![1-(4-Bromophenyl)-3-[4-(dimethylamino)pyridinium-1-yl]prop-2-en-1-one chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABHKAAARygG3TkqPAAACtnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF8OZx1RJqq7VpEntJq3dtHeTS9wUCfBkyNO33zmQFAiDEHT28f/5bHM+FreHPIOdMmWqiyVD7jJQRaLXabFZsp8vX2Yxu10tEhKRsCiX7L2q/t44zn6/58m7yuVBFzzROauf3xzKtKPZe1ybjSNcF53fT4/PJ2aWFmUli0QRVaY35cn5qBNZnWbxnxBOLs0uLZxa7uRmV4/2R7j27/JDuWYfa7mnZ3eEwluaKXjTJpcV7ITL6e9+go0qlJGVWsPrkdwe92ntq8XTg062uSoqatoR0kRmz5XZJuTIdaaSLQ1Gja8PS5YjAbLS+Z0x8gi2Zd0SQQqQHkgfZAAyBBmBjEHOQaJLNz1HEiApkCRIGiQRkgpJhqQTpBNI7yJTdjIvx7+KVpTBPXyju77Ore8Xz2dzbrJ6wdn9uzQbQmcIbuvq9joXvRKxZLRF9IOYx4EfAboc49gHRB4Igdf9vr+xDd4bJSIx7UNjQnJGPvik8SLwyElxm17zrDMMg+PH/EIeeVEAAZ+HZJqez31BxuNhQEZwRDLIPZ/MjOYwFyc7D60VPHCt9biI2pZmgNYGPIiH+mddwzdR6piUFc4lLVaLV12sW01I10v2Su/WSn6ot5KWc8oXBtqslaFTaAew0jYguoDNrnHAuwKCccDvAjZzL8DdEBB0AZvn40DYBeypGAeiLjBvA3YNVvlcKaM0JLrY0Uk5Hf2nh0fWcvyS2ZbOgH+OUBMD4eKrcOhe4omhCc67RH28x7fZDtlhTuVgPAziADORMNjLmLrcjO839pKmLk8TTC9v6nI2wfRSpy5/E+sJB5iJ/MFeAtXldYKJB/ZtiunlQWwr+DgiemlwrvijDF4d0WHEadUc5/zZoubVJ81pfe8c+sqv/gER804MWAVCtAAAOyNJREFUeF7t3Qm8VfP+/3E0aDCkJBTqilRcQ4moNCgSpX63i7oJqVTXUAiJclHXRaWUK5o0qUSmSDMpaaSkVBo0Os3z/Pmfz7f/2rfz7Zx99v6edc5ee+/X8/HYD9rf7157rXMej+/7rO+0ThEAABycYr8BAEAkCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAZLYKaecYl7pCVcWztq1a6V9+/ZSrlw5KViwoJx55ply5ZVXysMPPyxz5syxq0Oi+5mF+72EK8sOOfdNAAInXIMTriwjEyZMkLPOOktKly4to0ePlq1bt8q+fftk5syZ0qBBg6iPlwyi/ZmF+72EK8sOOfdNAAInXIMTriw9a9asMX85Fy9eXFJSUuxi46WXXrLfSmouP7Nwv5dwZdkh574JQOCEa3DClaXn8ccfN/XffvttuwgZcPmZhfu9hCvLDjn3TQACJ1yDE64sPWXKlDH1ly9fbhchAy4/s3C/l3Bl2SHnvglA4HgNTrhXpPLly2fqHzhwwC5CBlx+ZvbvJ71XTsm5bwIQOOEanHBl6XFpDJOdy88s3O8lXFl2yLlvAhA44RqccGXpcemOSXYuP7Nwv5dwZdkh574JQOCEa3DClaXHGxDu27evXYQMuPzMwv1ewpVlh5z7JgCBE67BscsmTZoktWrVMtNOL7jgAmnevLls2rQpVL569WpTdtFFF8mWLVtC75/oX//6l/1WUnP5mdm/lxOlV5bZ7y0r0j8LAEkhvQbHY5fVqFFDxo4dK+vXr5ddu3aZ9Qk1a9Y84RP/WxR3+eWXy5gxY2Tbtm1mUdysWbNOWhSnx2jcuLH06NFDDh06dMJREo92UWnD3a9fP7soqp+Zsn8vJ0qvLJLfm6v0zwJAUkivwfGEK1O7d++WAgUK2G+bxXG6LUfZsmUlf/785i/f8uXLS8uWLWXu3Lmhehs2bJAzzjjDfMdll10mn3/++QlHSQw7d+6Ujh07St68ec11NmvWzK5iRPozU+F+L+HKPBn93lyE/yYASMeePXuke/fuUq9ePbsoKitXrpSGDRuGGr46derIkiVL7Gpx5+jRozJgwAApVqyYua5ChQpJz549Y36n5dfvzUOAAIiK19ifd955Uc0eCmfy5Mly1VVXmePmyZNHHnvsMdOVE4++++47qVChgrmWXLlySevWrTPcpiQnZcfvjQABEDXtmunSpYtUrVrVLnJ25MgRM0ZQpEgR09Dpf/Xf+n480B1177vvvlBDXb16dVm4cKFdLab8/r0RIACcaGOkW4/7Te889A5E70S0IdY7kylTptjVAmP//gPStWtXM66g51uqVCkzGB5Ufv7eCBAAEdGxivnz56c2mPvNX9v//Oc/fetLT4+OheiYiPcXfaNGjWTVqrV2tZiaMGGFVKnynOTOXdBMCHjllVeiWlWeE7Lz90aAAIjIZ599Jtdff72ZJaTrFrRvX59dkd10dpbO0tIQKV36Aenb90fZuze2g9G//poiLVp8KhUqvCsVK74rbdt2M9Nkgyg7f28ECIDA09lLffoMTf1rv59ptG+7bWhqsCyTY8fsmtlr69Z98tJL01Ib5P7mPJo3/0R+/nmzXS1pECAA4oY24P/61/RQA37//TnTgB86dFSGDFko1aoNMt97++1D5Ysvcj7AgoYAARB3tAvp4Yf/14X0wgtTZPPmPXY1X0yfvloaNvzQfFflyu8HogstKAgQAHFLB7Hr1RtuGvcqVQbI++/Pk4MH/Zn2+/vv26Vt2y/NsfX19NPfyPr1u+xqSY0AARDXDhw4LO++O1duvnmAaejvumuELFuWdmNCLwTGjj15lbtXdqL+/edJpUrvmffvvXeMzJkTzAHyWCNAACSETZt2y/PPTzaN/ogRi9KUeSFRt+6wk+5Q0gsQ7bKqVWuIfPTRL3L0aJIPdIRBgABIKDrQbvNCQl9Dh/6UbtmJdIxD72wQHgECIOF5IdGo0ShzZ3HiIHh6AYLIECAAEp4XEtOmrTL/1TETuwzRI0AAJLwTQ6Jly8+katWBsmPH/pPKEB0CBEDCOzEklixJMWtHevacdVIZokOAAEh4dkh07jzZLArUxYd2GSJHgABIeHZIbNy42wTIq69+e1IZIkeAAEh46YVE796zQ4sF7TJEhgABkPDSC4k9ew7KrbcOSbcMkSFAACS8jEJi1KjFGZYhcwQIAMAJAQIAcEKAAACcECAAACcECADACQECIKnMnr1Onntu0knPBUH0CBAASaVLl6lm2u7ixZvtIkSJAAGQVF588XiALFpEgGQVAQIgqRAg/iFAACQVAsQ/BAiApEKA+IcAAZBUCBD/ECAAkgoB4h8CBEBSIUD8Q4AASCoEiH8IEABJhQDxDwECIKkQIP4hQAAkFQLEPwQIgKRCgPiHAAGQVAgQ/xAgAJIKAeIfAgRAUiFA/EOAAEgqBIh/CBAASeWJJ96WEiUay/z5v9lFiBIBAiCpNG/+kJx22unyww8/2kWIEgECIKncf//9csopp6QGyA92EaJEgABIKgSIfwgQAEmFAPEPAQIgqRAg/iFAACQVAsQ/BAiApEKA+IcAAZBUCBD/ECAAkgoB4h8CBEBSIUD8Q4AASCoEiH8IEABJhQDxDwECIKkQIP4hQAAkFQLEPwQIgKQxceJEyZcvnwmQ22+/Xf7880+7CqJAgABIeCtWrJAGDRqY4NBXrly5zH/PPvtseeONN+TQoUP2RxABAgRAwtq1a5c888wzkjdvXhMYZcqUkfHjx5v3n332WTn99NPN+5dffrl88cUX9seRCQIEQMI5duyYDBw4UM4//3wTEIUKFZI333zzpDsNvTO5++67Q3cmt912m/z6669p6iBjBAiAhDJjxgypWLFiqKuqZcuWkpKSYldLY9KkSXLllVeaz+TJk0eeeOIJ2b59u10NFgIEQEJYu3atNGnSJHQ3ccstt8iCBQvsahk6cuSI9O3bV4oUKWI+f+6558p///tf8z7SR4AAiGv79u2Tl156SQoUKGAa/pIlS8ro0aPtahHbtm2bPProo5I7d25zvL/+9a8ydepUuxqEAAEQxz788EO55JJLTENfsGBBefnll2X//v12NSe//PKL1K5dO3RH83//93/y+++/29WSGgECIO7Mnz9fqlatahr2U089Vf7xj3/IunXr7Gq++PTTT6V06dLmu3TW1vPPPy+7d++2qyUlAgRA3Ni8ebO0aNFCTjvtNNOgV6pUSWbOnGlX893Bgwfltddek7POOst874UXXihDhgwxs72SGQECIPB0+u3rr79uFv5pA37BBRfI4MGDc7wB37Rpkzz00EOhALvhhhuSeksUAgRAoH3++edy2WWXhbqQnnvuuZh3Ic2dO1eqVKkS6kLT/bXWr19vV0t4BAiAQNIFfXXq1AkNYjds2FBWrlxpV4upESNGyMUXX2zO74wzzpBXXnlFDhw4YFdLWAQIgEDRabSPP/64WdCnDfNVV10lkydPtqsFhk4j7tKlS2gacalSpeSjjz6yqyUkAgRAIOiCvXfeeSe0kE//269fP18W8q1Zs8as5RgzZowZO/Fe+m99XxchZpV+x3333Re6Y6pevbr89NNPdrWEQoAAiLkpU6aYOw1tePXO47HHHjN3Ii727NljNkx88skn5brrrjPrQ7xGPdxLu6B0C5SOHTuabd9d15N89913UqFCBXNM3UqldevWmW6lEq8IEAAxowvzGjVqFGrEdcxjyZIldrVM6V3KV199Jffee2/oeR/e67zzzjN3Azr9t2vXrubVo0eP0P/r+9WqVZOiRYum+ZwGj8640r21onX06FEZMGCAFCtWzBzrnHPOkZ49e560mWO8I0AA5DidRdWpU6fQduo6y0pnW0VL12foflW6fYnX8GsQPPDAAzJs2DDZuHGj/ZGwdDHioEGDpGnTpqE1H/q6+uqr5ZNPPrGrZ2rnzp3y9NNPh7aTv+KKK0zQJQoCBECO0XUbugBPF+Jpg6rrOv7zn/+YIIiWjmGUKFHCHEfXZdSvX18+/vhj3/7K18HxDz74QG6++eZQkGiXmMvCxeXLl8tdd90VOk69evVk2bJldrW4Q4AAyBGzZs0yK8e9Bl+7jnRlebS0i0t32tXj6BiDdlstXrzYruYrHaPxtk7Rc2/Xrp25u4jWN998I2XLljXH0bsSHafZsWOHXS1uECAAspV2CzVr1swsuNOGUxviefPm2dUiorO0vDEODSPdEysnjRo1KvSQKt0f6+eff7arZOrw4cPSu3dvKVy4sDmOdrm99957Ztwk3hAgALKFzmLS3XF1dpM2lLrgbuTIkXa1iOjMKr3T0OPkz59f+vTpE7MGV2eHedN1daDd9Zq2bNkibdu2DW0bf+2118r06dPtaoFGgADwnXZNaUOvDaMusNPZTjqm4EIb2htvvNEcS59dvnDhQrtKTOhdhE451jsrDTRXixYtkpo1a4bGR26//Xa7SmARIAB89+2335rGUJ/VkZVFen/88UdozKBWrVqya9cuu0pM6Qp57w5Ld+vNCh2w1+PoxIB4QYAA8J1uNqiNoXb1uNI7Dy88/v73vzvN1MoJOiurUKFC5jx17YerrVu3mmPo3Va8IEAA+C6rAaJjHrpVuhcesRrviNT3339vuuy0S0tnWrkgQABAsh4g3oC5dlsF9c7Dps9h1ym+OrtKu96iRYAAgGQtQHSqrn5WB8xd1lrEUufOnc2516hRI+q7JgIEAMQ9QHSRoK7z0FdQZltFQ9d4eDPGdL+taBAgACBuAaLbnHgrzLMyLTbWdNsSDUDdS0sfgRspAgQAxC1AdG8r/YyuMI+2+ydonn/+eXMtuptvpAgQAJDoA0QHyi+66CKzt1VOb0+SHXQWWfHixc316B1JJAgQAJDoA0S3ZI+mfjzQ53/oNT3yyCN2UboIEACQ6AJEHwalz/PQKbDZvatuTtJnnuiDpHR9SCRPJCRAAECiC5Cvv/7a1NXnZSSap556ylxb37597aKTECAAINEFiLdo0OWJf0G3YMECc236UKrMECAAIJEHiHbz6JRXfSaGX08SDJpy5cqZHXszW51OgACARB4g48ePN/X0GeaJqmPHjuYahw4dahelQYAAgEQeIB06dDD1hg0bZhcljC+//NJc48MPP2wXpUGAAIBEHiAVK1Y09TZu3GgXJQzdz0tnmOnW9OEQIAAgkQWIbl2ij4TVZ4wnOp2mnDdvXrNXVkYIEACQyAJkzZo1pk716tXtooRTp04dc63hVqUTIAAgkQWIPg5W67Rq1couSjht2rQx1xruYVMECABIZAHy8ccfmzrPPvusXZRwOnXqZK71o48+sotCCBAAkMgCxNt999VXX7WLEk63bt3MtQ4aNMguCiFAAEAiC5B+/fqZOrrpYKLr1auXuVa95owQIAAgkQUIdyBpESAAIJEFCGMgaREgACCRBciUKVNMnZYtW9pFCcebhTVx4kS7KIQAAQCJLEC8dSD6HPREV7t2bXOtK1assItCCBAAkMgCRFein3HGGXLeeefZRQnnkksuMSvR9eFZGSFAAEAiCxBVqVIlUy+zrc7j2bZt28xeWOXLl7eL0iBAAEAiDxBvq/Nws5Pi3aeffmqusXXr1nZRGgQIAEjkAaJbe2i9pk2b2kUJ44knnjDXOHLkSLsoDQIEACTyANm/f78ZBzn77LNl7969dnHc03GeUqVKSa5cuWTTpk12cRoECABI5AGiHnroIVP3gw8+sIvi3nfffWeuTWdhZYYAAQCJLkBmzJhh6lapUsUuinv6FEK9tiFDhthFJyFAAECiCxB1zTXXmPq6uDBRbNiwQfLlyyeFCxeWPXv22MUnIUAAQKIPkE8++cTUr1q1ql0Ut55++mlzTV26dLGL0kWAAIBEHyA62FyhQgXzmVGjRtnFcWf16tVSoEABM0FAgyESBAgASPQBor7//nuz4E6fka6L7+LZ3Xffba6/e/fudlGGCBAAELcAUe3atXP6XJDojrt6DVdccYUcPHjQLs4QAQIA4h4gu3btktKlS5vPvvXWW3Zx4K1atUrOOeccs+5j+vTpdnFYBAgAiHuAqJ9//lkKFiwoefLkkcmTJ9vFgaULIa+//npz3V27drWLM0WAAIBkLUCUbvuh4yE6CD1z5ky7OHAOHz4s9erVM9d86623ytGjR+0qmSJAAECyHiDq7bffNscoVKiQGWAPKg0P3ctLz/Xaa6+VnTt32lUiQoAAgPwvQHQ2Ula89tpr5jj58+eX0aNH28Uxp91Wd955pzlHHbvJbL+rcLwAue666+yiwCJAAPhOB5C1McydO7e8/PLLZtNEVwMGDDDjIdql1blzZ/MXfxDogLk35qEr6Tdu3GhXidiSJUukZs2a5lhFixa1iwOLAAGQLe655x5z56CNYsmSJbN0B6HPEtfZTXqsG264IeyjYXPC2LFjTdeaN+bh2m2l610effRRE7Tez2nMmDF2tcAiQABkm7Vr10qTJk1M46gvff75woUL7WoR0acW1qhRwxzn9NNPN3cjkewx5SddYe4tEtSpujrbymXAXB9t27dvXylSpIg51rnnnivvvPNO2EfeBhEBAiDb6Y67FStWDDW8rVq1kpSUFLtaprSx7tGjh3l+iB7rwgsvlJ49e8ru3bvtqr7S7qmnnnrKbE+i31umTJmo13l4dGrylVdeaY6jXXOPP/64bN++3a4WFwgQADlC97saOHCg2apEG0/tAtIwOHTokF01UzpYrc8R0TDSY+mOt9rAL1iwwK6aJfo8D92SXe949Ht0WrFuT+JyzitXrpSGDRuG7sZuu+02+fXXX+1qcYUAAZCjdLX5M888I3nz5g39NT9+/Hi7WkSWL18ubdq0Mdumew1zuXLlzLPWv/zyS/Nd0dixY4eMGzfOPIZWxyO8Y2pA6a66W7ZssT+SKT2H5557LhRCl19+uXzxxRd2tbhEgACICW38GzRoEGqk69atK0uXLrWrRUS7w3RMQR9K5R3Pe2kQ6F/7bdu2NWMW+urVq1fo/zWAtPziiy9O8zm9u9EnCQ4ePNjpcbt6xzVo0CC54IILzPG02+2NN95wunsJKgIEQEzpDCu9a9BGVscE2rdvn6UxAR1sHzp0qLRo0cIc15vhlNlLv7t8+fLSunVrsxJ+8+bN9qEjpqvnvSm+GkTaDfbnn3/a1eIeAQIg5nRtR58+fUxXkTa6pUrdlNqIfytHjx6zq0ZN7wR+++03mTp1qowYMcLcUXgv/be+r+V+2LhxhzzySNdQKFWrVk3mz59vV0sYBAiAwNDV2I8++qRcdFEDufrqN+S++z6SefM22NUC5+DBI/Lee/OkSpUBcsklzaRMmRvlww8/tKslHAIEQOD89ttGadPmC6lQ4V3zeuaZibJ+fXQD4jnlm29Wyl13jTDnqQHSr990OXAg8ueAxDMCBEBgTZu2Sho0GGka58qV309tnOfIvn3Zu5XJnj0HZffuzANg2bIt0rLlZ6GQ69x5smzenLMLG2ONAAEQaIcOHZXBgxdItWqDTENdt+4w+fJLf8Ys0jN8+M8yaFDG60m2bdsvr7wyXa6/vr85n2bNPpaffnLfRDGeESAA4sKWLXvlpZemhRruBx8cJ4sXu8+UykhGAXL48FEZNuwnqV79eJDVqTNUPvtsmRzL+jh/3CJAAMSVX37504SHNuIVK74rXbpMlZSU6NdpnGjnzgPy+efLzKtTp8nSsePE0L+3b98vM2askYYNPwx1pfXpM1v27k2c9RyuCBAAcWn8+OVyxx3DTaNetepAGTBgvpkN5WLr1n3y7rtzzeuf//zSDODr/7/22gxp1erz0DhHhw4T5I8/3HbeTUQECIC4tX//Yfnvf+fITTcNMA18/fojZcqUVXa1qGgXVv/+c+XNN2fKDTe8Z47buPFomT17nV016REgAOLehg275bnnJoXuFMaOXZKmPKP3TyzzaIC0a/elea9mzSEyatRiOXIk+i3bkwEBAiBhzJ+/0awZsWdFeSGhM7jsbi47QHQq7qJFm2TEiEVmbAQZI0AAJDwvJPQ1dOhP6ZYhegQIgITnhUSjRqOkVq0haWZQESDuCBAACc8LCV3Zrv/VGVZ2GaJHgABIeCeGhG4/otN+d+zYf1IZokOAAEh4J4bEkiUpZgFiz56zTipDdAgQAAnPDgnd+FBXlOuMK7sMkSNAACQ8OyQ2btxtAuTVV789qQyRI0AAJLz0QqJ379lSqdLxleZ2GSJDgABIeOmFhD7349Zbh6RbhsgQIAASXkYhoduUZFSGzBEgAAAnBAgAwAkBAgBwQoAAAJwQIACSim7nrk8gRNYRIAAS3tGjx+THH9fLSy9Nk1tuGWQWEf75Z9aeow4CBEACW7Zsi9nzSh8k5U3XrVJlgHTv/p0cOsRTBrOKAAGQkObN22A2TfSC4+GHP5Wvv14uBw4ctqvCEQECICHpOEfbtsefba4v7bbq1GmyzJ273q4KRwQIgIS2Zs0OeeutH9JsW6JPJtRH227ffvyZIHBDgABICjrmMWHCCnnkkc+5K/EJAQIg6Xh3JdWrDwqFSb9+c+xqyAQBAiDp/PTTJnnyyQly/fX9TXjUqDFYJk/+3a6GTBAgAJLCsWMiU6eukgcfHBe667jzzuEyYsQi2bePmVkuCBAACU1Xno8du8QMnHvB0aTJWDMecuQIa0GyggABkLAOHz4q9euPDAXHo4+Ol9mz19nV4IgAAZCwdAuTli0/CwXIE098JStWbLWrwREBAiDhTZq0MtSFpQPnL7wwRdav32VXQ5QIEABJQcc7Pvnk19C+WDfe+J68/vr3sm0biwldESAAkooOqg8ZstBM3dUgqVp1oPz6a4pdDREgQAAknV9++VPuvXeMCRDdnZcAcUOAAEga+/YdlG7dxkqZMo9K6dLt5MEH35Z167bY1RAhAgRAUpg06VspW7ay5M9fQooXv0qGD//IroIoESAAEt4LL7wgp5xyink1bdpUUlLosvIDAQIg4TVr1syER+HCheWHH36wi+GIAAGQ8A4fPizt2rUzIXL66afLgAED7CpwEJMAOeXdU8yr7y99peSIkie9Kn5c0f4IAGTZwIEDJV++fCZI2rRpI4cOHbKrIAq+Bcja3Wul/cz2Um50OSk4oKCcOfBMuXLMlfLw9Idlzp9p99n3AgQActqPP/4oJUqUMCFSrVo1c3cCN7604hP+mCBnDTpLSo8sLaNXjpatB7bKvsP7ZOammdJgQoOTwoIAARBL//nPf0yAnHPOObJ/PyvRXWW5FV+ze4252yg+rLik7E9/ZsNL815K828CBECsjB49WnLlyiX58+eXadOm2cWIQpZb8ce/f9yEwduL37aLMkSAAIiFr776SvLmzSt58uSRL774wi5GlLLcipcZVcaEwfKdy+2iDBEgAHLavHnzpECBAnLaaafJiBEj7GI4yHIrnu/9fCYMDhw5YBdliAABkNN69eplxj1q165tF8FRlltxAgRAPNizZ49ccsklcuqpp8qkSZPsYjjIcitOFxaAeKHjHnoXctlllzH7ygdZbsW9QXRdFBgpAgRArPztb38zIdKlSxe7CFHKciu+evdqM433ouEXyZb96W+L/K95/0rzbwIEQKwsWLDABEjVqlXtIkTJl1bcW0h4+YeXy5iVY2TbgW1mIeGszbNYSAggUNq3b28C5Nlnn7WLECXfWnFdUKhbmZQdVVbyD8hv7krKjy4vLae3lLkpc9PUJUAA5LSVK1dKo0aNQtu665oQZA2tOICEtnv3bunUqZPZhVeD49JLL5V+/frZ1eCAAAGQkI4dOyaDBw+WCy+80ATH2WefLa+//jo78PqIAAGQcGbNmiWVKlUywaErz1u0aCGbN2+2qyGLCBAACWPdunXm6YO6WNCbaaVbmCB7ECAA4p4uCnz55ZelYMGCJjguvvhiGTlypF0NPiNAAMS1MWPGSMmSJU1w6GaJXbt2lX379tnVkA0IEABxaeHChVK9evXQtNwmTZrI2rVr7WrIRgQIgLiSkpIirVq1Mg+F0uCoWLGizJgxw66GHECAAIgLOv22R48eUqhQIRMcxYoVk4EDB8rRo0ftqunSZ5/36dPH3LX8+uuvdjEcECAAAm/8+PFSpkwZExz6RMGOHTvKzp077WoZmjhxopQrV858Xp9G+OOPP9pV4IAAARBYS5culbp164bGOerXry/Ll0f+6Aitq5/xPq/H0mPCHwQIgMDZvn27dOjQwdwtaMOvdw96FxEpvTvRuxS9W9HP692L3sXAXwQIgMDQ8Yz+/ftL0aJFTcNfuHBhM26h4xeR0M/ruIiOj+jndbxEx03YviR7ECAAAmHatGlyzTXXmIY/d+7c0q5dO9m6datdLUM6E0tnZOnndYaWztTSGVvIPgQIgJhatWqVNG7cODROUatWLVm8eLFdLUO69kPXgHif11lWukYE2Y8AARATe/bskc6dO0u+fPlMw6/brI8bN86uliFdba6rznX1uX5eV6PrqnTkHAIEQI4bOnSoFC9e3DT8Z555pnTv3l0OHjxoV8uQ7nOl+13p53X/K90HS/fDQs4iQADkmNmzZ0vlypVNw6/brD/44IOyceNGu1qGdGdd3WFXP6877urOu7oDL2KDAAGQ7TZs2CDNmzcPbbN+0003yZw5c+xqGdJneegzPTR09PP6rA995gdiiwABkG20W6pbt26mm0ob/hIlSsiwYcPsahnS6bf6FEF9mqB+Xp8uqE8Z1KcNIvYIEADZQtdvlCpVyjT8+fPnlxdffFH27t1rV8vQ559/Lpdddpn5vD7PXJ9rrs83R3AQIAB8p91T3rTae+65R1avXm1XydCSJUukTp06oc83atRIVq5caVdDABAgAHynmxVq41+7dm27KEPbtm2Txx57LLR9yVVXXSVTpkyxqyFACBAAvps7d64Jgfvuu88uOsmRI0ekX79+UqRIEfMZ/a/+W99HsBEgAHwXaYBMnjzZ3GloXb3z0DsQvRNBfCBAAPgukgCZOXNmaFqvjnno2AfiCwECwHeRBMimTZukZcuWZrYV4hMBAsB3kQQI4h8BAsB3BEhyIEAA+I4ASQ4ECADfESDJgQAB4DsCJDkQIAB8R4AkBwIEgO8IkORAgADwHQGSHAgQAL4jQJIDAQLAdwRIciBAAPiOAEkOBAgA3xEgyYEAAeA7AiQ5ECAAfEeAJAcCBIDvCJDkQIAA8B0BkhwIEAC+I0CSAwECwHcESHIgQAD4jgBJDgQIAN8RIMmBAAHgOwIkORAgAHxHgCQHAgSA7wiQ5ECAAPAdAZIcCBAAviNAkgMBAsB3BEhyIEAA+I4ASQ4ECADfESDJgQAB4DsCJDkQIAB8R4AkBwIEgO8IkORAgADwHQGSHAgQAL4jQJIDAQLAd16ANGjQwC5CAiFAAPhu/PjxJkBOO+006dSpk+zevduuggRAgADwnXcHkidPHvPfCy+8UIYMGSLHjh2zqyKOESAAfOcFSMOGDaVFixbmTkT/fcMNN8isWbPs6ohTBAgA39mD6PPmzZMqVaqY90499VRp1qyZrFu3zvoU4g0BAmRi5MiRpgumc+fOcvToUbsY6Rg8eLAJi+rVq6d5X3+WF198sSk744wz5OWXX5YDBw6kqYP4QYAAGVi2bJnccccdprHzXtdcc41MmzbNror/b/369XL//febuwz9edWtW9euIvv27ZOuXbtKgQIFTJ2SJUvKmDFj7GqIAwQIYNmxY4d06NAhNABcrlw5ee+996RWrVqhIGncuLGsWrXK/mjS0ruIpk2bhkJB7zKGDx9uV0tj7dq1povL+5nq3crChQvtaggwAgT4/7R7qn///lK0aFHToBUuXFh69+4thw8fDtUZN26cXHrppaY8X7588sILL8iePXtOOEry+eijj+Siiy4KBcH1119v7kQiNWPGDKlQoYL5bK5cuaRVq1aSkpJiV0MAESBAqunTp5vuKW3EcufOLW3btpUtW7bY1YyDBw9K9+7d5cwzzzT1ixcvLkOHDrWrJbyffvrJ3DV4waEzrIoUKRIK3z59+qQJ33A0vAcMGCDFihUzny9UqJD06NFDDh06ZFdFgBAgSGqrV6+Wv//976FGULupFi1aZFdL18aNG+XBBx8MTVGtXLmyzJ49266WcPTuoHXr1uZuQa9b7x6+++47U7Z9+3Zp3759qPuvfPnyMnHiROsIGdu5c6d07NhR8ubNaz5fpkwZmTd+vF0NAUGAIClpt5N2P2k3lDZU2i31ySef2NUiMmfOHLnpppvMcXTwuHnz5rJhwwa7WtzTu4GePXvKOeecY65V7xb0riG9mWlLly41A+heMOuWJsuXL7erZUjr1q9fX0qlfrZX6kvuuENnNdjVEGMECJLOsGHDpESJEqZh024o7Y7Sbqmsso/brVs3X44bBF999ZVcccUV5tr07uDpp582dwuZ0S1N9C7C+9wzzzwju3btsqtl6JfUu5el5cqltlSpTVXqXY106KCzHOxqiBECBEnjxx9/NN1M2phpt9MDDzxguqH8tHfvXnnxxRclf/785nv+8pe/yMcff2xXixs6lblevXqhO4m77rorqjsJpXcuOp6h4xp6jPPPP18GDhwY+bYmOo7Sp49I4cLHg6RoUZH+/XXgxK6JHEaAIOFpd5KGhbc2QbubNEyyk46t3HPPPaGGt2bNmvLzzz/b1QJLpzI/+eSTobGIsmXLyjfffGNXi4qOnegMK2/spGLFimYGVsS2bhVp104kd+7jQXLNNSKsyYkpAgQJS7uPtBvJmy2l3UvazZSTdHbXtddea75fZ3e1adMmw9ldQaDjGbrmJdxU5qzStR633HJLKFybNGli1oREbPFikVq1joeIvho3FmFNTkwQIEhIOiAelPUaXqN83nnnmfPRQei33nrL10bZD3bYhZvK7IfRo0ebVej6fboAUVen6yr1iOmkh9TfsQmR1N9x6i9ZZ0fYtZCNCBAkFJ2Cq91F3l+3OkVXu5OCIL1uoQkTJtjVcpw9lVl/fpFOZc6q/fv3m/2wChYsaL5bV7DPGDnSrpYxnaTQvbuk3mYeD5LixUWScE1OrBAgSAj6l7L+xax/OWtDpIsC9S/qILIHpu+880757bff7GrZTgf89c4sCAP+ujPvP/7xDylz6qnSV4OgalXdwteuljGdDPHAAyKnnXY8SCpXPj5mgmxFgCCuaTeQ9tFrX702gtp3r91F6a1NCJqvv/7aaWqsH4I65XjlrFnye6VKx0NAw6BFC5HNm+1qGdPJETfdJJIaRAywZz8CBHFLZwXpRodeA6wbIGo3kR/0jmDq1KkyYsQIszW599J/6/t+3TFoAPbq1Su0OE/HSd5///1sC0CdfXbiokednRa4RY86vTf1Zy0XXHA8SM4+W+T113U+sF0zY1HsxQV3BAjijq5D0PUIXheQbrmu3UKuNqf+havPqdDtOXTrDW8bjsxeWk/r6+f083ocV9oF98gjj4SmuF533XWh7UH8oOtdNCxO3HYlu6cyZ5k+R71TJ5HTTz8eJJddJvL553YtxBABgrih3TvazeMNQmv3j66QdqH9/3pHUbt27VCj7b10IPe2224zU251ZpC+9C7B+399X8u9ByN5Lz2OHk+Pq8d3oRsU1qhRI3TMe++9V9asWWNXi5i98aN2W8Xdxo8rV4o0avS/abt16ogsWWLXylzqz1b0CYl6Z6Or2vW/qT9fYQt5ZwQIAi+9nVp1TyaXnVr1L/0uXbqExkz0pVNJn3jiCbNVe7RdYFpfP6ef96ak6kuPr9/jOg127NixUqpUKXMsHeTWY0UbSkGayuyLKVNErrrqeIhoADz2mMi2bXat9I0adfwzun5Eg0Sfgqj/1X/r+1qOqBEgCDTtxjnxWRHaXeTyrAgNG/1LXB+jqsc6/fTT5eGHH/a1m0jp8fS4enz9Hv0+/V6XsNOHNL3yyiuhc9ZnbmT2kCalU3AT9uFXR46I9OsnUqTI8SDR/+q/9f2M6NYrqSFs1ozs35+2TP+t72t5lFu0gABBQGm3jf20Ou3ecaHTeb0N/XTB2lNPPeX7Hlg2Pb5+j/eEPv1+12nF9mNib775Zpk7d65dTbZu3XrSVOaEffyu3nnoHYjePWiQ/PWvIps22bWOS/2ZmDq6n1Z6evc+Xq71EBUCBIFiPy9bu3H0iXcutOtLj+WNcdx99905vqhQv0+/17uD0vNxnWH1ww8/yI033miOpYPhDz30UGqbuSndqcz6ZEXX74krOhaiYyKpP1uZOdMuPe7yy48HxC+/2CXH6dYoWq71EBUCBIHx5ptvhrb70G4b7b7RbhwXOuB+6623mmPpmImOKcSSfr+3G62eV1bWe3zwwQfmKYh6LB0f8Y6rs8L8nMocV8KND+k2JxoQGf3M9X0t124sRIUAQWB4D3dq1qxZVM/Utmn3kfd4Wn0+d1D6//U89Hy87qWsdKPpYPjzzz8f6tbSUMrKVOaERoBkGwIEgXHhhReaEMkK7dIpXbq0aVR1i5BoZy5lNz0fPS89Pz1PPd+s0PUieqysHieh0YWVbQgQBIbOMtKxD1faLeTtJtu0adPA7Xbr0fPS89Pz1PPNSndW1apVCZDMtGnDIHo2IUAQGFkJEB0w9sY8dKPCoIaHR8/P21BRz9t1wJsAiYB27emdbbhpvFru0/Y0yYQAQWBkJUB0dpM35hG0bquM6Hl6YyJ6/i4IkAiNGHH8SYapYS36ZEjdOFL/q//WqcBajqgRIAgM1wDR9RU6RVY3JAzKgHmk9Hz1vPX8XdaJECBRWLBA5J57RM4//3hoFCt2/N/z59s1ESECBIHhEiC615O3JbrrepFY0/PW89friHZLdQIEsUSAIDBcAkS3CdEGVBfrxTNvsaFeTzQIEMQSAYLAiDZAdOsOXXCon8npFeZ+0/PX69Dr0euKFAGCWCJAEBjRBojuUKuNp27xngj0OvR69LoiRYAglggQBEY0AaIrsXXvJ114GLgn6jnS69Dr0euKdNt1AgSxRIAgMKIJkCFDhpiGU7dOTyR6PXpden2RIEAQSwQIAiOaANEn/2nD6ffzPGJNr0evS68vEgQIYokAQWBEGiDaWOq6Cd3q/dixY3ZxXNPr0evS64skFAgQxBIBgsCINEBGjhxpGk19jGwi0uvS69PrzAwBglgiQBAYkQaIPtZWG81PP/3ULkoIel16fXqdmSFAEEsECAIj0gApX768eSLfNn2saQLS69Lr0+vMDAGCWCJAEBiRBMiRI0ckb968cskll9hFCUWvT69TrzccAgSxRIAgMCIJkBUrVkQ1SyleebPM9HrDIUAQSwQIAiOSAJk4caJpMNvoQ4ISmF6fXqdebzgECGKJAEFgRBIg3s61nTp1sosSil6fXmdmOwwTIIglAgSBEUmADBo0yDSY3bp1s4sSil6fXqdebzgECGKJAEFgRBIg/fr1Mw1mr1697KKEoten16nXGw4BglgiQBAYkQQIdyBpESCIJQIEgRFJgDAGkhYBglgiQBAYkQTIN998YxrMZJmFpdcbDgGCWCJAEBiRBMjy5ctNg1mnTh27KKHo9el16vWGQ4AglggQBEYkAXL48GGzQrtkyZJ2UULR69Pr1OsNhwBBLBEgCIxIAkSVLVvW7BW1c+dOuygh6HXp9el1ZoYAQSwRIAiMSAPEe2rfl19+aRclBL0uvb5InrZIgCCWCBAERqQBMnToUNNoduzY0S5KCHpden16nZkhQBBLBAgCI9IA+eOPP+TUU0+VcuXK2UUJQa9Lr0+vMzMECGKJAEFgRBog6uabbzYN54IFC+yiuKbXo9el1xcJAgSxRIAgMKIJkL59+5qG86mnnrKL4ppej16XXl8kCBDEEgGCwIgmQFJSUiR//vxyzjnnyO7du+3iuKTXodej16XXFwkCBLFEgCAwogkQ9cgjj5jGs2fPnnZRXNLr0OvR64oUAYJYIkAQGNEGiK7SzpUrlxQvXlz27NljF8cVPX+9Dr2ezFafn4gAQSwRIAiMaANEPfTQQ6YBff755+2iuKLnr9eh1xMNAgSxRIAgMFwCRBvOs846S/LlyxfVX+5Bouet56/XEW0QECCIJQIEgeESIKpHjx6mEb3xxhsz3TsqaPR89bz1/PU6okWAIJYIEASGa4AcPXpUatSoYRrSzp0728WBpuer563nr9cRLQIEsUSAIDBcA0Tpqu3ChQubTQhHjx5tFweSnqeer553JKvO00OAIJYIEARGVgJE6cOX8uTJY9ZRfP/993ZxoOj56Xnq+Wb20KhwCBDEEgGCwMhqgKgBAwaYBrVQoUIyc+ZMuzgQ9Lz0/PQ89XyzggBBLBEgCIRvv/3WrIHQTQS//vpruzgqr732mmlUzzjjDJk8ebJdHFN6Pnpeen56nlnx888/m5XreqyNGzfaxUC2I0AQU6tXr5Z77rnHNIInvurVqyfLli2zq0esT58+Joy0i6h37952cUzoeej56Hnp+bnasmWLWa2eO3du87M699xz4272GRIDAYKY2Lt3r7z44otmHEAbwb/85S/y8ccfy4QJE8yT+PQ9faTrk08+KTt27LA/HpGRI0dKwYIFzbHuu+8+2bZtm10lR+j36vfreej56Hm50JB46623Qncd5513nrz//vtOs7cAPxAgyHHDhw834x3aCJ555pny6quvyoEDB0LldkNZtGhRee+995waSu3mKV26tDnO+eefL6NGjbKrZCv9Pv1e/X49Dz0fF3aw6q69rsEK+IUAQY6ZM2eO3HTTTaYR1G6c5s2by4YNG+xqIdpV06ZNm1BXzbXXXivTp0+3q2VKnzHerl07M2VWj6MDz1OmTLGr+UqP7w1w6/fq97s8w/23336TO++80xxHX/r/+h4QBAQIsp0O8D744IOhBrxy5coye/Zsu1qGFi1aJDVr1gw1ojpmomMn0dLZT9ddd13oOPrQpg8++ED27dtnV3Wix9HjeQ+70pd+n8tsML270LsMvdvQ4+jdh96FAEFCgCDbHDx4UP7973+bPZ60EdTdZiN5zndGdIxEx0r0WDp2omMoOpYSrU8++USuvvrqUCOv59e0aVMZNGiQrFu3zq4eltbXz+nnvevUlx5fvyda2k2n4xo6vqHH0W68Xr16MUiOQCJAkC0+HTdOLr30UtMI6kaBumWHH1uuayh169bNjJ3osUuUKCHDhg2zq0VkxowZZvdbb6Dde+mYS7Vq1aRFixbStWtX89J9qrz/1/e1XOud+Dk9jh5Pj+tCpzJ7d0g6pVlnWmk3HhBUBAh8tX7lSun8wANy8dlnm4awcePGsmrVKrtalunYiY6h6FiKfo+OregYi4v9+/fLxIkTpWPHjlKxYsXQOo3MXlpP6+vn9PN6HBdr1qxJM5VZ98VyHWwHchIBAl/s2blTRrz2mjxSqZK0qlBBmt12m3zrMOAdLR1L0TEVbXh1jOWB1PDyY1Hd2rVrZerUqTJmzBgZPHhw6KX/1ve1PKvSm8o8duxYuxoQWAQIsuTokSMyZdQoaZ/6V7MGx5O33irfpjaC+n5O0rEVHWPRhli7t7p37266u4LqxKnMeidjT2UG4gEBAmdLUv/679q4sQmONjfcIKPffFP27tplV8sxOsbywgsvmDEXbZh1DMZlIDs7aTebN0srkqnMQJARIIja5rVrpW+HDiY49NX70Udlk8O02uyiYy469uKNKdSqVUsWL15sV8tRutnhiVOZ9SFS0UxlBoKIAEHE9u/dK2N795a2qY2fBscLjRrJogBvmz5t2jS55pprTIOtixF1Md/WrVvtatkqvanMulYESAQECDJ17Ngx+f7TT+WpOnVMcDxRvbpMHD5cjsTB2gRdV9G/f//QlFt9eJNuZJgT6yrGjRsX2kbFz6nMQFAQIAhr05o18mqzZiY4Hrn+ehn66quye/t2u1rg6cruDh06mN1wtUEvV66cmXqbHbS77NZbbw11of3tb3/LlqnMQKwRIAhrdI8eJjzeaNlS/sjC9upBsXTpUrnjjjtCjXv9+vVl+fLldjUn2j32z3/+M7R3l65G1ym/QKIiQBKUN8DtvR6tUsXMmPp6yBA5fOiQXT1DB/btk1UxHoDODuPHj5cyZcqYhl73m9LFgC6bHSrtDnv77bdN95geT5/P8e6778qRHJ7KDOQ0AiRBecHh0YV+2v2k733w8ssn1Exeh1KDVLco8R4vW6xYMRk4cGBU28ZPmjRJypcvbz6v3WPt27eX7XHYxQe4IEASlB0gas+OHea9x6pWTfN+sktJSZFWrVqZ/ac0CCqk/owy289qxYoV0qBBg1BXWN26dU33GJBMCJAElW6ApN6F6HtP1a6d5n3l1U9Zv17+/cADZsA82SxcuFCqV68eCoUmTZqctGXJrl275Jlnnglts67dYNodBiQjAiRB2QGyNzU8hnfvbt6bNHz4CTWP8+pr99aG33+X+dn8wKUg0/2uSpYsaQKiQIECZgde3bdKu7e8pwtqt9ebb75pusGAZEWAJCgvEE58ta1cWT595x05nM4eUV6dudk0tTXe6M66L6eGqbczr3fHod1cLVu2NN1eQLIjQBKUfQdyMLVBXPnTT/JK06ZmBfmff/xxQu3/1d/J8yfS0AdG3XXXXSY8rrjiClmwYIFdBUhaBEiCsgPEs3bpUvN+zzZt0rzv1c/pXXTjBXccwMkIkASVUYDonYi+r+tCTpRRfQDICAGSoDIKBO8OpPPdd6d5P6P6AJARAiRB2YFw4hhI64oV5Qdr6qldHwAyQ4AkKC8QvJeu69D1H33bt5el6Tw7nAABEC0CBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAk/8HwSYLsyhp9osAAAAASUVORK5CYII=)
| Product Number | 4H33-D-02 |
| CAS | 252551-85-2 |
| MDL Number | MFCD00204673 |
| Molecular Formula | C16H16BrClN2O |
| Molecular Weight | 367.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory