![6-Bromo-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABhKAAAYSgEINLhAAAACJnpUWHRtb2xTb3VyY2UAAHicjZVdb9sgFIb/CuJ6AQz+jOJUWatJk9pdrJ20u8mxSWLJhgo7X/9+B3td7YQ6lXxxAuc5L+fwiizuTnWFDtI0pVYp9gjDSKpcF6XapvjXy7dZjO+WixySIFE1Kd617euc0uPxSPKdrLOTViTXNe7356emHOUcBdFmSzljHv399PjcMbNSNW2mcglUU86bbvFR51nbneIDCVpn5lAq2qfT2hz6an84sx8jp6bA773cw94KULQpK4k22tRZiw6cEfjYF7SVSpqslQVan2FZEB96Xy6eHnS+r6VqIbQVyjyrnluzz2Gh1pXM91AMgu8PKa49ALJW1ytjsnMforJIcebBFCtpy7ycXyWcBRrlKZ4xIrwkxOhsf3hEMB5DCWrBIc7duEc4Z/5NWlzQP3qaE48Hb9owgiBMXLTv1hYkSBj/TwfCrR24aZ8kXCQ9DRcgIu6CQzccEh5E4U3p6IL+ano8gpN74pZ2/AltTljk1k7cIx+2DXTsu2mPfWLmH4t7l24D9d25MBosfq/3qgXnOCzASeDH0XtBOnDyWqtiEHY6ayhiU37KTcOtLLI+1aaQxgpAAZs6BPgY4Mha8x+wcgFiDAhk3TgF+GPAR9aAU0AwBgJkTTcFhGMgRNZnU01HV0A8rRCPgRhZN00ByRhIUGegKcLuX8zpJnJ52wx1Rptkri/cjdCBv+jbqwrh1YtLB88xhT+h5V+3ZgVpNqyzZgAAMv1JREFUeF7t3QmYFNW9/vHkJtFr3K4akxiXGBM1KsYlGBUlIq64L3G5ygUlMYIb7gY17qgYjSQGgyIIUUBU4gq4oeKGyuKGKKIiKoiagBsCojn/eQ//01af6emp/nUVzHR/P89TD8zU6e6qnpl6u876DQcAgME34m8AAJAGAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgANBC/P6Xvyy5ndS+vbu0Sxf3wE03ucVffBE/bJkhQACghYiDo9R2WdeubuHnn8cPXSYIEABoIUJIJH311VfuX7Nnu0dGjHA9d9rJ77+zX7+iMssKAQIALUSpAEkaf++9fv8fDzww3rVMECAA0EI0FyCfzJ3r9x+33XbxrmWCAAGAFqK5APl03jy//5SOHeNdXvLxr06Y4K7/wx/cWZ06+cDpvs02UenqESAA0EI0FyDjR43y+/90zDHxLi88/s5rry38P2zHtm0bF68aAQKg4D//+Y/fsGyUChA1os+dM8eNu/12d/LOO/v9k8aOLSoTJAPjzz16uGmTJrmF8+fHxTJDgABwX3zxhfvjH//ovvnNb7pvf/vbbsCAAXERLAXxXUO8/WHvvX1DelMK4dG9u/tPQ/DkjQAB6tyYMWPcxhtv7L7xjW8Ubdttt517+umn4+LIURwY8XbsNtu4vscf7+a89Vb8UC+UmzZxYrwrFwQIUKemTZvm9tprr6LQWHPNNd2qq65a+Fp3JF26dHGzZs2KH44chACIfbFwoZv9xhvunuuvd8dtv72vynr/7bfjYoXH51ltlUSAwOyXv7zOb23bXtdwMfpXvLtIKItl76OPPnKnnnqq+853vlMIipVWWsn17t3bLWy4UDW3H/lpKkCSnrjrLl/mhnPOiXelenyWCBCYhVDQdvLJY+LdRQiQZU+Nsdc3fILVXUbyDqNr165u9uzZcfGSdygbbLCBGzlyZFwUGUkTAAs++8yXOavhZxNL8/gsESAwC6HQvv0g/+8LL8yJixQQIMvWo48+6rbccsuiMFAbxzPPPBMXbURtJD//+c+LHrvzzju7F198MS6KKqUJgBAgx2+/fbwr1eOzRIDALITCtddO8P8ee+w9cZECAmTZmDFjhjvkkEOKLv5rr722+8c//hEXLUu9tK6++mr3P//zP4Xn+da3vuW6d+/u/vWv8tWXSC9NADxx552+zPkNP9dYmsdniQCBWQiFTz9d1PCJdLD//zPPvBsX8wiQpeuzhk+p6pb73//934ULvv5/7rnn+n1WH374YcMHhWN9eITnXW211Vzfvn3d4sWL4+KoUFMBsHjRIjf7zTfdvQMG+EZ0lbm/xIeAph6fFwIEZslQGDz4Of//Ll3uiEotQYAsPTfddJNbZ511iu46fvOb3/i7kaw8//zzrkOHDkWvoWqu++67Ly6KCoQAaG4b0KuX++rLL+OHEyBoPZKhsGDBYrfHHjf5r8eNa9xHnQDJn9oztm/4dJq8qG+xxRbukUceiYtm5rbbbnM/+clPil5z7733dq+99lpcFG7JXFZDL7vMnbP//u75Rx+NdzcKirBpLis1mv/9jDPcC+PGxQ8rIEDQasShMGLEFP/1YYfd5uLZMOKyyI56UKknlXpUhYv49773PXfddde5L0t8Ss2auvZecsklvqtveP3lllvOnX766b5LMJz7cvFi99DQoYWpSLQNvvDCuFirQ4DALA6FxYu/cvvuO8x/7777pidKNi6L6i1atMhdeumlbuWVVy5cuDV245RTTnHzGj7pLm0abPh///d/RUH2/e9/30+Loi7E9WrKk0+68w4+uOiO4qpjj/WLRLV2BAjMSoXCPfdM89878MBbGj79fn3RKFUWdv/85z/9mIxk1VGnTp3cq6++Ghdd6saPH++23XbbomPbaqut3GOPPRYXrWlzZs501/TsWRQcZ++7b5MTIbZGBAjMSoXCV1/9xx1yyK3++3fc8Urh+6XKonIvvfSS69ixY9HFWfNYjR49Oi66TGlG3yFDhrgf/ehHRcd62GGHubeamMepVnz+6afutquv9u0WIThObN/ejRo40PemqiUECMyaCoWxY9/0399rr6Fu0aIldfBNlUU6GmvRo0cPP1NuuBhrTMZVV13lx2i0VJ82XEzPPvtst/zyyxeOe4UVVnDnnXeem7+U5mtaWjT77eN33OFO23XXQnBoDY5BDec674MP4uI1gQCBWblQ6Nx5pN83bNhL/utyZdVrq0+fJ9z48e/4dhR8TWMr/vKXv/ixFuECrDEYxxxzjB+T0Vq8+eab7qCDDiq6G1l33XXd0KFD46Kt0muTJrmLjziiqLrq8qOOcm++tOT3v1YRIDArFwpPPfWO37fbbv9wn3++uGzZMBWKtg4dbnTnn/+ID5Vw91KvHnjgAbfJJpsUXXR32mkn99xzz8VFW42HH37Y/eIXvyg6p3bt2rkJEybERVsFNYRr2dhkcJy5555+5cB6WJiLAIFZuVCQY4652+8fOHBy2bJXXvmk23bbAYUyYVOwnH32WPfgg2/4cSb1QmMo9t1336KL7Prrr+9uvfXWuGirpK7Ff//7331X43B+//Vf/+WOPvpo995778XFW6RFCxa4uxrO4fiG8AvBoRHid/brt9SmUm8JCBCYlQsFef759wp3Fc2V/fjjhe7uu6f5WX233/6GRmHSrt1Ad8YZD7hRo15z8+e33Dr/anz88ccN53iGH0MRLqwrrriiu/jiixsCdEFcvNWbO3eu69mzZ9G08aussoq7/PLLfRfllurp0aPdWZ06Fd119G/4uX1Yh2umECAway4U5KSTxhQFQRoKiNGjp/vA2GGHgY3CRAHTs+cYHzgKntZOYyRuuOEG94Mf/KBwIdVYis6dO7t33y09t1gteeWVV9wee+xRdMf105/+1N15551x0WVq8sSJ7pgDDnBHbL55ITguOvzwpbb6X0tEgMAsTShooSktOJWmbCmqunrooTfcueeOLWorCZuqvnr0uNeNHDnV/fvfn8cPb/Eef/xxt/XWWxddPH/1q1+5p556Ki6amTlz5jS8pw+5v/3tb+7MM890Rx11lN/UPVjzW+nf8D3tv+aaa9yDDz6Ye/XSvffe6zbaaKOi92KXXXZxU6ZMiYsuVTpvvRfqvPCz1Vd3uzeE26kNxzVu5Mi6HiApBAhaDTWqP/bYTHfBBY8UZv9Nbttsc71vdxk+/CX3/vv2GWeXhpkzZ7rDGz69Ji+Wa621lhs8eHDmja+6AGsqdi0OlZyO3bJpuVvdLVxxxRVu8uTJ8UtVTV2Sr7zyyqJlddV1+fjjj2/4gPDvuHiuVI122WWXFY30X7Ph/1eed5777JNP4uJ1iQBBq6Tuvk8//Y675JJxvqdXHCbajj76TjdkyPNu1qyW88eusQ/nn3++HwsRLkoaI9GrVy8/ZiIrGnCoKU3igXylNgWXGunVO0p3IPpXX6d5rBrCtSaIRp9n6YMPPnC/+93viqaNX73h07/uhpbGtPF33HGHr0ZLnuuee+7pq9vwNQIErZ5Gv0+cOMuPJenU6eZGQaJt//2vcFddNdhNm7bsZokdNmyYH/uQvCgdeOCB7o033oiLmmhSw/79+zfciW3T6EKvTUFx5JFH+k/4d999d+oZc6dPn+7uueceP2ixS5cujc4hbJrOvU+fPpnOw6W7nF//+tdFr7PZZpv5KrU8KHhVbZZ8PVWrjRo1Ki4KR4CgQn37jnf77DPUD/prqdT76+qrxxcmdtxyy6vdj3/c2a2yymb+grDpppv6kdAvvPBC/NBcTJw40e24445FF6XNN9/cjc1oTiQFh9oztNJgfFHX6+rCrwtjljTnVr9+/Rru/nbzXXCTr6nqJy1cleVKhbfcckvDz/DHRa+z//77u9dffz0uaqLqseOOO65opL/Oo6WP9F/WCBCkphl2wyd6XaBbg6lTP3R/+ctY167d790KKzSukvnZz37mq4+effbZ+KFVU2N1t27dii6wa6yxhrv22mszm2b9xhtvbLR4lKqe/vCHPzTcbU2Li+finXfecb17927UAK62AwXJ559n07lBz3PhhRe67373u4XXUJfns846y31ibJNQddhf//pXXz0WnjOM9Fc1GsojQJDKu+9+7Hbaacl4DjVgz5mTXX390jJlysvuggsucG3atGkUJNr0CVftBuoZVQ01vqoqR2MawnNrrMNJJ53kxz5kQdVP8YqA6623nq/CWpafmNV2oJl3k8elBaeyrAJSYKkqLvkaP/zhD92gQYMq6oCgkf66G00+j6rLWvNI/6WNAEGz1GDdtesdhbuPhx+eERdpdXQB1qfmtm3bFl1AwqZP8arS0NQbldwt3HXXXf6uJvlcu+++e8Od0NS4qIm6japnUHKtc40fUXC0pMF3ajPZcssti94HzYX1/vvvx0XNnnzyyUY/P339xBNPxEWLqE1nv/32K3qcPjyMGDEiLopmECBo1jXXPFMIj0svre7TeUuktcLVsLzDDjsUXVTCtuaaa7rf/va3fr3vpj7dv/zyy27XXXctetyGG27oG6uzonp69QQKz6/BhuqplNVdTdYUvOo+nOwGq3aacWWWZK2U7jh056E7kOR7f8QRR7i33367qKxG+mtcSzzS/6KLLqrJkf5LAwGCsp555l0/vkLhoXU+Fi7MrgulPjE///zzfo4nTdcRBq+paiZs4Xvar3Iqn+cnbY38VoO0XjvZhTRsGkehnki609BFRxf1E088sVHjq8ZJZHmcaohPNiKri2mWF+I86T094IADCseu90orKVZS3dQctYGoLSQZDmorUZvJZ5995gYOHFg00l+bqsFUHQY7AgRNmjt3QcMn3pt8eGguqtdfr34glwa1qQpG1Tr69BdfoNNsepwer+fJc5Syqlu0HKt6GiXnawqbvpcMGTWW604ly2oaUXVQsspKvY9a41rjGsORvMAfeuihmYasqFeW3p/kzynuJaZuznmO9K8nBAhK0odDzTcVqq5uu+3luEhq+pSuqox4yo540/rZGsC2xRZb+DsA/auv9f24bHLT8+r58xyprGoijRLfZ599ii7mYWvfvr2bNGlS/LCqDR8+vBBeCiuFZpaf3Jc2TduuRvXwvqnaL8sBlIGmatF4keTPSONg1GutNb9/LQ0BgpK0EFQIj9NOuz/enYq6sWp22WQdeNhUHaOqKVUtqAttc4PPtF/lVF6Pi8cEaNPr6PX0unnSBU8LIYXX3XnnneMimbj++usLdzgara510GuBFsLSfF/h/VPDdx6LY6mLrtqh9BqqzrJ29UXTCBA0ogkQw5TqGtld6Yy3Gtim6TriT+q66J9zzjmZTQeh59HzxWGi19Xr6zjypEZsvZ7GXGRN7T2h6kVVdupyWkvULpGcgVchksedyCGHHOKfXz3jkD0CBEW0euDBB4/w4aHG80mTZsdFyrr//vsbzSG03XbbZdobqRQ9v14n+bo6Dh1PXvIKEI1DCeG70kor+e6qtUg92sIFXpuqs7JuEyFA8kWAoMiFFz5aqLrq3z/9MqOqLjj99NMLF1VtGrCnuuilSa+XHCio49Fx5TEBXx4BoilCwqho9VYaPXp0XKSmKESSdyJqWM+yjYIAyRcBgoL773+9EB7dut3lJylMY/bs2UWf/vWpWeMq8rhop6HX1evrOMIx6fh0nFnKOkDULTgZfuoBVg9UnZVsE1EX36wQIPkiQOBpyvPkVCXvvZeuPlrzLamnVPjj11TgWbVxVEvHoeMJx6bjzHJ+qKwDpEePHoVjVWeAeqJG9NA7S3deWY1xIUDyRYDAffnlV37tjHD3MXbsm3GRktRtVaO0w0Wva9eumU2clxUdj44rHKOON6vutlkGiOaQCse47bbbNjnivZapi696m+k90Ij1LMbTECD5IkDg+vV7thAevXs/Fu8uSZ/kk+GhGW1bMh1fMkSyuBPJKkDURTm8l5qAMav1QVojDTYMPyfNnVUtAiRfBEidmzBhVsVTlcyaNauo2upPf/pTXKRF0nGGY9bx6zyqkVWAaCqUcFxDhgyJd9ed5LQnWie9GgRIvgiQOjZ37mdu990H+vDQuI/p05sfya2qlWSDeUu/84gl70R0HtVUFWURIFrUKsyjpdHsWDJ3Vhh8qnaRaqpFCZB8ESB1rHPncxv+QH/n2rTp7UaMSDenlLrEhguw2hZao2SbiM7HKosA0Sh2PYdGnGuiSCyhqWnCz0iLUlkRIPkiQOqUVmFbfvk13eqr/8p163ZFvLskTWceLppakrW1ToGt49bx6zx0Pjovi2oDRAMGw0VSa4/ga5oKPqwnorsR6/K4BEi+CJA6pE+6YaTzeutt4P797/LzUIkuumGEucZXtJSuulY6/jBOROdlCcNqA2Tvvff2j1fPI1XboJhmIa72LoQAyRcBUmfmz5/vNtlkE/9HpWqTRx55JC5SkuaWCn/MGqRXC3Qe4Zx0fpWqJkDU9hEeryngUVqYwVlrrDQ34WYpBEi+CJA6oxXsKv1U995777kVVljBP0ZVP8tqhHnWdB6hKkvnp/OsRDUB0q1bt0KIZ9GluFYlx8donflKESD5IkDqiGZ4DX+M7dq1Sx0EGhUdHvfggw/Gu1s1nU84t0pHf1sDRNVlGu+hx2p9ETRN82JttNFG/r36+c9/Hu9uFgGSLwKkTrz11lt+OVb9MelffZ2GFmkKXSq33377eHdN0Hnp/HSelSxKZQ2QZJDfcsst8W5ENDdWeL/Gjx8f7y6LAMkXAVIHdKehO47wR6gLWFp9+/YtPE6NmrUo2Vir803LGiD77beff5zuQqoZ41AvtG55WFire/fu8e6yCJB8ESB1QG0d4QKpNpBKhEZMLdqU5TTbLYnOKyxKpfNNyxIgCoww31NrHUezLOy+++7+PdOUL5X8HhIg+SJAapx6WYVPb+p9pV5YaU2ZMqUQPFr5r5bp/MK56rzTsASI1isJrzNixIh4N5rwt7/9rfC+TZ48Od7dJAIkX7kESPhBp1FJ2XL0R69RxfoE+b3vfc995zvf8Z9WOnbs6Ee11uN6yBp8tc466/j3V+M+Kh3pfPnllxd+PlOnTo131xSdXzhXnXcalgAJQaXHZjHbbL3QuJ3w86lk7jUCJF/VX7lLqCQUKilbipbAVL1oWD+6qW211VZzw4YNix9e0/bff//C+WvkeaVCtYGqd+pBqMbSeadhCZAddtjBP2azzTaLd6EZ4cOQVjBMiwDJl/3KXUa4aKVRSdmYGod32WUX//gVV1zR34Fo/Wj1pNEkeXPmzPHTVBx//PF+v/V1WqPkLf++++4b726Wgjm8Z0cddVS8uybpPMPvUpq1uSsNEE3PEdo/mLqkcl26dPHvnQYVpkWA5CuXK2oloVBJ2diZZ55Z+OWYPn16vLuIVjw77LDD4m/XpBdffLEwVcmPfvQjf+6VUnVX+NkMGjQo3l2TdJ7hnNNU91UaIFrnIzx/v3794t1oRnLmgLRT8RMg+bJduZtRSShUUjZJv0DLLbec/0SXttGzHqiXz6abburfU1XrjR07Ni6Sihp4w8/m6aefjnfXJJ1nOOc0DdyVBsjo0aMLz6/GdFRGa4NU+v4RIPmq/MqdQiWhUEnZpEsuucQ/7uijj4531bXf//73hff07LPPjnendtFFFxWexzIHUWuk8wznrPNvTqUBkhxT8/bbb8e70YzkHZyqaNMgQPJV+ZU7hUpCoZKySaHto1YHt1ncfvvthfdTiyWlnaqklDBn1hprrBHvqmk6X513mvEylQbIKaec4surerGSsQxY4quvvvK9K/UennbaafHukgiQfFV+5U6hklCopGzS2muv7R/HNNhLzJw50/c003uiRsY333wzLlKRQw891D+XpjqvJ2HKep1/cyoNEM26q/Lf//73411ISV309R4ec8wx8a6SCJB8VX7lTiGEQiVbpUIjsWUdh5guthpw11o3tXPoDyS8l1nMr9SpUyf/XFrUp56ERYx0/s2pNEDqNZSztMEGG/j3MG2HGAIkX5VfuVOIwyHNVqmsAkThEbpW1sKmro5Z6NChg3++Wp1AsSlhYkWdf3MqDZB6DeUsbbHFFv493GuvveJdJREg+ar8yp1CuJilUUnZpKyqsAiQ0ur1YpfnHUgIZU1sCZtKAl4IkHxVfuVOIVzM0qikbFKWjehUYTVWr9UtebaB1GsoZ4k7kJal8it3CpWEQqmyL730kuvVq5dr27atW3311f06DVpMRj1jtBSo0I23WNaN6KHBV42W9SQ00qZZZrbSAKnXUM7ST37yE/8e0gbSMqS7yleoVCg0pVTZ8L1Sm2aWHT58uK+6Upc+BhJ+LctuvMlxIB999FG8uybpPMM55zEOhF5Y1aMXVsuS7ipfofBHmEapsttss40fKKTpJD777DP38ccfuwkTJhQ+wYXJ/dQXPPxyvP7660XPEdPMtIcffnj87ZqT1UBCVYOF53n22Wfj3TVJ5xnOOU01YKUBEsaB6EMP40AqxziQlifdVb5CpUKhKZWU1ZxOKqslWUUTJoaGyZVWWsmvaf3UU0/5EcXap+my77//fnfCCSfUzWSKWU1lojUXws9myJAh8e6apPMM55xmzYlKAyQ5El1VjqiMPiSG9y/tXGIESL5yuaJWEgppyuouRG0fnTt39mU1u26wcOFCfzvb3HTuGmGsqq96kMVkinpfV1hhBf8caUZl14Iw+l7nrfNvTqUBMmbMmMLv4wMPPBDvRjOSSw+n/WBEgOSr/JXbKPyQ0yhXNhkA2jSIqE+fPiXr9tXwfuqpp7qtttrKh0VyQSl98vv000/jh9S0aqdzF7139fTHF3qy6bzTqDRA1LEh/EzSzuWEr11xxRWF92/27Nnx7pIIkHyVvnK3EHGAqJrq5JNPTrVWA6pfUOriiy8uPL7aXl0tXfLirvNOo9IAUR1+uDM89thj491oxpFHHunfu1CFnQYBkq8WHSCBFohSW4buLvTLoDsNNK/aJW0nTpxYuKheeuml8e6aovML56rzTqPSAJFf//rX/jEbb7xxvAvNWGuttfx7l3YMiBAg+WoVARLMmDHD/zL88Ic/jHehCRpoqK7Pet822WQTN3/+/LhIWRp/o8fW+hKsOj+dp843LUuAnH/++YWgSrsoEpa064X37eqrr453N4kAyVerCpBp06b5Xwb1qEJ65557buGPr9IG8WQ11vjx4+PdNUHnFc4xbfWVWALk0UcfLbzWzTffHO9GE/785z8X3rdKxn0RIPlqkQGiuYJuvfVWv4CM2js++OAD3wOjTZs2/pdhjz32iB+CMtTpQO9p+APUe5uWFj4Kfe8POOCAeHdN0Hnp/HSelSz0ZAkQ9e767ne/6x+XZroULLHjjjv690y9CitBgOSrRQZIuNCV2tTD6uWXX44fgma89dZbvvFR76H+1ddpaYJGPU5dpadOnRrvbtV0PqELeKUTUVoCRDQNhx6ndql6GeVfDdU8hPdagzErQYDkq0UGiBoxNaJa9dH6I1OV1eabb+5OP/301N330JjuPEIQ646kVHfoUhTY4SJba3ch4e5D51fpBxNrgCTX9h4wYEC8GxG9v+H9Unf9ShAg+WqRAYL8hMFy2tQ2ktYRRxxReJx6xNUCnUc4J51fpawBouDWfFh6rKpm0DTNKKFqK71XmuKoUgRIvgiQOqNeWOqNpT8q9c567LF0DeOavFLjcPQ4dUHVlCmtmY5f56Hz0XlZ1pWxBoiEebG0afodlHbdddcV3if9v1IESL4IkDqk8SArrriaW3XVX7hf/vJ3bt68dF17L7vsssIfc48ePeLdrYqOP5yLzsuimgDRXFjLLbecf/zee+8d70YDdaBZb731/Huk8UxpppeJESD5IkDq1IABt7n11+/q2rS5uOHT8H3x7pJU9aJp4sOF984774yLtAo67nAO1Ux7X02ASLdu3fzj9TzPPfdcvLvu9e/fv/Bzsk79QoDkiwCpYz173t1wB3Kd30aMSNe3Xl2rV1llFf9HqX/DAl+thY43efw6H6tqA+S1114rDPLcbbfd4t11be7cue4HP/hBVXcfQoDkiwCpY/PmLXCdOt3sA2T77W9w06f/Oy5S0ogRIwoXT/1xv/POO3GRFknHGaZ20fHrPKpRbYBIuAvRVsn4nFqX7Oxx4403xrtTI0DyRYDUuQkTZrlttrneh8ghh9za8EkvXXVOcu4odbe2NEIvTTq+MC2Ltizm9soiQDRIVss2hzCut1mjSxk3blzhvd15552rWnyLAMkXAQLXr9+zhaqs3r0fi3c3Kbn6odaqrqY6KE86rrCWtjYddxayCBBJ1vV379493l1XNLAyTKuvMWCq5qsGAZIvAgTuyy+/ckcffWchRMaOTTd1u6Yn17Tk4eKnSS716bEl0fHouMIx6nh13FnIKkB0PMnOCdVWrbVWutNILkGQxV0iAZIvAgTerFmfuJ12utEHyM47D3bvvZe+KkXT64c/+m9/+9vuqquuiossEzoOHU84tqyXAcgqQETrkYSpZtS4r+Vb602ym/iee+6ZSdATIPkiQFBw//2vF+5CunW7q+EPOH3d87XXXlsY16BNddfTp0+Piy0Vel29fjgWHZeOL2tZBoiMHDmycMyaumfevHlxkZr1z3/+s9Aj7cc//rFfAygLBEi+CBAUufDCRwsh0r//hHh3WZoWfe211y5cBLW2+IUXXug++eSTuGgu9Dp6vbCWuzYdT17T0GcdIHLSSScVjl2LTy1YsCAuUnO0Pvzyyy/vz1ntHhMmVPZ7Vw4Bki8CBEU+/3yxO/jgET5A1Dtr0qTKJq/Up+bf/va3hYugNs2grOqJvD5R63n1/Hqd5OvqOPJ6TckjQL788ku33377Fc5Bkz3qe7XqySef9JOl6lw1nb6WbcgSAZIvAgSNTJv2Lz8uRCGicSIff1z5IK6HH364sMpf2HRn0LlzZ7/POvo70OP1PHq+5B2HNr2u9uUtjwARzdMV1r8IIVKLdyKjRo0qzK+m6qthw4bFRapGgOSLAEFJw4a9VKjKOu002+y7agTVRSFMWpjc1FB84IEHumuuucav0vfhhx/GDy+i/Sqn8npcGE2e3PQ6er0sGl/L0ViNoUOHFl63Y8eOcZGqaST2FltsUXgNVWfleTe1tGka+9DBQVPpX3/99XGRqulDxlZbbeVfQ7MfI3sECErS2K2ePccUQuS22ypbKyNJVTBaA0MX/rC6YalNVVDrr7++b0Du0KGD/1dfx1VTyU3Pp+fV8+dZ1aML+uDBg90+++zj6+nj42jfvr2bNGlS/LCq6DWTdyJ6P1p77yxd1M8444zCOem9zGME/kMPPVR0B6y7VGSPAEGT5s5d4Pbc8yYfIO3aDWy4eFXfM2bOnDlu4MCB7vDDDy8bDOU2PU6P1/Po+fLy/vvv+0/KmqeqVPDpe6HnkDZ9kla7ix6XFVVnJdtEdOfVWseJqKvytttuWzgXjcB//PHH42JVUcAmx5JoUzVZS+laXmsIEJT1zDPvFk11snhxdtVDGjj2yiuv+Nlx+/Tp444++mh31FFHuV122cXfgehffa3va7/KqXw1U1s0R1OeaOZXvX4yHMKmsRpa+vauu+7y7RLqbnriiScWjTdZddVV3RVXXOGnI8+C7qySvbO0acR6a5r2RHdvyWrHNm3auFdffTUuZqYeeGeddVZRV3KtPa9eea197ZqWjABBs6655plCVZYa2GvNjBkz3JVXXul22GGHRoGhbc011/R3Fvfdd59fIa8ULYe76667Fj1uww03dHfffXdc1ExjJcJgQ22aOyuP6p8sae0ZVe8l35fjjjsus04B+jAxaNCgotkGtGmFybfffjsujowRIGiWpjrRfFnXXTexosGFLZnmWOrdu7dr27Zto8DQpmVUdaFTb65K2lZ0ZxLmcgrb7rvv7qZOnRoXNVHYJac90aYqNl2oW5JZs2b5RbuSd3EK4izXkFEX4Pjnp6+feOKJuChyQoCgbkyZMtVdcMEFvvokDgxtGgGtpWarrZdX1ZWq3JJVNmovUTWUGsarpV5mmoAxzOIbNjXwL+vlcadNm+anYk9WJal674QTTsisF5mm5T/yyCOLzl13ILoTybN6E40RIKhpU6d+2HD39LTr0OEMt/LKGzUKDd0t9OrVyz377LPxQ6umBn6t96HG9fB66gCgaVUquatpiro26/njthpVxanxXzPbLg1qYxg+fLgPsOS5alNb0osvvhg/xESvozYNtW2E51dQqe1jac12gGIECGrO88+/566+erzbd99hhbabDTc8ueHiraqfb7pNN93UnXfeeUttNcWJEycWdcfVpi65Y8eOjYuaqDpOQZL81K9NXWQPPfRQd/PNN/sqpSxpHRP1BlMnh5VXXrnodbUpTKq9k0u65ZZb/B1i8jXU26q1d2tu7QgQtHpql5k4cZbr0+eJwgqL8XbIIQMaQmV4w8V22V1wNMhx3XXXLboIagxLVuuoqNFYVXBhKdh400BL9d7SYEx1CEjbyKwqI81Xpd5pxx9/fKMZBsKmKjsFWVZ3HDJ58mQ/iDL5Onr9Bx98MC6KZYAAQauk7sRPP/2Ou+SScW633f7RKDC0aY2TIUOe91PVtxTz5893559/ftH0K5pIUNVoWXXL1WA9Daw87LDDGk3zUmrTJ3sN2NTId1U56V99HX/iL7Xp2DVORXcjWfWsEt3hqC0lWT2nNh+FX7XT4CA7BAi8cNFNo1zZsK9t2+a7/JZ7nlIWLfrSPfbYTHfBBY/4NUviwNB4lWOOudsNH/6Se//9z+KHtygzZ870gyGTF+O11lrL3Xzz7Zk2BC9cuNBPAaPQ0if5MOutdVM1mdpYzjnnHD/aO+sxFl98sdh3qdZYmvCaaoTXnU9WU7wjOwQIvEou5uXKJi/oJ588Jt5dpNzzBAsWLG64UL3hzj13rGvfflCj0Nh22wGuR4973ciRUxsuMNlezJYGtRNsvfXW//9CuaJbY4127qCDLncvvJDfCHtVmY0ePdr17du34Wd0sm/H6Nq1q7/7CJu+1vd79uzpy2niw7zXd3n44Zcafp6HN7wPSyZY1KbBpFOmTImLooUgQOCluZgH5cqGfeFiX+5CWO55HnlkhjvjjAcaPu0ObBQamilY83Tdffc000zBLY265d5www3upz9t59ZZ5xDXps3F/g7uj398uMXfSWVhxox57oQTRrnNN7/UrbvuoW7llTdueC9+mumYEeSDAIFX7mIeK1c27Lv22gn+32OPbXp9h6aeZ/Lk9xqFhubiUqCMGvWamz+/9Gjw1u6TT+a7Pn3uctttN6Bw3jvuOLAhXCb56rtao/C/8son/V1kON+tt+7l/vrX4ZlNA4N8ESDwmrqYl1KubNj36aeLCu0Umk+rlKae5913P/brs+su5uyzx7oHH3zDV2XVi5kzP3KnnHJfUYCqS7Leh1qgXnO33/6y22WXIYXzU/uVVsP88MPav+OqJQQIvKYu5qWUK5vcN3jwc/7/XbrcEZVaotzzKDA0hUo9Uy+z3/xmyeqQYVMngeY6J7RkEybMcocfflvROam33MsvfxAXRStAgMArdzGPlSub3KcQ2GOPJdPBjxv3VlSy/PNgCYWoepUle53p07q6L8+bl1232bypK7WqIJPBsddeQ92YMfk2zCNfBAi8Si7m5crG+0aMmOK/Puyw2/wiVUlxWTTto48WuMsue9z96ldftxd06HCju/nmFzKdYj9raq/SRJxhiWRtas/q339CXVVL1ioCBF7yk2HarZR4ny5uYUqR++4r/rQZl0XztKhX9+73FP0cDjpohHvyyXSjypcWfVi4995phQXJwtar10Nu9uxsBkxi2SNA4MXhkGYrpdS+e+6Z5r934IG3FLVrlCqLdB5+eIbbb7/hRT+PE08c7d56K5sZb6vx4ovvu65d7yg6tiOOGOl716G2ECDwKrmYlytbap963Wg1Q33/jjteKXy/VFmk98UXX7lBg54rGmCpLrFXXfWU++STRXHx3H3wwXw/dkVjWMLxaJoZ/cxrZR0ZFCNA4FVyMS9Xtql9Y8e+6b+vhtMwpqGpsqjMhx9qfq1Hii7c6iKr0flNXbhDuSymnNHPc+DAyUVBprEsffuO9925UbsIEHjNXSSSypUtt69z55F+37BhL/mvy5VF5aZMed93iQ3vq7b//d/b/UzFsWSZaqacUe+65LT52jRLgMayoPYRIPDKXSRi5cqW2/fUU+/4farW+PzzxWXLwk6j9eNp7ZvqwFDNlDOae0xdisP+gw8e4X/GqB8ECLymLhKllCtbbp9oIJz2q8qjubKwU0D//e8TCt1nhw4tXqMjvPfVTDmjNhgNCuzYcYi/q6z3gZ/1iACB19RFopRyZcvtE60WqP0aw9BcWVRPkzFqYsq4LSS899VMOQMQIPAquUiUK1tuX3DSSWMK5Zori3wk3/tqppxBfSNA4FVykShXtty+QL1+kj2GsPQl33umnIEVAQLUoTgUmHIGFgQIUIfiUGDKGVgQIEAdKhUKTDmDShEgQB0qFQpMOYNKESBAHWoqFJhyBpUgQIA6VC4UmHIGaREgQB0qFwpMOYO0CBCgDjUXCkw5gzQIEKAONRcKTDmDNAgQoA6lCQWmnEFzCBCgDqUJBaacQXMIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/wAhinCH7SAY6wAAAABJRU5ErkJggg==)
| Product Number | 3H31-9-Z2 |
| Synonyms | 6-Bromo-2-methyl-1H-imidazo[4,5-b]pyridine; 5-Bromo-2-methyl-7-azabenzimidazole |
| CAS | 42869-47-6 |
| MDL Number | MFCD00763284 |
| Molecular Formula | C7H6BrN3 |
| Molecular Weight | 212.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory