![6-Bromo-8-methylimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB9sAAAfbAHa9/VEAAAB+npUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh9+SkIAIFVs1aVK7D2sr7dtkEkMjxXblhLd/vzOBNhFdBiF3vrvnbJ/PLO6Opoa99k3lbE4E5QS0LVxZ2W1OXp6/TzJyt1wUGISBtsnJa9u+zRk7HA60eNVGHZ2lhTOk88+PTTWIOUTU+S2TnAv2+/Hh6cxMKtu0yhYaqaaaN2fjgytUe17FP6ZgRvl9ZVkXzozfd9n+SB4eTo9NST728g19K0RhU9UaNs4b1cJecooP/wJbbbVXrS5hfUJzRGPc+3LxeO+KndG2RTVkqApVP7V+V6DBuFoXO0yGyo/7nBiBgGqdWXmvThC0YFYClAQVgYpBJaCmoFJQGagZKMHxJ7DGtQ6TPJ/eNK4Uuu9Xj6+fZxXfWBuZkykVkqdwESmNkzi6ioymWcavvhhHKYeIRlLGIGksUnkddT4CJ8wY0SzhHAMigULQJEaBJcEPTDhN0578MMdpMoOLVVIucNShWAL2XoPlYu1s2VOhKnOyxg2HkF9608hLfQg4X2qPLRcShNA+IIdAqOY7sPoMiIZAqP04EA+BcFLjS0pugOn4DNMhELpgHEiHQOiZcSAbAqHDxoHZEDj34zgR/IOju/TvKCNuTu+/iLzZ++cI6/UXu95HVG/uKutdZIZ/X8u/U5V2UdTJbSwAAD4WSURBVHhe7d0HuBTVwcbxWBILRsNnF7FrlChBBQE7KLEXbJGohFgCQY2iHyqigg3F8mkAFUWCgEhQo4BgQwTEQhEUFaQoiPSigEgTyfnuO2bH2bN77909Ozu7O/v/Pc88MezM7MyZufPuzJzyCwMAgINf2P8AAEAmCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAgz0aPHm1uvvlm06hRI1O7dm2z9dZbm2233dbUqlXLNG3a1HTo0MFMmjTJXizJL37xC3/KhutyQCY4q4A8eeedd0zDhg2TLuJVTUceeaR588037dV4XIPAdTkgE5xVQB50797dbLHFFikhkcmUTnWfV8Z1OSATnFVAyB5//PGkC/dWW21lrrrqKjN48GDz9ddfm7Vr13rTwoULzahRo8z9999v6tevX+WF3jUIXJcDMsFZBYToo48+8gIjcdHWe4958+bZs6U1efJk06xZM/ufPa5B4LockAnOKiBEp512mn/B1l3F+vXr7VmcuAaB63JAJjirgJBMnTrVv1jr/cfMmTPtWZy5BoHrckAmOKuAkOhdRuJifcEFF9gf58Q1CFyXAzLBWQWE5IwzzvAv1v369bM/zolrELguB2SCswoIyf777+9frKdPn25/nBPXIHBdDsgEZxUQkpo1a/oX6xUrVtgf5yQYBK4TEDbOKiAkW265pX+x3rhxo/1xTuwwcJmAsHFWASHhDgTlhrMKCAnvQFBuOKuAkJRSLazPP//c3HfffebEE080e+21l/nlL39pdtxxR/OHP/zBDBo0KGleoDLZnY0AKlVK7UCC/55uatGihdm0aVPSMoAtu7MRQKXsluizZs2yZ3FWWRBUp7Ll6tWrZ7p27Wo++OADs2TJEvP999+bTz/91LRr186vDPCPf/wjaRnAlt3ZCKBKwb6wGjRoUJJ9YSXupOrWrWt/BCTJ/KwCUC31qBvsjbdx48ZZ9cardxDpuASBuCw3f/58b36NnAhUJfOzCkBG0o0H8te//tUMGTLEC5N169Z5k8YD0XC3epSku5WqLvQuQSAuy+mRlubfZZdd7I+AJJmfVQAy1q1bt5IdkfCxxx7z5j/33HPtj4AkmZ9VALIyZsyYrMZE1/ghI0aMsFfjcQkCyXQ53RHNmDHDdO7c2Xt0VaNGDe+RGlCVqs8qADnTsLXt27c3Rx11lKlVq5Z3gd5mm228/z7ppJNMx44dq71YZxoEtuqWs0NM0/HHH28mTJhgzwqkSH9WASgLdnhoUpcsl19+uVm8eLE9O5CEAAHgdf64aNEiM2zYMHPOOed4QaKX6GqxDlSGAAGQQo/VFCLqngWoDAECIMW3337rBYhepgOVIUAApFi6dKkXINtvv739EeAjQACkuOWWW7wAUS0xoDIECFBmDj74YHPrrbd6reDV4ePq1av9l+jDhw/3GhAqPDbbbDPz1ltv2YsDPgIEKDN2td1003bbbRf6mCaIHwIEKDNqcf7QQw+ZZs2amQMOOMBsu+22Xn9du+++u2natKk30BRtQJAJAgSIgMbW0Kh/ao2uR0ZAHBAgQARq167tPx56+eWX7Y+BkkSAABHYaaed/AAZOHCg/TFQkggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIAIECOKIAAEiQIAgjggQIALbbrutHyA9e/a0PwZKEgEC5NGECRNM48aN/fDQtNVWW5mHHnrI/PDDD/bsQEkhQIA8WLhwoWnVqpXZbLPNksIjOB100EFm+PDh9qJAySBAgBBt2LDBdOnSxfz6179OCYwaNWqYzTffPOXfTz31VPP555/bqwKKHgFiOfLIJ5OmwYMz+8MOLoPy9NJLL5n99tsvJSB23HFH89hjj5kff/zRTJkyxZx44okp8/zyl780119/vVmxYoW9WqBoESAWO0BOP31Axa/KH+3ZUhAg5evTTz81TZs2TQmFLbfc0lx77bXm22+/tRcxL774otl3331TllFtLb1kV9gAxY4AsdgBoql//yn2bCkIkPKzfPly07ZtWy8o7CBo1qyZmTZtmr1IkvXr15t77rnHbLfddinL161b14waNcpeBCgqBIjFDg9NTZv2Nd9/v8GeNQkBUj42btxounXrZv7nf/4n5cJ/4IEHmqFDh9qLVGnBggWmZcuWaV+4n3/++Wb27Nn2IkBRIEAswSA466zn/P9+4omJ9qxJCJDy8Oabb5pDDjkk5UK//fbbmwceeMB7ie5q3LhxpmHDhinrVrXfjh07mtWrV9uLAAVFgFiCQTB8+Ez/v4877p/mm2/W2rP7CJB4mzVrVsUPirNSLu6qVXXFFVeYJUuW2Is4+c9//mP69u1r9thjj5Tv0r/169fPmwcoBgSIJRgEmzb9x1x00Qv+/3/ggffs2X0ESDytWrXKtG/f3vzqV79KuaAfe+yxZtKkSfYiodDdhu46dPdhf2+jRo28uxWg0AgQix0Eo0fP8f9/o0a9zIIF31lL/MReDqVt06ZNpnfv3mbXXXdNuYDvtddekfVnpfcfeg9ib4Pel+i9id6fAIVCgFjSBUGrVi/7/3bHHaN+njkg3XIoTWPHjq04jkemXLTVn1Xnzp3N2rWVP8rMF9XIUs0se5tUg0s1uVSjC4gaAWJJFwQTJy7w/61Bg6fMl1+m1utPtxxKy9y5c02LFi1SLtKa9O9ff/21vUik1DZEbUSCPfsmJrUpUdsSIEoEiKWyIGjbdrj/7+3avZ70mVS2HIqf7ig6deqU1GNuYtKdiO5Iiolaq6vVulqv29urVu5q7Q5EgQCxVBYE06YtM/Xr//zZJ58k17qpbDkUt+eee857p2FfiPXuQ+9A9C6kWKn/rFNOOSVl27fYYgvTpk0bs2zZMnsRIFQEiKWqILjpphH+Z1ddldxYrKrlUHw+/PBDrxaVffFVbaubbrrJq31VKoYNG+b17GvvS82aNc2jjz7qNXwE8oEAsVQVBHPmrPDegSQ+f++9n5+JV7UcisfixYvN5ZdfnrZX3LPPPttr71GKNLaIxhjZYYcdUvbr4IMPNq+/nvrYFcgVAWKpLgjuvHO0//mf/vRvk2jTVd1yKCy1EO/atavXYty+wNapU8eMGDHCXqQkLV261Fx55ZXeYyx7P8844wwzY8YMexHAGQFiqS4IFi9ebRo3ftqf5403vvD+vbrlUDhDhgwxBxxwQMoFVX1ZqU+rOD7imTx5sjn++ONT9lmP6G688UazcuVKexEgawSIJZMgePjh9/15mjf/l/nxx03VLrdixTpzyy0jzLXXvmoGDvzUCyLk19SpU71ece2LqHrPVS+633zzjb1I7AwaNMjsvffeKWWw8847m169ehV1JQEUPwLEUl0QiMJAfWMl5vv3v6dVu1zPnhOT5tGkBop9+35caet2uNH4GxqHI1036yeddJI3fkc5Wbdunbnrrru8ERHt8jj88MPNmDFj7EWAjBAgluqCIOHJJz/05zv11P7VLvfKKzNSAiQ46X3K009PMl99xYh0rtTQTiP/aQRA+0K5//77m5dfftlepKzMmzfPXHLJJSllo+miiy6qOPe+shcBqkSAWKoLgoQ1a36o+DXbNyUIqlru7bfnmPbt3zTHHNM7ZZngdMEFg7w7lhkzlturQCXeeustc+ihh6ZcGDU2+X333ZdTN+tx895775kGDRqklNU222xj7rjjjopze429CJAWAWLJJAgSnn12SsrFP5Pl1q3bWHHB+9J07Dgy6VFYuumccwaa7t3Hm88+C6e78Lj54osvzLnnnptyMVQ13VatWplFixbZi8D81G18nz59zG677ZZSdnvuuWfFuf2svQiQggCxZBMEGiv9tNOeTbnoZ0PrGDPmK9Op0yjTpMkzKesKTmecMcB7gT958iK/+nC5+u6778wtt9yStrvzo48+2kyYMMFeBGlQjsgFAWLJNghefvnzlAu9q40bN5lx4+aZu+8eY5o165ey3uB0yin9zX33ja34A1/gjVtSLkr1l7M6YpwzZ07BO2SsDHdycEGAFCmFwocfLjBdu76b9i4nOOldzF13jfFaxv/wQ3yrZVb17P72228vyLN7tQD/7LPPzEsvveQ1VNTFVgM+7bPPPml7zQ1O+lzzaX4tp+W1Hq1P6y0E3iUhGwRIifj440XmkUc+SBqnPd10wgl9vDFLNBCWHo/FQTHVHlJNL40G2KVLF3PyySen7cE3jEnr1fr1Pfo+fW9UqM2GTBEgJWjq1KUVf+ATvEaMdoAEp2OP7W06dHjLvPnml2bt2tJrbV0s7Rc0WJPG2jjvvPO8X+L2tkQx6Xv1/dqOqAaPUkPLqtrT6E4J5Y0AKXFffPGN1yYlOHZ7uumoox41rVs/Zp5//g2zalXxN1wshhbUemSmbtHVq629HfakLkL06EcX+ZtvvtnrCv6ZZ57xRhLUpDE69A5E/5v4N32u+TS/ltPy6cZetydtj7ZL2xeFqlr0X3311WXRoh/plXWA6H2BGu/p13wp/kK3zZ27suKCNNlcdtlLKQFSp04nU7v2xRUXnyPMttvWNKeddpp38Vq+vLjamnz00UcF7cNJ/WL179/f62DR3obgVKtWLXPppZeaf/7zn964HGHS+rRerV/fY393cNJ2anuj6M+rqj7FunfvHsk2oLiUdYCotlPiAvvoox/YH5c0dY/Sv/8Uc/nlQ7z9O+igG83uu59pttvuwKQ/fv2KbNq0qXniiScKWtOm0L3I6uXwU0895T3jt78/MTVs2NDrfHH69On24nml79P36vvtbUpM2m5tf75fcpdLr8bITNkGyIgRXyb9QtcL6rhasmS16dv3bXPuudeZGjX2TPnDT0ybbbaZ9+tfgxBFVd20unEsXnvtNXuR0OlRkqoA29+vSY/ROnbsmPcAy5S2Q9uT7vGeJu2H9iff4jquCrJTlgGycOFqc+KJffzwUF9W6iCxHCxZstR7h6Bn2unG1A5O+sV7//33my+//NJeTSiGDx9e6Uh6jzzySN6rsqpTxeOOOy7l+zWpau3QocmjThYbbZ+20952TdqvKDqNjNPIjshe2QWIul7/y18G++GhEQbVGK8cqdda/Vo988wzzdZbb51yEQhO9erV82pEhfG8X+s49dRTU75Dj69at26d97G8V69e7b1PSRegTZo08dpClBJtr7bb3hftn/ZT+5tvGlu+du3aKdtQCmPLw13ZBcjjjyd3q96jx3h7lrKki8yAAQPMBRdcUG3bBj1aUsM9vfDOxooVK8z111+f9sJ94oknejWU8k1dc6jxnv39hx12WGTVgvNF26/9sPdN+xtFlyRqyNmpUyevYae9DUceeaR599137UVQ4soqQNSyOzimucbj0B0JkulCoPYGarxXXbuH/fbbz6uGqsZulVHDtJ49e6Ztmb3vvvt63xUFPRazw0v79/DDD8emBpH2Q/tjHzftt/Y/CnPnzjUXX3xxyrHW1KJFi8jeryH/yiZAVq5cl9QliFpsF8NATvpjU/sA/W8xUqO1V155xetqQ9U17QtCcNIjDN1hvPPOO16fVaL2DnXr1k2Zd7vttjP33HNPJI3i9KjunHPOSdkG3W3Nnz/fnj0WtF/aP3ufVQ4qjyiMHTvWHHHEESnboDvczp07m7Vr19qLoMSUTYDccMMbSY+uEmOZ55tqowwcONB75KNuN9SCuroLsT7XfJpfy2n5YqjVopfaqqZ51VVXec+27e0OTrrbSHfHoZpeLVu2rAjvaN47qdzsqrl6xKKKBOVA+2k/UlJ5RHU+6d3H008/nfZ80Xmu8UdQusoiQAYN+iwpPO68c7Q9S2jUME8vpv/85z+nfamYy6T1ab1af6EbAOrCMHr0aK+ri8qqwNqTanVV9agrbJMmTUq5cOn9zSeffGLPGmvaX+13sBxULiqfqKg2Vvv27dO2tFcnjShNsQ+QWbO+MY0bP+2Hx3nnDQq91XmiryQ9Hkj3B5KPSd+j74uyb6SqqFuN//3f/037glrVcvv27es/1orC22+/nfIeQM/fo6iRVIy039r/YHmofFROUZo5c6Y566yzkrZDj9pQmmIdIOvXbzQXXvi8Hx4KkunTw6siqrsAPWKq7pGUnvfXr1/f+wO+++67vYtpVX0k6XPNp/m1nJa31xmc9P3ajkLflSTo2Xdw+6KuFqsu0e0BkvTrN8oAK0baf5VDsFxUTiqvqB144M89IuhdGEpTrAPk3nvfSXp0NWBAOI8u1ApX9esru7Dr7kDdg+gPQ7/Mc20Qp+W1Hq1P663sLkfbo+3S9hXS999/n7RdUXX6JyNHjkwKD71zUUt3/EzloXJJlJHKS+UWJVXrTXy/GquiNMU2QEaOnJ0UHn//+2s5DwNbWRXJxKRn/D169Mh7QzitX99TWd9Iha6aWqgA0TP9YB9N6uerX79+9myooHIJdtOucovynQgBEg+xDJBFi1YnjS+u4V+//Ta3rkpUNTVdIy39EapWkbq8LgR9r74/3ZgN2l5td9QKESAakjX4wly/sAmPqql8gnciKj+VYxQIkHiIXYBoKNgrrvipB1pNajg4frx7XX/9ildDObvTODXMUrcbs2fPthcpCG2HtsduKKft1vZHeTcSdYCoXYNdVZfHVplROQXLTeUYRTsRAiQeYhcgPXsmd1XSrZt7VyVqMXvMMcck/YFpiqqjOheVdRCo/YiqBXDUAWI3EtSLYmTOfrGu8sw3AiQeYhUgkyYtTOqqpGXLlyt+ebt1VaJ+hewxoVXbKYqussOg7bRrh2l/oujvKcoAUfccwe9SzbVyr22VLZWXXcU3392eECDxEJsAWbVqvTn99AF+eBx/fB8zf75bV9Kq1mj3Ttu4ceOi7W6kMtpebXdwP7Rf+a62GVWAjB8/PqlGmhrL6buRPZVbsLGhylXlmy8ESDzEJkBuvPGNpEdXr73m1lXDk08+mTQqnl4y6hY/yncIYdJ2a/uDL0u1f9rPfIkiQNQwTh0xJr5D3XWUWwvzsKn8gt2eqHzz1fCSAImHWATICy9MTQqPTp1G2bNkREOCBi98qtmksanjQPth19TS/uZDFAGi9i7B7yiXvq3yTeUYLFeVcz4QIPFQ8gHyxRffmKOP7u2HR/Pm/zJr1mTfcE+PdYJ3HuoxtNhHpMuW9ic41of2Nx+Ps/IdIPqlHKxtRlcY4Qr24qtyzsedHQESDyUdIHZXJY0a9TLTpmXfiE+dAgbfeeg2PoqXzYWg/Qo+ptB+a//DlM8A0QvfYC0zNZqMa5fshaLyDDaWVXmHXTGBAImHkg6Q22571tSp06niZOzpBcizz2Y/op2qtgZrW+kxj8a/iDPtX/BxlvY/zCq++QwQ1S4Lrlst7hE+lWuwnMOufUiAxEPJBsjQoSPMLrucZPbe+1Lz29/eZNq2fTnrrkr0gjnYzkMvmuPyzqM62s/gi3WVQ1gVBfIVIBs2bEjqOl4t7cPaZiRTuQZ7XlC5q/zDQoDEQ0kGiH4t77TTrmbbbfeu+PXc2NSrd7lZvjz70QXVQjt4oSu3Bmh2AzKVRxjyFSB2JYewH70hmco3WN5hVrogQOKh5AJE42sHn4Fvs81uZuTI9+3ZqqU+ooLdk6i9RLn9mtX+BtuJqDzC6DsrHwGibQ12V9KkSRN7FuSByjlR5ir/sP5GCJB4KLkA0VjKwYuTy12DfXuuFtul1kgwLNrvYIv1MB4L5SNA+vfvn7TOqMcYKVcq52C56ziEgQCJh5IKEA1UFKxq26BBA6exNuwXhBrAqZxp/4PlkeuL6XwESJ06dfz1NWrUyP4YeaTyTpS9jkMYCJB4KJkAUQ+he+21l3/SqZrhrFnZtzZftGhR3qsolpp0VWNVTq7CDhAtH1xf3GvJFRuVd5jHUwiQeCiZADnvvPOSTmLXW+lgC+Z8NZIqRXbjvFxaIIcdIG3atPHXtffee5d94EdN5a1yTxwDHY9cESDxUBIB0rNnz6QL0mWXXWbPkhGNGR4chlbjZ+BnKo9E2aicXMdYDzNA1q9fb2rWrOmvq2PHjvYsiIDKPXEMdDx0XHJBgMRD0QeIRtwLtpw+4IADzHffZV9lV26//XZ/PWpIVyyDQRULlUewgaHKy0WYAfLiiy8mrWv69On2LIiAyj14HHRcckGAxENRB8i6deuSakupi+mJEyfas2VEv5iCtY00DCxSqVwSZaTycvmlGWaANG/e3F+PxoBH4aj8E8dCxyUXBEg8FHWAtG3bNulC9OCDD9qzZMz+JVuoMcyLncolWE4uvzTDChC1+dl+++399XTr1s2eBRFS+SeOhY6Ljo8rAiQeijZABg8enHQROuWUU3J6eRoc9pRfslUL/tJ0Gd40rAAZN25c0np4fFVY9mMsHR9XBEg8FGWAzJs3L6mDw1133dUsXrzYni1jehkcHLmuR48e9iwIUPkkykrllu3L9LACpEuXLv46atWqZX+MAtBxSBwTHR9XBEg8FF2AbNq0yZxwwgn+yaXuNV577TV7tqwEe3DVBXHZsuy7fC8nKp9g4GbbE+v3368xNWrs40/jxn1oz5KRk08+2d+GSy+91P4YBaDjkDgmOj6uCJB4KLoAueuuu/wTS1Mu7RESgi+GmzZtan+MNFROiTLLtsLBmjXrzO67n+lPEydOs2eplnp+DQ5+VS69JBc7HYfEMdHxce2hlwCJh6IKkHfffTepGqlOMtcTNKh27dr+Ou+55x77Y6ShckqUmcovG2vXbjAHH3yzP02e/JU9S7Xsl/kzZ860Z0EB6DgEj4trZRQCJB6KJkBWrFiR1NpV3WmEcdFQdyfBE971eXy5sbsPyabbmLVrN5rgGPVTpmT//kpD7Sa+e6uttsqpxg/Co+Og45E4Nq5DIhMg8VA0ARIch1lTWB0cDhgwwF9njRo1nDpfLEcqJ5VXouxUjpkKI0Duu+8+/7t/97vf2R+jgHQ8EsdGx8kFARIPRREg9kBBl1xyiT2LszvuuMNfb/369e2PUQWVV6LsVI6ZCiNAWrVq5X+3+kFD8Qj2S6fj5IIAiYeCB8i0adOSXpZq0JpVq1bZszm7+OKL8xJM5UDllSg7lWOmwgiQ4EBXHTp0sD9GAel4JI6NjpMLAiQeChog6qqkbt26/omk3mDHjx9vz5aTww8/3F+/anghc8EacSrHTIURIMH3Yb169bI/RgHpeCSOjY6TCwIkHgoaINdcc41/Emnq2rWrPUvOgv1fPffcc/bHqILKK1F2KsdMhREgweM2aNAg+2MUkI6Hy3kRRIDEQ8ECZOjQoWazzTbzT6JmzZrl1FVJZYLVgnNtkFhuVF6JslM5ZiqMAAmOTfLqq6/aH6OAdDwSx0bHyQUBEg8FCZD58+cn/cLcZZddchoBrzJ6RJb4Dk0aEheZU3kFy0/lmYlcA4TjVtxcz4sgAiQeChIg6tsqcfLoLiRfvzCXLl2adKJ//PHH9iyogsorWH4qz0zkGiAct+Lmel4EESDxEHmALFmyJOnkq1evnj1LaL766quk7wqjYWI5sVsdqzwzkWuAcNyKm+t5EUSAxEPkASK77767f/LoDkTvQ/KBX7K5cf2lmWuAcNyKm+t5EUSAxENBAmThwoVmp5128k8g/feCBQvs2XLGs/TcuD7rzjVAOG7FzfW8CCJA4qEgASLDhw9PqoXVpEkTryv3sFELyx21sJAOtbCQULAAkeuvv94/iTTde++99iw5ox2IO9qBIB3agSChoAGyfv36pJbi+pX7/vvv27PlhJbo7miJjnRoiY6EggaIaJzl7bbbzj+Z9t13X7Ny5Up7Nmf0heWOvrCQDn1hIaHgASLBUc40/fGPf7RncUZvvO7ojRfp0BsvEooiQCR4p6Cpd+/e9ixOGA/EDeOBoDKMB4KEogkQPbbS46vgxV6Pt3LFiIRuGJEQ6TAiIYKKJkDkgw8+SKq+qVbqetGeK8ZEz15uY6LnHiCMiV6c7FbojIle3ooqQKRLly5JJ+h1111nz5K1li1b+utr2rSp/THSUDklykzll40wAmTDhg1JA43pPRkKL/i+UsdHx8kFARIPRRcgakwYvHipseGwYcPs2bLyzDPP+Ov71a9+ZZYtW2bPggCVj8opUWYqv2yEESBy8skn+9tw6aWX2h+jAHQcEsdEx8cVARIPRRcgom5Ndt55Z/8E03+r+xNXy5cvT7og9ujRw54FASqfYOCq/LIRVoAE70Zr1aplf4wC0HFIHBMdH1cESDwUZYDIK6+8ktTVyUknnZRTVyfnnHOOv66GDRvaHyNA5ZMoK5VbtsIKkHHjxvnboSmMShVwp/IPHg8dH1cESDwUbYDI3//+96QT1rXKoLz44otJ63J9+Rd39strlVu2wgoQ1fjZfvvt/W3p1q2bPQsipPJPHAsdl1xqxhEg8VDUAaIaWKqJlTjRVEPL9VeP1hXsXynbF8PlIljhQOXlUgsurACR5s2b+9vDnWNhBe9MdVxyQYDEQ1EHiHz++edJDdr2228/s2rVKnu2jNx+++3+etTv1uzZs+1ZyprKI9h7scrLRZgBYt858hirMOzHVy53pkEESDwUfYDI008/nXTytmjRwp4lI3oZHOx3q3Xr1vYsZU3lkSgblVO2L88TwgwQ3QHVrFnT366OHTvasyACKvfEMdDxcLkzDSJA4qEkAkQuuuiipBDp06ePPUtGbrzxRn8deiT2ySef2LOUJZVDsBGnysnVpk3/MUcf3dsPkNmzV9izZKVNmzb+dqn31//85z/2LMgjlXewd2Qdj1wRIPFQMgGirk722Wcf/6TTL+QZM2bYs1Vr0aJF5te//rW/nuOOO67sL0jaf5VDokxUPiqnXAwbNsNccsm/zZNPfmh/lDW7WxXV0EN0VN7B8g+jOyACJB5KJkBEY4UEn9EfccQRTi1hH3744aQ/iL59+9qzlBXtf7A8VD7Fpk6dOv72NWrUyP4YeaTyTpS9jkMYCJB4KKkAkWAfTZratWtnz1KtjRs3msMOO8xfh2obzZ07156tLGi/g7XTVC4qn2LTv3//pOP+1ltv2bMgD1TOwXLXcQgDARIPJRcgakyo8dMTJ58aG7qMmf3OO++YzTff3F+PBsYpxgtnPml/gwM3qTxULsVI27r//vv726pzAPkX/FtT+Yf1N0KAxEPJBYjMnz/f7LTTTv4JuMsuuzg9s7/55pv9dWhq3769PUusaX+D+6/yKGZPPfVU0vaOHj3angUhUvkGy1vlHxYCJB5KMkBkyJAhSV2dNGvWLOuX4fo1dcwxx/jr0PrKpddX7Wew/FQOYf26zBe979pzzz39bS7Wx21xYD/mVbm7vG+sDAESDyUbIHLNNdf4J6Gmrl272rNU6+uvvzY77rijvw69pI97LR/tX7AygvZf5VAKgj0rayrGF/5xYFc0ybZH5uoQIPFQ0gGybt06U7duXf9EVDuG8ePH27NVS7fqW2+9tb+ebbbZxowZM8aeLRa0X9q/xL5qv10fBQUbC2oaPPhze5a0gstkK12VYz3SRHhUnvmu6k6AxENJB4hMmzYtaeAhvehz6epEQ3NuscUW/nq0zqFDh9qzlTTtT7CstL+uQ5KKHSCnnz7AbNhQfQd7uQSI2I0eL7jgAnsW5EDlmSjbfDW2JUDioeQDROyXq5dccok9S0bs9egxT1zeiWg/go+tNOX6UtQOEE39+0+xZ0uRa4BIsEcBTb169bJngQOVY7Bcc+mRoCoESDzEIkAk+KtJk2vjwCeffDLpTkQvmlVbqVRf1mq7tf3BF+baP+1nruzw0NS0aV/z/fdVv2wNI0BWr15t9t13X3+f9FguH7+Uy4nKL/h4U+Wrcs4HAiQeYhMgK1asSOqvR89wZ86cac+WET3WCb4T0aT2EqXW2FDbG2znoUn7lctjq6BgEJx11nP+fz/xxER71iRhBIjofVdwpMmDDz64Iry+t2dDBlRuKr9EWapcXd4nZooAiYfYBIi8++67SY9pdJK6Vj3Uy+Zg7SxNarEddm2UfNF2BluYa9L+hFk5IBgEw4fP9P/7uOP+ab75Zq09uy+sAJFHHnkkaR/VU3PYL3zjTuWlcguWo8o1nwiQeIhVgMhdd92V9IeQyzNcVW0NthNJTKqV8umnn9qzFwVtV7CWUmLSfoRdVTcYBOqB96KLXvD//wMPVN7hXpgBIsHhijWVW4PQXNkNSl2GMc4WARIPsQsQdXVywgkn+Cenuud47bXX7NkypncIaqEd7PZEk2qnaPyMYhmUStuh7QnWTkrsv7Y/H+9w7CAYPXqO//8bNeplFiz4zlriJ/Zyufr222+TujnR9NBDD9mzIQ2VU7DcVI4qz3wjQOIhdgEi8+bNS3r8tOuuu5rFixfbs2VFfUQFW+YmJj0y0zCwhRpjXd+r77drWGnS9uazb6t0QdCq1cv+v91xx6ifZw5It1yuvvjiC+84J/ZdlQb69etnz4YAlU+wcoXKT+UYBQIkHmIZIDJ48OCki+kpp5yS87Nx/YpXC91gI6vgpDGje/ToYZYtW2YvGiqtX98THKM6OGn7tJ35uOsIShcEEycu8P+tQYOnzJdfpv6aTbdcGCZNmmS23357vxwUqoRIeiqX4I8OlZvKLyoESDzENkCkbdu2SRfWBx980J7Fie5m9G4lODxucFINlqZNm3pdz2vwnR9++MFeRVa0vNaj9Wm9wZpHwUnbo+3K9W4rU5UFQdu2w/1/b9fu9aTPpLLlwjBy5Eiz1VZb+WWiX9g8zkqm8gjeeai8VG5RIkDiIdYBoq5Ogo+ddOGdOLHqKqbZ0Jjht99+e0ptJ3vShb1+/fpeTZe7777ba6MyatQob5oyZYqZM2eO97+Jf9Pnmk/za7nKgiox6fu1Ha5jmLuqLAimTVtWsd0/f/bJJ0uSPq9subComnIwRDTpRXGud6ClTvtvvzBXOYVVrTsbe+21l78NN9xwg/0xSkSsA0T0jiDYOOrAAw80332X/uWuq/Xr15sXX3zRq71S2d1B2JO+R9+n79X3F0JVQXDTTSP8z666KrlLmKqWC8vbb7+d8qhRgZyvhnHFTvttV9VV+aicovT55597j5OD26GKHh06dCjbY1PKYh8g0rNnz6QT9rLLLrNnCY3uAtQG489//rOpXbt2yoU/l0nr03q1/qjvNtKpKgjmzFnhvQNJfP7eez9XIa5quTDpmX7wxbomNZYrtxbr2t9gI0FNKpco33moZtd1112XUkswOO2+++7euV3ud4qlpCwCRM4777ykkzWsoTmrM2vWLDNw4EDvEdNFF11kDj/88Gofeelzzaf5tZyW13qKTXVBcOedo/3P//Snf5vEdaG65cKkcrOr+OqOtFz6ztJ+Bu/ANak8ojqffvzxR/PEE08kDQCXmNSxZ7rag0cddZR5//337VWhCJVNgOgXUPC5q2qdRFVlsSrqbkTvQEqtmxSpLggWL15tGjd+2p/njTd+Ku/qlgubjr3d2FCT+k+La1fw2i+7fzhNKoco2nmIHo8Fh1tITHqnd++993qPXnXuX3jhhSnz6CX/pZdeGtvjExdlEyAyduzYpI4SGzRokHMNqThas+YH8/rrs8w994wx/fpN8VqZp5NJEDz88Pv+PM2b/6viF+mmjJbLB3XPYT9CiarKc1Qqq2qu/c539yQJatRq3/EnQkFtlhYsWGAv4o1JU69evZRlatSo4fUuoQoxKD5lFSDSuXPnpBOUbi9+8t13G8wrr8zwqt0G7xo0jRnzlT27J5MgWLFindc3VmK+f/97WkbL5cuECRPMPvvsk3KhUm29MPsJKwRtf7rGrtpf7Xe+6SX4rbfemlIDTlOjRo3MuHHj7EWSqBcJDTGw8847pyyvfXj++eftRVBgZRcgeiYb7CtKNUDeeOMNe7ay8O2368zLL39urr56uGnYsFfShT04vf/+PHtRT6ZB8OSTH/rznXpq/4yXyxdd6NRexr4b0dSkSRPz1ltv2YsUNW2vttveF+2f9jPftZv00ltVz/fYY4+UbahVq1bWjTlXrlzpVe1Nd3zUTdFHH31kL4ICKbsAEXUqGHyRvdtuu5klS5LbKsTV0qVrzKBBn5nWrV9JqiVlT2rHceWVQ8zQoTPsVfgyDQI9EjvppL4p31HVckuW5L9b9so6ntSkX8zFPiKltk/baW+7pqg6/Pzggw/S9oigYQNuu+22nLrXnzFjhjn99NNT1q3H0FdddVXee3xA9coyQESNp4In5WmnnRbb6oMLF642zz47xVxxxZCUC3hwOuqoXqZNm1fMCy9MrfjjXGOvJkUmQZCg77e/r7LlunQZ632mdyaVPT4Lk6qO7rnnnikXKk0aY6Zjx47exawYaDu0PcGxb4KT9iOKIQf0HkPV4YMt2hOTXt7r5XhY1Bnqb3/725Tv+c1vfuO97+E9ZuGUbYBImzZtkk5InYxx8fXXq0zv3pMr/shfSrloByf1mnvtta+aIUOme+8rslFdEARprPTTTns25fvTsd/BqGuUdH1qhUnjxuj5u13lNzjpl3a3bt3M9OnT7cXzSt+n7033Sz8xabu1/a7j32RKNafUpU663hF+//vfez0p5INC4v/+7/+80LC/V+EyfPhwexFEoKwDZO3ateZ3v/udfyLq5V+UjavCpous3jf88Y8/j8uRbjr66N7mhhveMMOGzTCrV7tfcKoLApvet9jbks599/10BxKcdHekMUZWrcpvq3vVYlIboTp16qRcqIKTnu2rmqnGmlfr6jBpfVqv1q/vsb87OGk7tb1R1CJ74YUXkoYRTkxq46EhkvV+Md/02Oqvf/1rUm3KxKSnCFGHe7kr6wARPScONrQ66KCD8v7SMUzqd+qxxyZ4j3vsi25wOvbY3qZDh7e8thhr1+b/YpOrUaPmmHPOGZiyHxpz/fnnp1ZatThM6sBSd6k1a9ZMuVjZk7qWOfTQQ73qqxp/pXfv3t6jpKr6PNPnmk/zazktn0lXONoebZe2Lwoff/yxOfHEE1O2Qy+527Vr5w0nHbVi3KZyVPYBIo8//njSSajuQorZlCmLzaOPfpA0Dnm66fjj+5jbb3/buxivX1/8oWH74YdNpk+fj5KqAScmjX44fnw0jcwSfZ3pIm+3r4hq0vfq+6Ps+0y/9jVIWbpf+6eeempR/NovhruickaA/Ne5556bdAIOGDDAnqVg9Gv7ww8XeI9w0r1HCE76ha4uRNT3lC7AcbB8+RrTufOotLXGbrzxDTNv3ip7kbzRBUntGbp06WJOPvlkrzsO++IVxqT1av36Hn1flBdCvW9Qo8NSed+gQFXv1eneyxxx+OHmg7Fj7UUQEgLkv7755pukmjjq6uTLL7+0Z4uMnmmPHDnaXH/9/aZ+/evMYYfdn3LxTEx/+EN/r+bShAkLvJbecTV16lLzl78MTtl/vXTv3n28V104arrYfvbZZ16tvq5du5pWrVp5VWvV8C1d/0/BSZ9rPs2v5bS81qP1FapmkWo82R0vaiqFGk/q9sSuGbZjRRDX3XVXc+8115jlaVrAIzcESIBa8gZv11XrJco/GP2SGjZsmHcxUTuVzTf/ldlhh7oVwXahOeSQ25IumqefPsA89NB7ZvLkRX4nheXi1Vdnpb0TO+WU/l67lWIsD7U90jsQ/W8xqq7NxdKlS+1FilaibcrWW25p9q9Z0xy/997m4kMPNVc3bmwGP/64Wb92rb0IHBEgljvuuCPpD0gvOPNJNcH0XPuSSy5J+3y9Ro19zG67nWIOPPA6c9ZZz5pu3cabTz8tj0aPVVm3bqN54omJXo0yO0hUdVnviVC9uLb6Vpuu5wcMMKfUq2fO+u1vzV+PPNKfbjrtNPNBkT2GK1UEiEXPmo855hj/j0hdnYwYMcKeLSeq5aV3LGpwVd0z9Lp1G5v77utlpk4tvd56o6BGkrfc8vPgVcHptttGRtKivRSVS79Ta9esMc9362baVtx9BENE0/0Vd/pzPvvMXgRZIEDSUNfqwaqbGugm11t4daGtaptnnnmm182D/UcbnNQrqXognTZtmr0aVGLSpIXemCN2iKj6cq9ek7yGjPhJOfZ8u2zBAvNE+/YpIdK6fn3Tp1Mns5JuUZwQIJXQY6XgH5eeD2fb1Yn619KAPs2aNUv7iCA46Znt/fffX9AX96VOtdXUWPHkk1P73TrzzAHmzTfLu2y/+uqrsh97Y/rEiebOP/4xJUiuPe4482rv3mZjnlvyxw0BUgW1eA3+oWUynoL+CLt37+41ckpXfz74R6sO7x599NGifbFaqtS6/pFHPvC6abGDROOzz5hR+OGAo6QODTWyZbo733Ic/U+P78ZU/EC84aSTUoLk1rPPNpNHjrQXQSUIkCroBXewSwt1dTJ58mR7Nq92zUMPPZT07iTdpOE7mzZt6g3xuWjRIns1CNncuSvNdde9lhIiak+iwbLUnX3cqZuTdB1FMv64MWtWrTKDKv5u/1Zx928HycOtW5v5EQ37W8oIkGp88sknSb/c1JBKv+hmzpzpDctZv379lD/O4KSuKdRHj7qsWL68vH75Fgs1qjz//EEpQXLCCX1Mnz7vmY0b4/d+RANINW7cOOV81I+gDh06mO+++85epGwtqvgB+I9rrkkJkTYNGphnu3Qx369caS+C/yJAMtCjR4+kP8Lq+kZS31pq2a6BdFatiq6VNCq3ceMmM2DAJ6ZJk2f8APn97x82++//N3P00X8xr78+yl6kJC1cuNBrR5Sum/XmzZvzjq0KU955x9xeUUZ2kFyvQcaee85sirA3gFJBgGTo7LPPTvmDDE6qwXLxxRebf/3rXzkNooP8Upf19977jvcY6+CDbzF77nmB+c1v6pktt9zO698p7J51o6Ju3NXtSbq2ROqkcSTP9TPy48aN5o2KH37XnXBCSpB0uuAC81mZvS+qDgGSIT1+ssd63mGHHUzLli3N4MGDY1n1Mc5mzFhqWrR40Oy884kVd4w/vyNQbbnrr7++pHpzVfcn++23X0pw7Ljjjuaxxx6LtB+tuPjum29Mv7vvNq0bNEgJkh4V58eSubTLEgIkC+r5c9dddzV169b1OpTL9+A9yL8hQ940+++fOtqd+qnq2bNnUV98NRSBKmXY267KGtdee63X9gi5+Xr6dPPglVemhEjbRo3Mi48+atatqX7kzjgjQFD2qhplTz8W8jXKnivdDbdt29YLCnt71eaIBqjhm/jGG6bDmWemBIlqa5UzAgT4L43zrUeS6V5An3/++Wb27Nn2IpFSD80a2lYdbdrbd+CBB5qhQ4faiyBEP1T80HjlqafMNccc4wdIu4o7wHTsoLGna4891tx61lmmZ/v2Xjjp3UspIkAAi8bfSDf+uN6BdezYsSAjVr755pvmkEMOSdkmDTvwwAMP8Dg1Qt8uWWKeufNOc1vz5mZcJZ0y2oFR3XRXixZmSQk2KCZAgDTUwK5v375mjz32SLlo699URTuKRnizZs0yZ1X8UrW3QZ18XnHFFV53OSg+dkBkMukR2boSq8FJgABV0N2G7jrsGniadJeiu5V8UPuh9u3bpx0j/dhjjzWTJk2yF0ERCQaDTT881lacVzMnTzZPV5xbwXmHPvmkPXtRI0CADOj9h96D2BdzvS/RexO9PwmD+mlSrwWq7Wd/11577WUGDhxoL4IiVFWA2AZ27erPq0dZpYQAAbKgGlmqmWVf3FWDSzW5VKPL1dixY82RFRcRe90aM6Zz585e32woDdkEyLL58/151StwKSFAgCypbYjaiKQb83zffff1hgLIhsafaVHxy9Nelyb9O701l55sAkQ1sBLz/r2KAEm3zg9HjDDdr7vO3Hz66abNUUd5/XdFiQABHKm1ulqtpxvrRd35T5kyxV4kie4oOnXqlHZUSt2JvPvuu/YiKBHpLvaV0WBXiXk7X3ih/bEvuM4N69aZHu3aJf2bJrWcjxIBAuRI/WepHy07BDQeTOvWrc2yNKPdPffcc947DXsZvfvQOxC9C0HpyiZA1KV8Yt6BDzxgf+wLrlOjKNrhken3hYkAAUIybNgwc9BBB6WEgnpv1sBhagj44YcferWo7HlU2+qmm26i9+aYqOqCrlpYqq77xccfm3/ecYc/n95/6G6kMnZQJEZRXDx3rtn4ww/27JEgQIAQ/VDxh6zBxdTRph0S+rd0rdzV07PaeyA+7It9ddNt555r5kydaq8mSXD+q48+2swtgp6jCRAgD5YuXWquvPLKKoc11miXI0aMsBdFDNgBUdV076WXmlkffVRtw9TgMi91725/XBAECJBHGgL5+OOPTwoOjdmhPq30SAvxZIdEJpM6ZlxdxTACwXmL4e5DCBAgAnfddZdX7Vet1xnaOP6CF/t0Nm7YYL5dvNhMfvtt88jf/ubPq/61KusiPrjO9ZXMEzUCBABCVl2A2IK1qob27Gl/7Ml2nVEgQAAgZNle7DXCYWL+ytqCZLvOKBAgABCybC/2qoabmP/qxo3tjz3ZrjMKBAgAhCzbi73aciTmr6w7k2zXGQUCBABCls3FXtV3gw0K773sMnsWTzbrjAoBAgAhq+5irw4UVyxZYj4aNSqpFpamEc8+a8/uqW6dhUCAAEDIghf7bCY1KqysW5LgfMWCAAGAkNnBkMn0+I03mjVV9IVGgABAGbDDwZ7+1rChade0qenSsqX514MPmtmffmqvIgUBAgCIDQIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOPl/DBpj9OUA9x8AAAAASUVORK5CYII=)
| Product Number | 3H31-9-0L |
| Purity | 95 % |
| CAS | 217435-65-9 |
| MDL Number | MFCD06496197 |
| Molecular Formula | C8H7BrN2 |
| Molecular Weight | 211.062 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-9-0L
CAS: 217435-65-9
Molecule Weight: 211.062
Formula: C8H7BrN2
![8-Bromo-6-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-1B
CAS: 136117-93-6
Molecule Weight: 211.062
Formula: C8H7BrN2
![8-Bromo-6-methylimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-X4
CAS: 957120-41-1
Molecule Weight: 247.52
Formula: C8H8BrClN2
![6-Bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-58
CAS: 1417334-55-4
Molecule Weight: 265.033
Formula: C8H4BrF3N2
![8-Bromoimidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
PN: 3H37-9-36
CAS: 1221791-93-0
Molecule Weight: 222.045
Formula: C8H4BrN3
![6-Bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-Q8
CAS: 6188-23-4
Molecule Weight: 197.035
Formula: C7H5BrN2
![6-Bromo-7-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-0Q
CAS: 116355-18-1
Molecule Weight: 211.062
Formula: C8H7BrN2
![6-Bromoimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-51
CAS: 957035-19-7
Molecule Weight: 233.49
Formula: C7H6BrClN2
TSCA: Not listed on TSCA inventory