![2-(2-Bromophenyl)-4-chloro-1H-imidazo[4,5-c]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABZuAAAWbgE/QEiRAAACmXpUWHRtb2xTb3VyY2UAAHichZZbT6QwFMe/SsPzTtvTliljHI2r2WQT3YfVTfZtg1CVZKAGmNu339PBUS4FEh4a2t+5/k/Ty+tDviE7U1aZLdYBUB4QUyQ2zYrXdfDn6cciCq6vLhM8hAeLah281fX7BWP7/Z4mbyaPD7agic2DZv/iUGWdM3tJbfnKBOfA/j7cP56YRVZUdVwkBqkqu6hOP+9tEtenKEZcsDwud1nBmuMsL3eNtX+Cu4/TQ5UGX7nc4t4NouQl2xjyYss8rslOcIof/0ZeTWHKuDYpeT7ib0kV5n51+XBnk21uihqXzkKWxJvHutwm+CO3G5Ns0Rguft6tgxwQiGub35RlfGyWJEvXQQxYxY1xZp6O7wZj2WCmYh0sKQiuA3LEtaRRyJ1L5rg2Lfr0EBZUgh+WPfhXA2uqQiUbGGio/LDye27DWDzuh8P5sBecau2nl35aUR1pPudaD5N+O6alxSbf2m1RY86NOUmlEOozGKXDlc9e5A9GUAVanIMZy2Tl70DbtaAc/J6Bz9dhvH8wEF5Dcxrp+cBhRHicAj/TWLRwKbUX70vvA18AVVJE8/yI+hYCR/bMT0Q/or+Oe4GpjHgfEWA7+Qm6r8Dv5bDyeMdIrb5w1ro7nm2RtpYnq8/YTXfkt3mphHNC3NVgy9SUTtBowB1tA6ILCOKugw/gxgfILiCJuwKmANUFFHFjPwWEXSAkbtKngGUXWBI33VOA7gKauPGdAqIuEBE3slPAqgusyGlMpwi33+vELAKDxGcRMcjEWZlSCPQ6DigqEDNuek0Hl82MsKDXd0BpwYy2oNd6QHXBjLyg131AgcGMwiDy1GCO6WkAXHu0r9asNcrs/GTA5eA5wVpvDYYvrKv/48DW/4KrA98AADuESURBVHhe7d0JuBTVmcZxZ5JJ1CiaGbdxS9RMYjRqFHDfiPuOCCSKiEZxX3CNStwxcTciahQQWRRRUVERNSgaF0BBJYII4oILCgrigoCiZ3iLnKL70N236uu+93Z3/X/PU08iVX1vd92ueqvqnPOd5RwAAAbLhf8AAEASBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABgISWu3W5aMES7AkAmbRg0QJ32+Tb3AGPHeDWHbSuW77P8q5FvxZuq6FbuQteusDNmj8rfAkBEmBPAMicMTPHuPXvXD8OhELLT/r+xPWb0i/vdQRIPvYEgExRePy4z4+jIGg5tKUbMHWAe/fLd6M7krkL57pxn4xzF4+72K3ef/VlwoIAyceeAJAZC79b6H5+18+jEDjun8e5Rd8vCjeJffnNl67LqC55/0aA5GNPAMiM29+4PQqA397325LhUQwBko89ASAz2j7eNgqAsG0jKQIkH3sCQGasd+d6UQC89flb4apECJB87AkAmaGuugqA+Yvmh6sSIUDysScAZAYBUlnsCQCZwSOsymJPAMgMGtEriz0BIDPoxltZ7AkAmaGBhD+782dRCBz/7PElQ0QDCY8cdWTevxEg+dgTADIlt5RJq/tbuYFTB7rpX06PwuXzhZ+78Z+Md5eMv4RSJgmwJwBkzuiZo+MG9WLLSrev5O6Yckfe6wiQfOyJjDm2ZctllhO22cadd8ABbmCPHu7TGTPClwB1ScUTb339VrffiP3cOoPWie5KVr595aic+4UvXUg59wTYExkThke4nN6mjfv43XfDlwHAMgiQjPFBkWv+V1+5yS++6C7q0CFad8tZZ+WtB4BCCJCMKRQg3jsTJ0brui2+CwGAhhAgGVMqQBZ8/XW07qTttw9XRfxrv//+e/fM0KHu8s6d3Sk77eSOb9063BRABhAgGVMqQN6ZNClad3GHDuGqiH/toMsvj/+/luNatQo3BZABBEjGFAqQ+fPmuSnjxrmLO3aM1j05eHDeei8OjMV3HPdef33U2P7dd9+FmwHICAIkY3LvHMLlzD32cP8YNCh8Scxvd9eVV4argLow+bPJ0UBCJEOAZEwYGuHy1y5d3LRXXw1fFvHbfDhtWrgKqHlffPOFW7Hviu4Ht/3AvfPFO+FqFECAZIwPgVzffvONm/Pxx+65YcPc2XvtFQ0snPryy3nbiH/tNwsWhKuAmqdyJn6goEaqo2EESMYUCpBcGg+i9Vd37RquavC1QC0jQNIjQDKmoRBQg7rWn7rTTuGqBl8L1DICJD0CJGMaCgF/B3LGbruFqxp8LVDLCJD0CJCMKRQCvg3k+X+3gWh9v4suyttGCr0WqBcESHoESMb4ECi1XNCunft89uzwpQQI6hoBkh4BkjFhWGjRwMBuu+7qrjzqKPd4//5u4fz54csiBAjqGQGSHgECAI4AsSBAAMARIBYECAA4AsSCAAEAR4BYECAA4AgQCwIkYxbMm+ce69/fzXjrrXAVkGkESHoESMYM7NEj6op79THHhKuATCNA0iNAMuS9N96IxnwoQB669dZwNZBpBEh6BEiGqMKuwuNP++wTzX8OYCkCJD0CJCNeeuKJeCT5mEcfDVcDmUeApEeAZIAmgDpv//2j8FC5ku+//z7cBMg8AiQ9AiQDHundO6559c6kSeFqAI4AsSBA6tycmTPdKTvuGAXIHRdfHK4G8G8ESHoESJ3r0717FB6aYXDuJ5+EqwH82/TPFwfIVctFy+gPCZAkCJA6Nm3CBHdcq1ZRgIzo1y9cDSDH9FmLA2T/5aJl9BsESBIESJ1SQ/nlnTtH4dH9oIPctwsXhpsAyDH9/cUBsvJy0TL6RQIkCQKkTj3/0ENxt91XRo0KVwMITJ++OECWWy5aRo8mQJIgQOrQ/Hnz3Fl77hmFx3UnnBCuBlAAAZIeAVKHhvbsGYXH8Vtv7T6cNi1cDaAAAiQ9AqTOzHr/fXfidttFAXLXlVeGqwEUQYCkR4DUmZvOOCMKj9PbtHFfzZ0brgZQBAGSHgFSRyaPHRs3nD91993hagAlECDpESB1YtG337qu++zjOm22mbuoQwf33aJF4SYASiBA0iNA6sStN9/sfr7qqm7rddZxLz/3XLgaQAMIkPQIkDowe/Zs9z//8z/RF//Q9u3D1QASIEDSI0DqwMknnxx96X/0ox+5N998M1wNIAECJD0CpMZNnDjR/fCHP4y+9GeffXa4GkBCBEh6BEiN22OPPaIv/Jprruk+//zzcDWAhAiQ9AiQGjZs2LD4C9+3b99wNYAUCJD0CJAatXDhQveLX/wi+rK3bNnSfffdd+EmAFIgQNIjQGrUlVdeGX3R/+M//sM9++yz4WoAKREg6REgNejjjz92LVq0iL7of/jDH8LVAAwIkPQIkBr0xz/+MfqSr7jiiu69994LVwMweP311+MAeeyxx8LVKIAAqTHjxo1z//mf/xl9yS+++OJwNYCUNHtn//793RprrBEHyMorr+x69uzpvv3223Bz5CBAaswOO+wQfcHXX399N2/evHA1gBT0qGqbbbaJg0Ntilr8f2+yySbuiSeeCF+GfyNAashdd90Vf7EHDx4crgaQ0AcffOA6d+6cFxZt2rRxEyZMcNOmTXNt27aN/13LgQceSJWHAgiQGqG7jfXWWy/6Mu+4447halSxli1vjZbttuvjZsz4Mlwd89uh8SxYsMBddtllbqWVVorDYYMNNnD33XdfuKkbOXKk23TTTePtVCronHPOYcBuDgKkRlx00UXRl1jtH+PHjw9Xo4r5YNBywQVPhatjBEjjuvfee6Ow8IGgEOnRo0cUKsWoDaRXr15xsVItqvqggbuMvSJAaoK6F6rHlb68Rx99dLgaVS73DqR169vc1Kmzw00iBEjjePXVV92uu+4aB4AeWx1xxBHuww8/DDctShWvVbTU153TogG8WR+DVRcB8tprr7l33nmnbpf99tsv+sJq7IfGgKC2+GC49toXov895ZRHw00iBEhlffLJJ+7YY491P/jBD+KT/rbbbuvGjBkTbprYpEmT3O677x7/PC2HHnpoZrvT13yAnHnmmXl/zHperrjiivDjowb4YJg7d77beed+0f8fP35GuBkBUiHffPONu/76692qq64aHztrr722GzBgQNRltxJUh86XEtKiJwTqVv/111+Hm9a1mg6QL774Iu9LUu+LDgrUntxg6Nv35ej/d+nyQLAVAVIJI0aMcL/61a/iY+bHP/6x6969u/vyy+KdF6xUj04lhXxVCC3qXp+lHpI1HSDqEaE/mm5Rb7/9djdq1Ki6XHTbrc/53//93+7TTz8NdwOqXG4wzJ//rdtrr4HRfz/55NtFt0M6U6ZMcfvuu2/eBdchhxzi3n47fx83Bj1WVnUIP8BXi3pKZqGzS80GiPpq6+pCf6yTTjopXF1XsvRZ61EYDEOHvh79d7t2Q9yiRd8V3Q4Nmzt3rjvjjDPcf/3Xf8Un78033zy68GpqqhLhB/pqUaAoWGbNqt+LvpoNkIMOOii+KlcPiXr3pz/9Kfq86gWiTgOoHWEwKDQOPvju6N8UJsW2Q3HqQnvbbbe51VdfPT5hr7baau7vf//74v27KNy8Sd15553xmK0f/vAnbsMN93G9ez/pvvlm6cVCvajJAPnHP/4Rf2luvPHGcHVdUnvPWmutFX3m3XbbLVyNKlYoGEaOfCv6t733Hhg91iq2HZb19NNPu9/+9rfxOUB3H926dXOfffZZuGmz0cBfjd1aY43fuvXX7+S22OLa6KLhmWfeDTetaTUXIBrY85vf/Cb64miUaJaKnamdxx80DzywbCMsqlOxYFBDuv5dDetSbLsxY953Y8d+kPe4K4vUpb1Dhw7xMaBl7733dpMnTw43rRoffDDTnXHG4Phvq+XEE4e7t9+unrArR80FiO44/Jcna0XO1AWxVatW0WffaKONSo6gRfUoFgzjxn0Y/fsuu/SLuvgW2m7KlE/jf2/T5g538cWj3LPPTncLFzbvY5qm9NVXX7kLLrjALb/88vGx/8tf/tINHz483LRqvfLKR65Tp6Hx33LrrXu7q6563n3+eW0fwzUVIGrr8CUFVNwsi55//vm4ABzjQmpDoWDwNKhQ6667bnTB7XSCOfTQ++J1ftlpp9ujsijqybVgQf3ehQ8cONCtu+66cXCsssoq7tprr43GetSa77773j344GS3xx4D4r/j737X391zz6RoXS2qqQBRKQF9idQjKcuVMQ877LBoP2jOgo8++ihcjSpTKBg8lTVReROVOWlou7///SXXocM9y4TJDjv0dX/60z/ciBFvunnzau/EWsiLL764eJ9sFweHuup37drVzZo1K9y05nz11UJ3ww1j3Lbb9o7/hh073rv4MycvrVItaiZAJk6cGNeh0fiPLHv//ffdT37yk2hfHHnkkeFqVJlSwSC6k8gNhIZMnz7X9ekzPu+RiF8URKef/ph7+OEp7osvFoYvrXozZsyIvtO5ZdZ33nln98orr4Sb1jz9Hbt1G5H39zvrrMfdBx/UTrXfmgkQX39GPZHUI6mxqZugGudUsuCaa66JyhSceuqp0ZfbL/pv/bvWaztt31QVOi+55JJof6ivua7WUL0aCoYPP/wi72o0Db22f/9X3VFHPbhMmGyzTW930knD3QMPTHZz5swPX1pVNKr7L3/5S3RX7YPj5z//uRsyZEi4aUWoq6+msM09vk855ZRmOb5Hj37ftW8/JO8ioFevsTVxN1kTAfLggw/GXyqVUW4MqvH/0EMPLb56Oz3qIphbgC3Notfp9fo5+nmNNXeAau787Gc/i37n9ttvX7EaP6hdM2d+5e6++zXXtetD0WOx3DDRfx977MOLT8gT3axZ1TWT5f333+823HDD+BjS3fWll17q5s+vXOjNmTPHDR06NAoJDTTMHTWeZmms41s97AYPfi3qKOH/ZqpYoDvJaj60qz5AdGXii5apfHIlrwB0Eh40aNDiP9ReJQNDdz2bbbZZVBJai9og/P/Xv/vxGYUW/Vz9fP2eShda09WZ/z0avAR4s2d/HQ1SPOGER6I7kfDu5Oijhy3+Tk5wH3wwJ3xpk9GA2N/97nd5x0unTp2iR7SVoHEhvXv3drvssssyx2XuUk3Ht3rj/fWvz0a9tPzfqnPn+92ECYWrcOfetTTHZGVVHyAqVqY/lJ6JPvfcc+FqEzXAH3fccXmzkvlFhdiOP/74qPeHShMkvcLQdtper9Prcwu6+UW/T7+3kh0A9HxYP1s9VdTdEc1PI47VoF0tz7LVk+uhh6a4004bkddYv+WWvRbfxR6x+DvU3l1++eUV/V6WonpuJ5xwQt7cGq1bt3YvvPBCuKmJHum2b98+Lv+Tu2gMmTrjaHpo1apK+ji8qY/vN9+cvfj3PJwX+pdd9swydyO565tjsrKqDhD1MPLPRFVzv1xqiNfVRe4XV8tOO+0UlUVIM8FMEvp5+rn6+bm/T79f70Pvp1wvv/xyfDuuvvJofj16PBMdrH/847BwVbPTc/Xhw6e6s89+wrVqdYVbe+0DFp9o14i/m7ri1nP/xiiXo0G/PXv2dD/96U/j3/e///u/rl+/fhV5BKtxYeEdjY41DTZUKfdK9+BqiuP7qafecQceuHQgou4sc/l/b67Jyqo6QI466qjoD6Ja++VM2KJb2RNPPDHvMZVqaP35z3+ORrc2Bf0e/T79Xv8e9H70vsotwXDMMcdEP2+FFVZw775bX6USao0vUaLlxhvHhqurytdfL3TDhj3lOnXqXPBu/P/+7/+iUui68i6XTu6//vWv45+tu4Nzzz038R1AKWrcDid5UgP8dddd12QTsDXm8a072nvvnRQFf8h/15prsrKqDZCXXnopvrLWFZFV//793RprLL3C0vPMq6++ulHmB0hCv1e/P/e5qt6f3qfVzJkzowFW+lkdO3YMV6OJ6Bm0bwQ9/PChNVU8Tw3WahTu0qVLwTl2dEI+66yzooGsaUydOtUdcMABeT+rbdu2UYXpcil8NKFcbiVePaLSY6bmKnHUGMd3KT4YmmuysqoMEN3O+rLImqDF0jilMs96Dur/iPqSqaJttbQT6H3o/eR++fV+9b4t1NVQP0NtRc8880y4Go1MI4n1yEoHqUaJq49/rdIo78cffzy6s82tduuXddZZJ2pHUFHDYp1a1GZw9tlnux/96Ed5J/cnn3wy3NRE7Rwq55N7klatuEo8CquESh/fxeQGQ3NMVlaVAaIGLr/T77777nB1g3TLndstUA3N6vNdjfS+fEO4Fr1vyyMD9VZTfSD9DHUzLHZgo3HccstL8UGqrpeVoKtZNfTqeNBduCrO5o5TOO2006J/Vw88fWcq8TgopPESmltD89BoWtjcIPEnbo0QV4VsBY++d+pqv+aaa8bbqPzQTTfdVJEy6/r5KuHjT8x6TKT9UukTc6VU6vguJjcYmmOysqoLEJVB9rX01TiV1n333RcXXdOXS/3Jq/1kqven9+nbaPT+9TnSeuSRR+Ivqhr30DT0yMCPu+jevbwr7NGjR0edITS2J+zs0dCiR75bb721O++886KTfmNQT0hN4OTHIOUuakdRO5z/b71/jbvQGIxK0JOIgw8+OP75Ok/oLqjaVer4LiQMhqaerKzqAuTCCy+MD4a0U0Lecsst8R9JvTtq4cuVS+9X71vvX59Dnyct9TjR63VlWK1XZfVEXWT32WdQdHAedNDgqM5RWurWqu7qG2+88TInZf9d2GSTTQqOU9C/FwsaPf5Vw25jdaxQO+X5558fj9PKXfbYYw83adKk8CVm6kHlp3bWonaUWptIrhLHdygMhqaerKyqAmT69OnxFczRRx8dri5JZRD8l0sHYmMdNI1N7zv3RKLPlYZumf3tvRoY0bjOPPPx6MDUYL2JE2eGq0vSCVAn4NzyHVp0kuncubO74447opNwQ49+dIWrv7sGs6nnYnh3oO+DplatxPiEYv71r3/FDceaD7ySdF7IDSndYVVLW0da5R7foULB0JSTlVVVgPz+97+PdmqLFi2inkVJKcn9H2SbbbZxn3zySbhJTdH71+fwnyntlYqejet1asCcMqUyz+OxLJXh9gfmHXckL/ank58eMeb2dlK31j/84Q9R43UlTo7qLXXsscdGx5L/HbpTUQmOxmgrET8GQwPtKkXdcH3bnt6/pqytdeUe37mKBUPSycrKVTUB8s9//jOuwKlucEnpWaJ/bKXnv9XSy6pc+hz6PPpc+nxpnpnqmbPmh9Zr99tvv3A1KmDatNlu++37RgelyoUknc9BV6C5jaoKeY3KrlT5jpAeY1522WXxPDpaVLXg4YcfDjctW6UDRN9j1a3yx8A999wTblKzyjm+cxULhiSTlVVCVQSIbsG33HLLaGdq8JJ6FCWhZ7C+wVylBWr9ziOkz+NLJuhz6vMmlXtXNmLEiHA1yqAJnPy8HJoc6JNPkhUn1N1F7olcg9/eeuutcLNGoW61ujP17SW6WNMjzkqOl6hkgOh9+aDVe1UX3XpTzvHtlQqGhiYrq4SqCBAVPPMHVdIrI11Z+a666l5Yq20eDdHn8t0n9XmTNozrubm/etMI4Fqcwa1aXX75P6ODsVWrW91zz00PVxd0ww03xHfKqjar8h3NQfNqqFyJP97UXlGpxuhKBoi65vr3+Le//S1cXTesx7dXKhiSTlZWjmYPEF0Z+ZHie+65Z7i6KD9IUAdlrfW2Skufz5989LmTeuqpp+KD8Prrrw9Xw0D96/3BqPIRSfTo0SP+O+h5fmPUmUpD3WHVScW/J/XkqsQjtEoFSG6VaTX+1zvr8S0NBUPaycrSavYAUXkE7Tj1FEna7U9lAfwXTM93s0Cf03/mNGUR2rVrF71GBezq7RFfU/v446WlSg47bKhbuLB07yhRlVv/d1M31EqNiaiEG2+8MS4XpJ5b5YZIJQJENe98r7StttqqonOCVDPr8d1QMJQzWVkSzRogqpPjSx1o9q8kVJjM37Gozn+1DxKsFH1OP6+BPn/SAm1vv/123E5UzoGddWokP+aYJaVKdtyxr3v33Yb3v0aI+44hGrPRXPXXSlGlB38M6k6knMdZlQgQXzdLIaLvblZYj+/m1qwBsv/++0c7TD2Gkl6ZqbqlXqMvfbWWJ2ks+rz+YNd+SEpjDfQa3SZPmDAhXI0EbrllTHwVN2zYG+HqZYwZMyaej0KlZRqr62wlKET8nYjaRKztZeUGiHpZ6fVaVPY9a6zHd3NqtgB57LHH4i/LzTffHK4uSPX1/bNCFSrLIn1uHwZJ5xvQla9vqNOVMNIZPfpVt9FGR7nf/OYyd955I8PVy1BY+EJ/6jL7wQcfhJtUHT3O8sejdQBqOQGidhn/HdUYiaw8WQhZju/m1CwBoi56fm4A9QhpaKStpxIOeo1GvNbLeI+09Ln9iF/tj6Ry242sfc6zSHfGG2zwK7fKKpu77bY7fnE4NPxM3s9jo5NALVVG9g3reuyWtDdkrnICRHN36LW6E1JPsayyHt/NpVkCRN3y/MksaXlnlWHwfdivuuqqcHWm6PNrP2h/JC1PodHNfvTrBhtskJnGyXL54n3q5DF27JJRvaU8++yzcbuHHh3WEt0FqOS63rvunNI+drMGiAqo+pNmhw4dwtWZYzm+m0uTB4h6AvkpLXVwJqWyDHqNZvyqxsbIpqTP72c+035JSpVe/clNvYNQWu5gzCQ1i/TYpWXLltH2aQbEVhNd/fsLNZU9ScMaILl3H7Xw2KaxWY/v5tDkAaKyDdoxamBMOgpXVyi+ax/zfi+h/aD9of2i/ZOUivTpdSq9Xek54OuJTmS+sKdOjEmeyefOY2N5BFQtfC21tFfA1gDxo7G5+1jKenxPmjQrmkP9ttvSVTK3atIAUcVO3wiuippJqTukXqOr5yx17StF+8HfTWj/JKUGXT//tcIEy9LjPf8oRz0EkwatL8ej7pi1TIN7fcmVNAP5LAGi+UV86GpSKixhPb779Bkf9RRUqZ2m0KQB0qZNm2iHqFx1msdQfo4LywRT9Uz7Q/tF+ycNPzJaX1B1N0U+f5ecpjFZJz9/Ihw+fHi4uub4gW1q+0laJsgSIAoovUZzrleiCnE9sRzfvXsvCZD27YeEqxpFkwXI0KFD4wNM8xwkpdow/pkss+zl0/7QftH+SVNDR1fYakjXa9WwzoG71AMPPBB/T5MObhWVYtdrNt1007rYn/o+rbLKKtFn0qRUSaQNEPXG9L9DU/Min+X4rssAWbBgQVz4UCWM0xxgDz30UHxAJ32UkBXaH37faD+loa68/rUDBgwIV2eSSnn4xsstttgi+t4moa6XKpCo12lmwXrhO66ozEmSYzZtgGjOEv8dzHLX3WIsx3ddBoifLVCPBF54IVkBOk89QfRaNbRhWb4BMm2PGdGgQr12nXXWSfVIsR6pkdyXD1cYTJ48OdykKI3k9t9vzZ5XL3JP8EkKlqYNEN11aPs111wzUUBlUdrju+4CZMaMGXGj7eGHHx6ubpDKQKT5UmaN9ov2j/ZTWq+++mrcqaHWxixU2iWXXBKfLPv06ROuLqlr167R61q3bh2uqnmaV12f7dxzzw1XLSNtgKhsirbv1KlTuAr/lvb4rrsAOeKII6IdoKu6tCUd9IzUz+89cODAcDUW037R/tF+skwOdNxxx0WvV8HFrPZwU08g387WsWPHcHWD/FWiKkvXG9/IrUfPDUkTILrj8I/96mGa2saS9viuqwAZO3ZsXKTNUnZd83nrtVoss3VlgfaL30eW+c81sNPPzX3IIYeEq+ueqp76q2z1BEraWOnNmjUr7m6Z9Dl1LRk0aFD02XSn2tBjzjQBop5d/nur6axRWNrju24CRFcYmv/AH5iW0hm+AV0HqPqmY1naL+WewDTZlP+Sjho1Klxd1xSa+ty6A0nbPicqXeL3XT21f3hvvPFG/PkauohLEyCaZtn/XOapKS7t8V03AeJvvbTce++94epErr322uj1GjeC4rR/tJ+0vyxUvnvjjTeOfoZ6HyUtblnrbr311vg7qrExFpqrW6/XqPV6bAhO8xg5TYD4enirr756uAqBNMd3XQSIujWqZ48+dDmjctX/3J/UUJz2j/ZT0v76hTz66KPxyVQ1oOqdZr9cccUVo8+r3mhJSpUU4r+jGv9Rr3wbz0UXXRSuypMmQC688MJoW434R2lpju+6CJDu3btHH1jPTdXTx8rX5FFvDRTne7Nof5Vj3333jX6OynfUyoxoFnqcuvnmm0efVSU70nbuyKXBhvo59VwlYYcddog+Y7du3cJVedIEiH6Wtt1+++3DVQikOb5rPkA0IMjf8pZbSdL3AEkzlD+LfKmXNHWLCtHzbj8jmuZrUT/9elxUKVefUc+Whw0bFu6GVPzcH/vss0+4qm4k/X6lCRA/9wjHdsOS7n+p+QDxg9N096ExIOXw5SHatWsXrkIO7R/tJ+2vcvk5Q7KwVOLONgvf0aTfrzQBcuihh9b9fquUpPtfaj5AcudQ0DSZ5eAOJJk0VyilaAKhNdZYI/pZ6pWk3nP1uPjBky1atHDTpk0Ld0Mq3IEslSZAuANJLun+l5oPEDnooIOiD6y6QrNnzw5XJ0YbSDJpnpGW4udjVni89tpr4eq6oQGTvoifBsipF5oVbSBLpQkQ2kCSS3N810WA6KpOE0bpQ5900knh6sTohZVMml4axVTqb1YrBg8eHH1WLeecc064OjF6YS2VJkDohZVcmuO7LgJEdFDqQ5dzNcs4kGTS9BMvJveu8dNPPw1X1yX/+EnVEp544olwdSKMA1kqTYAwDiS5NMd33QSInqevtdZa0Qfffffdw9WJMBK9YWlHqhaSOxlSz549w9V1S+OV/NW1DtKZM2eGmzSIkehLpQkQRqInk/b4rpsAEX91puXBBx8MVzeIWlgNS1srJ6QrTD99qx7DJCnYVk9efvnl+NGdGsLT3kVQC2upNAFCLaxk0h7fdRUgGt3bqlWr6MNvtNFGbuHCheEmJaW5fc6qtNU6Q7169Yq/oNbHOLUutxbYddddF65uENV4l0gTIFTjTSbt8V1XASIqle2v0K644opwdYOYD6Q07Rftn6TzBeRSDzmNxNbrDzzwwHB1Zuhk5kfh625k/Pjx4SYlMR/IEmkCRJgPpGFpj+9bbnnabbLJhW7//csbQpFUoweI+EFDK6+8svvoo4/C1SUxI2FpaWcsy3XyySdHr9Xo8zfffDNcnSl6FOUbK3/5y182+LgmFzMSLpE2QFQVQNszI2FxaY/va68d4NZYo43bYYcjw1WNokkC5L333otvV9XzJQ3mRC/OMmeyN3HixHgSpbPPPjtcnUnqTODnrznyyOQHIHOiL5E2QJgTvTTL8X3ppZctvpD5weK7kKbpHt0kASJ+ylAdoGkaxDXBjz/R3XbbbeHqTNP+0H7R/kk7EdIee+wRvVZXf+oxhyX8YEotd911V7i6KF/SRB0Rkpxsq52+T36wZZLxB5I2QPRM3/8O3Y0gn+X4vvTSS6PXqJZdU2iyAPn666+jKxl9OI0+TXOQ+aH89Tza10L7Q/slbTkIFRD0J8m+ffuGqzNNo9J9PTCd3N56661wk4Jyu0IPHz48XF1zNIOoPosab9VjKom0ASK+kV4lZtKcE7LAcnzXbYCIf1as5c477wxXF6Vt9Ro9Y87qvN0h7QffOSHNvlRPuF/84hfR61q2bGmeB6OeKTRUJ0v7aPvtd10cKg33fpEtt9wyek05c+BUA4098J0rktRf8iwBok42/pygEMYS1uO7rgNEfKquu+66bt68eeHqgrSdGuD1ugsuuCBcnUnaD9of2i9J96PoGb0PYw2CQ2E6aFdYYV231lp7uWuueSRcXZAeefmT4cMPPxyurhm+Bp0enaTpXGEJEPENxR06dAhXZZb1+K77ANHALd9QqXo4SfkGPZXaSNNDph7p82s/aH+kmXPl448/jq+sk5SGzrrTT7/Zbbrppa5169vc2LENTzqluznd1Wn/as6RtOOeqoEas32bY9KeP541QDT2Rq/TeUGdO7LOenxL3QeIHHPMMdGHVP2gpM9XdSXkv9hXXXVVuDpT9Pm1H9JeIfrnzZrKVT3jUNq8ed+4gw++OxqYtffeA92cOfPDTZahuzr/6OH8888PV1c1tVP6qgR6QpC2c4U1QHSF7csecRdiP74lEwGimkO+90XHjh3D1UUddthh0Wv0ZVPXySzS5/YHm/ZHUuPGjYvv/OjxktzkyZ+47bbrE4XIaaeNcEnaeX2RRpX/eOaZZ8LVVcvP0aEAtDyCswaI5N6FZLlLr/X49jIRIHL11VfHX9aktXB0e+snA1J3yyzy3Uy1H9Lc7vs5HTSyOM0zVage1IQoQLTcdVfDlaV15a7SPdrfupIvZ871pqLJ3/R+tZx55pnh6kTKCRDd/ay99trR69ULLqudO6zHt5eZANHzYY341YdV75WkX5gTTzwxeo1GT7/++uvh6rqmz+vnLNd+SCq3cVfzYCAd3XWccsqjUYDobmTKlIbL3Y8ZMyYu0qgyFGkfBzUl9Y70d6cqL2KdYKucAJF77rkn/p5mqSq0Zz2+c2UmQES3yf4L07t373B1QZ999lk87aq6SyYNnlqnz6nPq8+tz6/9kITuNtZbb7345ACb2bO/dnvuOTAKkUMOGbL4irnhrr3qyeXbQ3bdddeq7Pyh8PAnrU022aSsGUTLDRA54IADop+h3kdZ6rJvPb5DmQoQ2WuvveKdlnS0Zf/+/ePg0YCnLPADu7To8yelWeT0Gl1hpi0SiHyjR78f9chSiFxyydPh6oIuv/zy+O+27bbbujlz5oSbNBs9tvJ3Hhrk+/7774ebpFKJAFHnDt9lf6uttnLz5zfccaEeWI/vUOYCRLdtvmR7mmev7du3j16jZ4VJCr3VMn0+3/ajz52UCvupx5VepwZSlO+GG8bE7SGPPz4tXF1Qjx494pODHttaZ+isFLU3+AZzLbrzKDc8pBIBIkOGDInfW5qBjLXKenwXkrkAET9wSbfSSSZNEd2tbLjhhtHr1PiWtDtwrdHn8o2L+rxJ79Lk97//ffQ6jf3QGBCU79tvv3OdO98fBcguu/RzH36YrG3jhhtuiE8SKrzYr1+/cJMmoR5Om222WXyC1mPNch5b5apUgEi3bt3i96jpb+tVOcd3IZkMEN3Wr7baatEH33///cPVRako4/LLLx+9TqNZ621qTH0eP0pXnzNNEUr1bPPP37M+bqbS3nvvc7fTTrdHIXLUUQ+6RYuStcM9/vjjcYkQLZrqOWmtrXKpPIku1PxYKn03dMefZJKipCoZIHpfO++8c/xeNbtpvSnn+C4mkwEiN998c3xgPfbYY+Hqou677774yk6zptXL+BB9Dn0efS59Pn3OpNQgp+fHem2tjoiudsOHT40fZd1004vh6qJ0xelPjFp0133CCSdU5BFSIbqi1fP13OBS12LLOI+GVDJARBeWm2++eXwMqJdWvSjn+C4lswGyaNGi+NZaHz5NV8JbbrklPjjUh7zW70T0/n1FWC36fGn06dMnfm3SeQSQ3gUXPBUFiBrWX3op+Vw1qjqrUt2rrrpq/HdSl1+Vl9FdSiWq0mquDZXB8KVrtOjuQ+VJGqtLcaUDRPTo1Xf31/uvh+lvyz2+S8lsgMhTTz0V79S0zz3/8pe/xK/deOONa7ZNRO9b799/Fn2uNPSoQnN86LV77rlnuBoVpFInbdsOjkJkn30Guc8+S9djSG0PKnfiex35RTMjdu7c2d1xxx1u0qRJ0cVVKbrjVGeUQYMGRaPg/bQJflEnFTVGpy2LkZaffvrwww8PV5VFnUF8BWkt5513XkVCtjmUe3w3RHO36OdqfzWFqgoQadeuXbQDfvrTn6a+k1CS+8dZOghrrXeW3q+fVlWfw3JlctZZZ8UnDZ180LgmTZrltt22dxQiV175XLg6kU8//TSqkpx7Ysld9F1QTymNJdGiEhf+/+vffbtGuKjqgE4ojXkxpXLsakvRfB7+9+r9qItwJdtXNOWwukH739G2bduKNf43lUoc38UoUNX911+MrLTSSuEmjaLqAkSDh3zDuOVWWM8S/ev1R9ItXbUPNtT70/v04af3b3kmOnXq1HhQ2KmnnhquRiMZMmRiFCL633KNHj06KuWtSdeKBUOxRWM69FxdV+ijRo0Kf3RF6Luqn33SSSe5ddZZZ5n3kLso3Co5x4e6Hx988MHxz9cA2Vq4SKzU8V2Mqh7kPhJTpwMNyGwKVRcgogNAO0I7fMKECeHqBqlwoO/iq0WNltVa9kTvK7dRVe9b79/Cj+JVg2k1DViDjUaua/CnStGoAKa6tmqudr+oV5X+XSPe9Z1prLYNtUc+8cQTURVtXwUid1GQnHzyyVGw6CLmoIMOylt/4IEHVuzxmU7GV1xxRTx2TOcI7Zdyu782lkoe3yHNmX7EEUfEvS216K7Ucs60qsoA0YHj+0a3adMmXJ2IvlB+sKEWfeFUqKxaemnpfej9+ANBi96v9UBQ46v/OTfddFO4GkhlwYIFUQeMLl26RI+TcwNBix5Z6dGVHmEVMnLkyGh+eL+97ozPOeecqI2uEl588cW4YKUWBZu6+lZL20ilj+9c+ttocKoeU/mfvcEGG1T0riapqgwQyS1XMnTo0HB1Yvo5uVdNKpWsSsDNVZdIv1e/35ds9l/+csoX6FmzHhfoZ6knW0ONrkAhqpt27733Rm0suScnv6hLePfu3ROPV9D3slevXvHkSFrUwUMn+ko8VtYdl0Is9ySt+UwGDhxY0faXNBrj+M6lkFBY+J+tv5PCRKHSHKo2QHQl4ftJa4eVs4NUmEzVLf0zSC36UquB8Z133gk3bxT6Pfp9uQeT3o/el7VwmqdRzv5nPvnkk+FqoKgvv/za3XXXfe6QQw6Jy97kLjoh6zFZOeVX1NitR1y5bTqaubHY3UtakydPjgZl5r5v3SFpjpGmqsDQmMe36LGUHk/5n63HVuqpp8dYzalqA0TUoOif76koXblUX19XV2HjpOZpV7/8Sv8x9PP0c/088H7R79f7sNT7D6kHj3/EoAZGoCGff67HU1OiCbI23vgk16LFr/O+n61atYquatWeUUn6vocneh0HlZodU+00fixK7rG29957uwEDBkQ9uSqpKY5v9UQ97rjj8i5+1WCuhvNqUNUBIupTrp2mW7VKneDVoKc/SqHbdJUWUO8v3QarsSvpM1ttp+31Or3elyjIXfT79Hsr1aAoGsWsn62BaE1VFgO1R+Xo779/8uLvyyOLT0BLuh1r+fWvz3errbZTNOHYNddc0yR35A8++GDeuA7d+eguR72sKkHtI2pv8POx5C66o9LdkDomqINC0o4HTX18q+PC9ddfnzfYVO3CehRWLe08UvUBotnc/IlePQ4qSV9YDb5SSfnchA8XPc9U20Khfvj699znneGin6ufr99TqQPE+9e//hXfTZ177rnhamTczJlfubvvfs117fpQXIbeL/rvY4992A0e/Ir76KOmH0+h8jrqTZU7Ul7jVio54ZkeHWmeIT/PRrGl2o7vESN0Z7h0TJCCUG1PzdVuW0rVB4j4ctjq595Yt266wlCvE5V60IjaUoFSatHr9Hr9HP28pHcwFv52XYOTkl5Job6pOvCAAROiIo+5gaFFdx4nnjjcPfDA5OiOpBqojUKj5/28JFr0SKjSc9eoW7s645xyyilRfa3c35dmaczjW5XI991337zfp7apap5YqyYCRJPK+JGuGo3aFLdw6iWixrlhw4ZFt/a6xdbgvNx++Ppv/bvWazttX4neJUncf//98ZdMJS/QdPwJuSGltvPrNEXujBnFryxL/Qxv+vS5rm/fl12nTkOXCQ39/G7dRriHH54StX1UK/Xs0mM0/53WCV5zlsycOTPctCLUU1FjNHKPb4VLcxzf6tp7xhlnxIOAtSjkGmswaCXVRICIuhf6nasGsSxTjzQ/ULJ169ZNEqhYKslJXUptl3uSV1HGYor9jLfemuNuvXWc69DhnmVCY4cd+rpzzvmHGzHizaheVy3RoEg/BbOWVVZZJeoWW48VpRVGesS2+uqrx59X01qoxEmtdMWvmQAR341NI1+rZUBgc/CFI9VD7YUXXghXo5EVO6mHSm3n1+kOQe0RU6cWboco9DOefPLtZUJD85P8+c9PRusWLGieMRCVovEoF154oVthhRXiE6vGoDRGCfrm8swzz8TFJ7VoLIsqC1Siy29TqqkAefXVV+O2CTUqZdGMGTPigmmdOnUKV6MJFDqpF1JqO7/u2mtfiP73lFMeDTeJFPoZo0a941q1utW1aXOHu/jiUe7ZZ6cvvkKvjSvWNFSF18+q6RdVmK7WskRJqLBlx44d8z6TGuH1eKwW1VSAiLrJaaerIFlTdDmsNiotoc+vaVEbaxIilFbopF5Iqe38urlz57udd+4X/f/x42eEmxX9GZ9+Oi/xTIi1TrNr+gnS/NW62idqqd6bnpioSGbuXZXmOXnkkUfCTWtKzQWIBgP5vtHqoZAlY8eOjXuPaJY5NI9iJ/VQqe1y16kBXP+/S5cHgq1K/4wsUXuBJkrLLUukoqGaybTa2wvUxVezQPr3rXYdNcynmTSvWtVcgIhKFPg/Ri30VKgENZRvt9120WdWjzT1TEPzSHpSL7Vd7rr58791e+01MPpvtWEU2w5LeixpzpvcHksaq1GNJXw0oFFl+f371ON3VTSu9Ij45lSTAaLk9gNttthii6q/AqkEjYD1X8R6mhu6FvmTetKlkHDd0KGvR//drt2QvEdT4XZYQmVW9t9///iY0KJSPtVQjeGjjz6KugHnjjVRSfeXX3453LTm1WSAyKOPPhr/cephnuRS9PzU3wJrVC2aVxgQDS2FhOsUGgcffHf0bwqTYtshn6Yx0Pzf/lygUduaT6g5Rm2rq/Ff//rXvCmKNb3wkCFDwk3rRs0GiPhRm+pHXWvd39Lw8xzrFviVV14JV6OJJT2pl9qu0LqRI9+K/m3vvQdGj7WKbYd8Kt2uitS585aoOoMG2DbVGKkHHnggb34SdXK55JJL6v5Rc00HyBtvvBHXglLDlNoG6m3RnYevSHzssceGuwDNIOlJvdR2xdapIV3/roZ1KbYdlqXK1Cp0mFttW1NCNOZYKZW532233eLfp0Xd67PSQ7KmA0Q0Y2HuH69eFz1PrafGt1qW9KRearti68aN+zD691126Rd18S22HYpTkdHc84IuwFTVW4VZK0VznGiuj9ywUlWI559/Pty0rtV8gKiYmWrmqJaM6tbU23LRRRdF1UFpOK8eSU/qpbYrtU6DCrXuuutGl9wOpal4oi/5o0WPldT9vZzHSnpc1rNnz7yJo1Stt1+/fk32uKya1HyAAE0t6Um91Hal1qmsicqbqMxJqe3QMNWN02R0uXP/6NGw5YJME1b5qaO1qMFe0yhkuRI2AQKklPSkXmq7UutEBRb9NqW2QzIqAaQqDr49UYt6NKo8UkM0QdQBBxwQv05L27Zt3bRp08JNM4cAAVJKelIvtV2pdaJ5PbbddunMgagMVXPQlBA+CNSzsWvXrtHUsSE9Hj/nnHPyBi1uuummbuTIkeGmmUWAAMgcTQmhqt4+GFQeSRUuNEhZZVP69u3r1lxzzXi9yqb06tUragPBUgQIgEzSAF2NsVJhVh8UmlZXpeP9f6uXleZQV68rLIsAAZBpqurdvn37vDYOLbvvvrubNGlSuDlyECAAsNjTTz/tWrRo4VZcccW6Lj9SSQQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/D/auEpYD5zHngAAAABJRU5ErkJggg==)
| Product Number | 3H32-D-78 |
| CAS | 1044765-07-2 |
| MDL Number | MFCD11047352 |
| Molecular Formula | C12H7BrClN3 |
| Molecular Weight | 308.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory