bDUupdaE+IzrXo3bu3LU8+depU+7Uw7wFkDgGCmFTPSsNTr7zyituUctobMn/+fFvEceDAgXYXe6tWrczpp59uDj744FIBow+1Me8BlD0CBIFC8x7dunVzmzJCQaEJeu1OV9mTv/71r+b77793XwagDBAgiCreeQ8AhYkAQUSpnPcAkJ8IEERUlvMeAHITAYJSsm3eA0B2IkBQAvMeAOJFgCCMeQ8AiSBAEMa8B4BEECCwmPcAkCgCBMx7APBCgBQ45j0A+CJAChzzHgB8ESAFjHkPAMkgQAoU8x4AkkWAFCDmPQCkAgFSgJj3AJAKBEiB+fXXX83OO+/MvAeApBEgBWjhwoXuJQBIGAGShXRMazRBbSHqZdx1112mdu3aZrfddjNVqlQxjRs3Nu+99577UgDwFvtuhDIXFBJBbbJlyxY7Qd6uXTszb948s3XrVrviavz48fbscABIleC7ETIiKCSC2uTee+81zZo1cy8DQMoF342QEUEhEdQmderUMdOnT3cvA0DKBd+NkBEKiaCPIJrzWLdunXsZAFIu+G6EjAgKiaA2IUAAlJXguxEyIigkgtqEISwAZSX4boSMCAqJ4m3jxo0zxxxzjNl9991N/fr1zeTJk03v3r2ZRAdQJqLfqZAx8QZI69atzYIFC8wvv/xiRo4cafd7aA+ICiS2b9/eLuNVocRly5bZZbwNGzYs9k4AkJzodypkTLwBEqK9Hy+99JKpW7eu/bUCpWfPnqZWrVqmXLlypnLlymwkBJBype9GyCmhlVl77bWX+fDDD91mAEgbAiQPhIawDj/8cLcJANKGAMlhHTt2tOd5KEBGjRplqlat6r4EANKGAMlhw4cPN9WrVzcVKlSw9a9YvgugLBEgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMDL/wGXym2Ka627XQAAAABJRU5ErkJggg==)
| Product Number | 4H56-5-4J |
| CAS | 903571-02-8 |
| MDL Number | MFCD09787522 |
| Molecular Formula | C21H22ClN3O |
| Molecular Weight | 367.88 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory