![Ethyl 7-bromoimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUcAAAVHAFXDVvrAAACVHpUWHRtb2xTb3VyY2UAAHichZTrb5swEMD/lZM/D+MH5hGFVFmqSZPaTWo7ad8mhzgpUoDKkNd/vzOkWUgyIgH2PX6+4872+GFfrGFrbJ1XZUo4ZQRMmVWLvFyl5NfbNy8mD5Nxhk7oWNYpeW+aj5Hv73Y7mr2bQu+rkmZVQTr7aF/nPZ+dpJVd+YIx7v9+fnptGS8v60aXmUGqzkd1q3yqMt20WfwnhF9ou81Lv3P3C7vtVvsjmHsY3dcL8u9fZmibIgrLfG1gWdlCN7AVjOLDvsDKlMbqxixgfkC1pAH++2T8/Fhlm8KUDU7dCnmm16+N3WSoKKq1yTa4GE6+P6ak4Ajopiqm1uoDuJlTaw5agJagA9AKdAg6Ah2DTkBzhi/aOTpw9ODowhXWfG1c0LfDh8HMYQY/j+8MfrTfGXy1nYg1EynxOI1lnIDHqJRCAaM8kAFwGgZJBIKGMRM4cKFCVArBgk9JUpWgLaCJkAmEVKgohAiVmM9ROto6TwIHFy+knMcSPEWjJBbgBRhXKjcyLls9V1EMnqAqiCPA/CQTscuPqbDNU0mUsfwyEleioCwSLR0H3ehkLK9/qu9kPK/KxdkU8kVK5py0hX8xy1oca0+gsgtjcTu7BZzrOSD6gOvUMCD7gOvrMBD0AbcLToC4BagrIByOEPYBt8NOwPQWEPUBtx+HgbgPuN07DCR9oN3rw4Sz91rXno07zGW727M0XCwubjDyTpyLpndn9Q5z0ffPsz3IqKtO3kXC60rfRPyz8+J/3l04vbrX/LNLz8erfvIXt4XFzAytiR8AADjNSURBVHhe7d0JvNdT/sfxsU6kQsaWnST70orsW4vU2CUUJsvYpkGyNIaopKYhRqVkIkVGYSyRLZGkEhHSNpVWLVq0OP/7Pr//99vvnrv9fuf+lu/33tfz8fg+1D3nt+Z+39/lnM/5nQEAwMPv3B8AAJAKAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABgAj703HHFdmua9DA3Nm0qel/111mzrffug/JGQIEACLMDQ93u75hQzPt00/dh+UEAQIAERYERbJ1a9aYmV9/bR7t0MG2PdimTaH2XCFAACDCiguQwLKFC23bDY0bu005QYAAQISVFiA//3+A3NG0qdsUPu63334zH4wYYbq2bWtuatLEXFe/vtvVGwECABFWXID8unatmTVtmul9/fW27aU+fQq1S/C4IV27hn/W1qFePberNwIEQMb16tXL3HnnnWbjxo1uE9KUvPN3t7+cfroZ9a9/mU3FfM9BnxsaNTKvPvWUWThnjtm0aZPbrVwIEAAZ89VXX5nTC3Zqv/vd7+x2yCGHmHfffdfthjS4oeFuD195pflh8mT3YWH7a/37u00ZQ4AAKLelS5eaG2+80Wy99dZheGy55Zbhn1u3bm1mzJjhPgwpCIIg2Yb1682yn34yY0eONLeffbYdyvvdF18U6hM8bvH//lfo55lEgADwtmHDBvPYY4+ZnXfeOQyL+vXrm48//th8//335txzzw1//vvf/97cddddZuXKle7ToBTFBUiybz77zLY/cu21hX4ePO63DF+2SkaAIPaOO+4puzVq1N/MmbPCbQ4F/ZAZo0ePNoceemgYEHvssYcZNGiQHfWT7O233y7S75lnninSD8UrK0DWrl5t229u0qTQz8t6XCYQIIi9IBi03Xbbm25ziADJDJ1ZtGzZstCZRadOnUo9s9CZyj//+c9CZyoNGjQw48aNc7vCUVYQBGcguqGerKzHZQIBgtgLgqFJk4H2v59+OtftYhEg5bNixQpzxx13mG233TYMgVatWpkffvjB7VqiJUuWmBtuuCG8V7LFFluYyy+/3Pwvi9fp4664IAjugXz8//dA1D6oS5dCfYp7XKYRIIi9IBgGDZpk/3vhhcPNxo1Fr/sSIH409PPpp582u+22Wxgchx9+uHnnnXfcrimbOnVqodFaVatWNX//+9/N2rVr3a6VXhAEpW33/vGPZsXSpcU+LpsIEMReEAy//rrRtGw51P75hRemut0IEA9jx44t+M6OC3f0NWvWNH379s3Y/I7//Oc/5sADDwyff7/99jPDhw93u1UK69etM5+8/rqtcZXMDQttHerXN7eecorp3q6deWvwYDux0EWAAClIDoYxY2baP5966jNmxYp1JfZD6ebMmWMuvfTScMeuS0433XSTWbZsmdu13H799Vfz8MMPm2rVqoWvd/LJJ5tJkya5XSusz95803Rq3tzu8FVyJC4IEMSeGwzXX/+a/Xv37mOTehXth6LWrFlj/va3v5ntt98+3JmfeeaZ5mvnqDgbFixYYK666qpw/shWW21lrr32WrNo0SK3a4Ux+5tvTI+rrw7PFm4+6STzyWuvud0iiwBB7LnB8MMPS039+v3spj+X1A+FDR061Oyzzz5hcBx00EFm1KhRbres++yzz8zxxx8fvo8dd9zRPProo2b9+vVu19hauXSpGXz//fZSVHBJSn/Xz+OEAEHsFRcM3bp9ZH+ms5FAcf1gzMSJE82JJ54Y7rCrV69ecPbW3V5ayqchQ4aYvfbaK3xfderUMa+//rrbLVY0ekr3LHSmEZx16AxEZyJxRIAg9ooLhuXL19r7IPr5e+/NLLFfZbZw4UJzdcHOK7hkpP+2b9/e/PTTT27XvPnll1/Mvffea6pUqRIGyTnnnGO+zeMyrr6mfPCBuad16zA4dM9D9z7ijABB7JUUDEOHTrU/P++8oWb9+k3F9hs4cJKdwa4zlREjppmlS9cUaq+IdGbRo0cPU6NGjXCnrDOQzz//3O0aGbNmzTIXXXRR+H632WYbc+utt5qff/7Z7Ro583/80fS+4YYwOP58wgm2Oq5GXcUdAYLYKy4YRHNBNCdEbc88k5gj4vbr0+fT8OfadN/k2mtH2fBZuPCXQn0rAt3TqF27drgj1j2P559/3u0WWR8UHMUfffTR4fvfZZddzFMFO+NMDSvOpNUrVpihBUF9XYMGYXj079zZTgCsKAgQxF5xwRD45JO5ti2Ype72Uzmmzz+fZ0dsNW06pFCYaGvX7hUzePBkM29eyWU64mDatGnmrLPOCne8GmXVpUsXO+oqbjSxsV+/fuYPf/hD+HmOOuoo895777ld80Lv773hw81tp50WBkfXyy8331fAYckECGKvuGBIpvpYyaFQmsmTF5jevT8x5577fJEwadNmhBkwYKKZNSv6l00Cmrdx880320s+wc5W8ztmz57tdo2d5cuXm7/85S+FPtsFF1xgZs6c6XbNmbHvv2+u/v/SItr+euaZtuR6Nivi5hMBgtgrKxhUoVf3Ocrq5/r660Wmb9/PTOvWLxQJE10a+9e/JpjvvovmsEtd0nniiSfszPFg56oZ5R999JHbtdxUI2vChAnmueeeM4888oidR6Ky7ZrTof/q7/q5LpXpPktpRRd9TJ8+3TRr1iz8nLrhfs8999gb8LmitU605slWW2xhDis4M7r4yCPNiD59zNocvod8IECAFGg+yVNPfW4uuujFImHSqtVQ8/jj423gRIFWADziiCPCHapqWKmWVaaWM9UIqCeffLIgRC+0pdmD10ln0/DcSy65xPTv39/8+OOP7kt4eeONN+wKiMFr1KpVyzz77LNut4xSGCokVZE4eN3LC76XuXk8C8olAgRI0+zZywt2yF+Yyy8fUSRMWrR4zjz66LiCI+2Z7sOyLjgKDnZkqpp7++232zOE8tJlofvvv79Q3arkTVV1NU/jlFNOscNsdfYRbPq7fn7wwQcXeVywqThjz5497Wz08tBkw969e9vJh8FzN2rUyHz66adu13LRWiZa0yQ5QLXmidY+qUwIEMSS7lUE8zvySTfXn312imnffmShINl//2sKdqin2tLlY8aMyeoooVWrVhU5CtZKgFq3o7zefPNNc9pppxXZ4WskV4cOHcywYcPsOuipzhLXEGJV4tXlLs1BUfHE5OdVzS2F4BfO8qzpWrx4sX1/Koei51XAXXHFFQX/XvPcrmnTGiZadTF4z1rjRGudaM2TyoYAQezMmLHMHH/803ZHrbOBqNCw32HDvioIkxfMPvtcYKpU2T3cyWjEkHaY2iGnurMtS3FHwXXr1s3IUbCG+9arV6/Qzl2Xhx566CE7JyOTdEns7rvvNnvvvXeh19OiVeUtqDhlyhR79hM85w477GC6du1q1nnMwZg7d65duyR4LoWdDhC0HnxlRYAgVlSyPbgPccklL5pNm6K5LOrixctM//4DbCHC5FFC2nR5RUfDI0eO9F7/QkfBWtEveM5MHQV/9913hYb7anb6+eefb8aPH+92zTgF4n//+1/TpEmT8PV1BqFRZOW98f7SSy8VnBXuHz7vAQccYEaMGOF2K5b+jbRWidYsCR6vtUx0JlXZESCIlYcfTtS4OuGEp+2ZSBxoKK3WCm/RokWhy0zadESsm8m6FLR69Wr3oUVo5T4dBeuSjB4fHAVrpb/yUPBotFTw/vT8l112WU6q8BZHAwGSCyrq7EThUh4663jwwQftdx4876mnnmq+/PJLt2tIa5MkX2bTPSCtYYIEAgSxoXsewT0GlR2JI92vUJFAHdUnl0zXtt1229nr///+97+L3Pgu7ihY9yYycRSsSzPJxRQ1gisbw33TpTMSTRjcaaed7PvS2ZCG55Z3NJnug7Rt2zYMYZ3lXHfddYVCWJfOtCZJ8J1orRKtWZLvApNRQ4AgFnR/ISiOeMcdo91mLxpZpKPaPn36FDt3QT9Xe7YmpumMQ5dW2rRpU+ioWJvOBJo2bWoGDhxoh+AmHwXr8svLL7/sPp2Xt956y5YD0fPqUpt2kuW9DJZpKu7YvHnz8PPrsmAmFrbSyKyGDRuGz6ug0hmK7lUFN98VWvp/oryjwyoqAgSRp/scqk8VDJNdudLvKFCXfx5//HHzxz/+sdAwz1Q29dfj9Hg9T6bp8sqrr75qd1bBEbe76ShYN7EzdRSsORK6BKbn1iWijz/+2O0SGTobeeCBB8Id+5FHHpmRqsF63sGDB5s999yzyPetS2hamwQlI0AQef36TbTh0aBBfzt8Nx0aPvvCCy/Yo9agbLkbDLoZXdzcBf28uKDR8+j59LzZGJ6rUVqjR4+2q/EF71lzDObPn+929aY5F8ElHF2qictIIk0WDC7jaV5Jpkqy6NJicrVfXWZE2QgQRNqkSQtshVwFiIIkVdqxDxgwwK6ql7zz16Ug3XTWpaNUj2DVT/31OHfegp5fr5ONIJHGjRvb19GZT6aorEjw/nVW5TsSLF90phQEu75/zfnIBFX61XPqciJSQ4AgslasWGeaN3/OhocuYaU6ZFc7GFVnDXaSup/Qrl07u4PIBD2Pni95RJVeLxuXgIKRSJkKEF2uCc48tHhUtoIv2zTRMLjUp+8oEyFIgKSPAEFk3X772zY8dPM8lbU5dG9AcwaCHaRKedxyyy1ZuWchel49v15Hr6fX1etn6h6FZDJAdMM8mJOiM4+4hkdA5duD7151ucqLAEkfAYJI0jDdYMhuKiVLVJBP1WaDMwJN9FKV1lzQ6+j1gtfW+8hUgcBMBYiG6gajrTQzOxNH7FGgexXBAYMKPJYHAZI+AgSRowmCmiio8OjWrez5CBMnTjS77rqr/eXXZaW+ffu6XXJCrxtc1tL70fsqr0wEiIblBvM8NNoqLjfMU6WzPn02zavRwlm+CJD0ESCIFJUqufjiRKkSlSzR30ujyxga3hrsHMtbhK+89PpBTSe9r/KukpeJANGcFj2HLl9l4z5NvulsKihfr7M/34mGBEj6CBBEipaWVXioWGJZpUp0hB+Eh4a56jJNFOh96P0EIVKeM5HyBohqWwVnRZpDUlFpRn5wP0RrpPsgQNJHgCAyxoz5ztSrl7jv8dJLpddg0j2G4LKVdtblrQWVaXo/QYjoffreEylvgASFEXWEHrUZ5pmm5W31WVX5+Oef0192mABJHwGCSJg/f2HBTq6dqVu3sx19VRqNcgpKjety0Zw5c9wukaD3FVzO0vv1GZ1VngBRtV89VjeZo1DbKtu0RnpwUHHnnXe6zWUiQNJHgCDvdM1aI4OqVt3PHHNMm4IdQelVaYObpro0U57LQ7mg9xdcQtL7Tld5AiQIWVXVrSz0Pekz16hRo0hByrIQIOkjQJB3qnGkX1zVOfroo3FucyG6CRyU98jXaKt06X3q/ep9p3sT2zdAtHBV8Jr5KsmeD2vWrLGXsPTZe/To4TaXigBJHwGCvNIONSjop9FCpdHEt2CGueZdxEkwT0TvP50JfL4BonUu9DiVja9stHa7Pvtee+2V1ndNgKSPAEHe6EZnUFtKq9CV9cuumlPqq0tCWgY1TvR+g0tZ+hyp8gkQ3bAPJtepZHlls2jRonDG/TvvvOM2l4gASR8BgrxR+Qn9wqqmUVk3whUuQWFElQ+JI71vvX99jrLCMuATIMERuNZHr6yaNWtmvwOt7ZEqAiR9BAjyon///vaXVVsqa1OrdHpw9pGt2lbZpvcdnIXo86TCJ0CCoK3I8z7KolUdg4OTVEe/ESDpI0CQcyo3ESznqqVEU6H1N9RfVXDjTO9fn0OfJxXpBogulQXBPGvWLLe50li5cmV4GSvVIcwESPoIEOSUVt4LboQfdthhdtRMWXTkHqxE9+GHH7rNsaL3r8+hz5PKmVS6AfLEE0/Y/rVr13abKp1gLZWuXbu6TcUiQNJHgCCnbrrpJvtLut1229nyE6kIxvbvv//+dgnSONP71+dINRTSDZDgvlKHDh3cpkpHkwn1XZx99tluU7EIkPQRIMiZUaNGhaOD0pnDobUr9BitCFgR6HPo8+hzlSXdAAnW9k71HktF9tprr9nvQqsXpoIASR8BgpyYN29euB5Fq1at3OYSaZb6zjvvbB+nZWUrAn0OfR59rrIqxzZt2sHUrHm8GTCg7M+umddBQFemyYMl0XBmfRfaFi5c6DYXQYCkjwBB1mknGUxs0+SudNajmDlzZrgTWLBggdscS/ocwWfS5yvNZZf1M3Xr3mOee67s+RyfffaZfU5NzEx15FFFpqHSwai3sWPHus1FECDpI0CQdbqJqV9M3TjWL2k6gpIcqV6GiAt9Hn0ufb7StGv3iq1OPGzYV25TEcHQVW6gb6a5MPpOnnnmGbepCAIkfQQIsmrcuHFhqZL77rvPbS7TY489Zh/bsGFDtynW9Hn0ufT5SpNOgPTq1cs+pwpTIuG0006z38kjjzziNhVBgKSPAEHWqLx2MOLohBNOSHn2dbJgNb1zzz3XbYo1fR59rrLqf6UTIMEM9Ir2XZVHy5Yt7XfSpUsXt6kIAiR9BAiypn79+vYXUrOBZ8+e7Tan5K9//at9jopWklyfR59Ln6806QRIRf2uyiP4njt27Og2FUGApI8AQVasWrXK/jJqu/76693mlAVDXtOpaRQH+jz6XGUNTU4nQCrqd1Ue11xzTUrfsxAg6SNAkDVnnHGG/YWsWrWqd/XcinpUzRlIbnAGkl0ECLJm9erV4brgRx99tC1jki7ugaQeINwDKYp7INlFgCCrpkyZYqpUqWJ/MX3KsDMKK/UAYRRWUYzCyi4CBFkXhIBmSau8RDqYB5J6gDAPpCjmgWQXAYKcCC4laL3q+fPnu80lquwz0dMJEGaiF8ZM9OwjQJATS5YsMbVq1bK/oFofvKwaUIHKXgsrnQChFlZh1MLKPgIEOfPee++F63o8/PDDbnOJKnM13nQCRKjGuxnVeLOPAEFO3XPPPfaXVKvFffpp2QUCpTKvB5JugLAeyGasB5J9BAhyasOGDeEaFwcccIC97FKWyrwiYboBwoqEm7EiYfYRIMg53TgORiFdeumlbnOxKuua6OkGCGuiJ7Amem4QIMiLYcOGhTu6QYMGuc1F6Jq++mpUTSpH7lGk9x2MCkr1HkW6ASIHHXSQfY2HHnrIbao0giHNqsOW6og0AiR9BAjyJqhTpF/Y6dOnu82FaEhmsGP0mZAYBXrfev/6HKlWJvYJkGBGuuZAVFbNmjWz30E6dcEIkPQRIMgblTo55JBD7C/tscceW+aR4oABA8KzEN/aWvmi9xucfehzpKp3709M48YDzJQpP7lNJdLw1WA4b6oDFSqSRYsWhZev3nnnHbe5RARI+ggQ5NXkyZPDUie33Xab21yIjtqPOuoo21dzSeJE71fvW+8/1bOP8giWED7//PPdpgovOAPT8snpfNcESPoIEORdnz597C+ujpr/+9//us2FfPzxx2bLLbe0/fv27es2R5Lep96v3rfefy4EJWD0mpVpUuGaNWtstQN99h49erjNpSJA0keAIBJatGhhf3l33XXXMkuW3HzzzbavLglNnDjRbY4Uvb/g0pXedy7Vq1fPvm5lKu8ezBmqUaNGSkPEkxEg6SNAEAmLFy8OZ1FriGtpEwZ1ryTYOe69995mzpw5bpdI0PvS+9P71Pst6x5Ppo0cOTI8s0t1KGucaQllHYDoM2sSYboIkPQRIIiMd999N7w81b17d7e5EN0oDnYWWnNEtbaiRO8nWAtF71PvNx/OOuss+x6OOOIIO4mzIvvLX/5iP6suYf38889uc5kIkPQRIIiUzp07219ijaIZP36821yILg9Vq1YtDJG5c+e6XfJC7yMID72/dC6zaciutkaN+hecwZR8CSboV5bvvvsuvIRWkeeFTJ061Wy77bb2cz71VNnfS3EIkPQRIIgUHSU3atTI/iIfeOCBZV7HVoHGIER0ueiLL75wu+SUXj+4bKX3pfeXjiAYtN12W8lrhaQaIBKs6qhQztVN/Fxau3atPcPSZzzuuOPKrHBcEgIkfQQIIkeXe3QTVL/Mbdq0cZuL0BF+cDlLR9v5Gp2l1w2O9vV+0jnzCATB0KTJQPvfTz8t/qwqnQBRKJ944olhyC5dutTtEmvBoIrtt9/eTJs2zW1OGQGSPgIEkTR06FD7y6xt8ODBbnMRCh0dfQaP0byLsma3Z4peJ5jnERwF+97zCIJh0KBJ9r8XXjjcbNxY9Ig6nQARXVbbZZdd7PvTkrc6aq8IhgwZEk6afPLJJ93mtBAg6SNAEFnt27e3v9C6FKRr+WXRKCcdjQY7FF0TV/mQbNXO0vPq+YNr73pdvX55RlsFwfDrrxtNy5ZD7Z9feGGq2y3tAJG33nornKGttUjSmWQXRbo8GHz3KmNfXgRI+ggQRNYvv/xi6tSpEx7Vp7pj1nX+YMa6Nl1WUhVc7SAyQc+j5wsuV2nT62Xi/kJyMIwZM9P++dRTnzErVqwrsV86dDYXBKwCOq4hontNKpSoz6HlATJxRkWApI8AQaRpRxHsqDt27Og2l0g7RtWcCgowBtt+++1nVwTUsrI//ZRafSn1U389To9Pfj49v14nUztiNxiuv/41+/fu3Quv6e32S8cjjzwSvn+diWRi55tLCupgOQB9/5pDlAlBgFStWtVtQgkIEERe79697S+25oi88cYbbnOptGNX6XRNTgzmmCRv2hE1aNDAnHPOOeaqq64KN/1dPw92VMmbnkfPp+fNVHAE3GD44Yelpn79fnbTn0vql66ePXuGZyInn3xybG6s699fO3i974MPPtjMnj3b7eJFIXTuuefa59ViX0gNAYLI06z05s2b21/u3XbbLeUzB5fuWajUhY66iwuG0jb11+P0+GzdU5HigqFbt4/sz3Q2EiiuX7qeffZZs/XWW9vPp9FZmbgEly36f+CBBx4IV6Y88sgjvf8/SLZ+/Xrz6KOPFvr/Qd8FUkOAIBZUonuPPfawv+Ba47q0Uiep0sqIKt6oYo6aK3HXXXfZsw/9V3/Xz9WufrlSXDAsX77W3gfRz997b2aJ/XzoxnowOks32B9++OHIzVhXUAQHENp09rds2TK3W9pef/318B6bNlXv1UJUSB0BgtgYPXp0eBlK1/HjaOHCX+yoqptu+q+55553zaZNhYOwpGAYOnSq/fl55w0tOGreVGI/HxriG8wT0aZJeVGonaWDhH79+oU3y/Vvf88993hPFAxobZamTZuGn1fLCdx777120AbSQ4AgVjp16mR/6TV8c8KECW5zJM2bt9I8++yUcHXBYNNCUe4cj5KCQf00J0RtzzyTmCNSXD9fOuvQWVcwYEH3R1TFN1+l4FUXTaOrki8rlVXqvyyqj6U1Z4KhzNouuuiiSr12fHkRIIgVXbNu2LCh/eXXCJyVK1e6XSJh9uzl5umnvzBt2owoFBraWrR4zvTq9YmZPr1oAcjSguGTT+batmCWenK/NWs2mM8+m2fWri3f5SfNtwkKMAZH/VqUqqy6ZJmgMw6FRJMmTcLX1z0Pza0pz7+zBjqoPlZwqU7b0UcfnbFh3ZUZAYLYmTFjhqlevbrdEbRt29Ztzpvvv19asKP6PDxTSN5atRpqHn98fMER/SL3YYW4weBSfazk5w088cQE+/dmzZ4r2Al/n/QIP6NGjQpL5geblh9WQcZMH7HrktLdd98d1hALtpYtW5pJkya53dOiyYbJc4JUqVeXxcp7GQwJBAhi6bnnngt3Cvm88alAUDAoINzQUJAoUBQsqXKDwaUKvarU6/YbN26uOfnkQeHPdbmsrLBKhVY2PO200wrt2LXVrl3bdOjQwQwbNsx89dVX9swwFZoMqsq5+ve7+uqri8yr0aiw1q1bl7sopgY+XHDBBeHz6rKVyr1rzRBkDgGC2NKIKe0cVOrk++/Lf9SdqkmTFthLULoU5YaGLlnp0pUuYeXasmVrzQMPfGDnjOi96L/33/++WbJktds1bdoha61xVUh2w0Sb7ploRJPqbBU3p0Y/17wN93HBdvjhh9u5KWWtRlkW3QjXjXbdGA+eu1mzZjmri1bZECCIrVWrVoU7pfr166d8FJwuXUPXpZDbb+9hTjyxS5HQ0NG+bpLrZnkUfPvtYnPttaPC96d7JrrxrtFbmaBLTipcqPpTwdDqdDcNmb3kkktM//79vQtPujSvpVatWuFr6JJbuhNPkR4CBLGWvOb47bff7jZ7UxhpjsQ111xjr5vr+XfYobbZd98rCsLqKbuD1nBcDcuNqrffnlHoLElDgN9/f6bbrdy0ZotGxOmylIZXFzenRj9//vnnzeeff16uG+LF0Q3+YA0ZbZoUqOoF2TqgwGYECGJPM4m149CIIe30fakmlG4eX3nllUVmqusa+jnntDZDhrxpliyJbmi4VNW3X7+JBWdOT4dBohntM2aUfyJevs2fP9/+WwUlWTRiS/dlMlUbC2UjQBB7Gv4ZTAzbfffdC84KFrpdSrR69WozfPhwc+mll9oqrMmhoTMbzYAeNGhQbGpFlURnSpq4GIRIgwb9bYFGt8pvHKxbt8507dq10L+X7rFMmTLF7YosI0BQISg0FB7amShMSit1oksoGrml2lbbbbddodDQqnaa96CFijJ9qSUKpkz5ybRt+3IYJCqRMmzYV0UmNEbViBEjzAEHHBD+e+2///7mxRdfdLshRwgQVBhvv/12WOpEl7WS6Qxi4MCBdkRO8joe2nQkq1nX2hHpjKSiU7aOGjXdnHXWv8Mg0ZDj8eOzVySyvL788suCsDu10L/Zgw8+aM9GkD8ECCqUO+64I7z8pNpZmoF8xhlnhFVng031lXT9XPc8KutOaPXq9eaxx8bbkipBkGii4qxZ5Z8/kilLliwx1113XViFV/c7NHl03rx5blfkAQGCCkUjbzSkNzksgm3XXXe1o6p0psIInc3mzl1hOnZ8ywbIoYfea/beu4Xp3Pl+O7oqX1Sb6x//+EdYSFGbSth88sknblfkEQGCCufVV18Ndzq6L3LjjTfaeRyUryjd+PFzzZln3mWqV68bfne67Ffa/aRs0Oz3unUT70HbnnvuaZfizfX7QNkIEFQ4Ks2tHY9mTSM9GzZsNH37/svUrFkz3IGrJtbYsYWX1M0GFXJs0aJF+Lq6DKkaWZowimgiQFDhHHrooXYHpMJ/8KNBB3/+858L3TvSQIM5c+a4XctN9an++te/2hL9wWtpJFymZqgjewgQVCjffPNNuBOi/lH5aT0QDUIIvlMNc9bM8jVr1rhd06ZLigMGDLD3poLn11K1Y8aMcbsioggQVCga2qkdkVbVQ+aMHDnSrr8S7Oj32WcfM3ToULdbyj788ENzzDHHhM+ntTpUX0t1xxAfBAgqlGCnpKNkZJZKsXfv3j1ci0WbFn9SPbJUaS2Riy++OHy8SsTccsstdrVAxA8BggpDC00FOyatOYHs+Omnn0z79u3DSZv6r9b2KK2EjCZo3nfffYVm/p999tn2kiPiiwBBhdGjRw+7Y1KJd2SfKuuecMIJYSDUqFHDVt1159ioSm/yaoP693nttdcK9UE8ESCoMIK10lVCHLmjMu3JAaHVCjUXRyXe3YDRolFuwCC+CBBUCBpeGpT11pExckuXqLp06VLoElVymXVVAFi0KDolUpAZBAgqhD59+tidldbYRv7Mnj3brjQYhEjjxo3Lvb45oosAQYVw0kkn2R1Wx44d3SbkgdZY6dWrl/tjVDAECGJvwYIFYbXWcePGuc0AsoQAQexpAprCo1atWhTcA3KIAEHsBaU2VLsJQO4QIIg1LTgUFPxTyXYAuUOAINaefvppGx4qyEcdJSC3CBDEWvPmzW2A/OlPf3KbAGQZAYLY0joSWnRIAfLWW2+5zQCyjABBbA0ZMsSGx84770x5DCAPCBDEVuvWrW2AXHXVVW4TgBwgQBBLv/zyi10dTwEyatQotxlADhAgiCWVylB4aHGjdevWuc0AcoAAQSwFBfsuvfRStwlAjhAgiJ21a9eaatWq2QB56aWX3GYAOUKAIHZGjhxpw0P3QLQOBYD8IEAQO1dccYUNkPPPP99tApBDBAhiRfM9dtppJxsgWkoVQP4QIIiVN954w4aHZqCvWLHCbQaQQwQIYkVraytAWrRo4TYByDECBLGhart/+MMfbIAMGjTIbQaQYwQIYmPMmDE2PLbZZhuzdOlStxlAjhEgiI0bb7zRBshZZ53lNgHIAwIEsbBp0yaz55572gB56qmn3GYAeUCAIBbGjh1rw2OrrbYyCxcudJsB5AEBgli47bbbbICcfPLJbhOAPCFAEAv77ruvDZB//vOfbhOAPCFAEHkTJkyw4bHFFluY//3vf24zgDwhQBB5nTp1sgHSuHFjtwlAHhEgiLzatWvbAOnZs6fbBCCPCBBE2pQpU8LLVz/++KPbDCCPCBBE2n333WcD5Nhjj3WbAOQZAYJIO+yww2yAdO3a1W0CkGcECCLrm2++seGh7dtvv3WbAeQZAYLIuvzyy2147L///m4TgAggQBBZQel2LR41efJktxlAnhEgiCSNuNLIq+AS1h577GFmzpzpdgOQRwQIIumRRx4JL18FVXgPPvhgs3jxYrcrgDwhQBBJjRo1sqGhWeiaC1KjRg379wYNGphffvnF7Q4gDwgQRMqXX34Znn1oUx0see+990yVKlXsz5o2bWo2bNjgPBJArhEgyBsVRnzyySfN6aefbk466SRTrVq1MDiCm+fJXnzxRbPlllvatiuvvNL89ttvhdoB5BYBgpxYuXKleeedd0y3bt1Mq1at7E3x5LBI3g466CBz1FFH2XBxPf7442G/O++8020GkEMECDJOl5e++OIL07dvX9OuXTtz+OGHFwmJYNthhx3C0VY6E1m6dKn7dEV07tw5fHyfPn3cZgA5QoCg/GbMMBtfeMF8cOut5rLGjc12221XJCi06ecqyX5rQb8XCvr/8MMP9uE+ZxUKJvXXJS09F4DcI0Diato0Y66/3pg6dYypWtWY7bc35uCDjbnuukRbtixbZszrrxtz//3GtGhhTM2aBf8X/c5uzxdspyQFhs48rrrqKnsmojOS0m58p3tWsXHjRtO8eXPbX/dK3n33XbcLgCwjQOKoWzdjttoq3HEX2dTWvbv7qPStXWvMp58a849/GHPppVqYo+hrBdsee5jJrVqZVwrem+516J5HutI9q1i9enU43Ld69epm0qRJbhcAWUSAxI125tphb7GFMVdfbcz48casWqW9qTGffWbMNdck2tQnhSP5Qr7+2pjBg43585+NUfn0bbYpGhTaqlUz5pRTjLn9dmNeflnDqdxn8uJzVrFkyRJzyCGH2MfsvvvurBkC5BABEidz5hiz7baJnfjAgW7rZmpTH/WdO9dtTVi40JhXXjHmrruMOfNMY2rUKBoU2nQ2c/TRiUtjAwZooob7TBnlc1Yxa9ascLa6Vi9ctGiR2wVAFhAgcdK5c2KnfsEFbktR55+f6Hv33W6LMe+8U/IlsP32M+bCC43p1cuYsWMTZzY55nNWodnqO+64o31M/fr1ma0O5AABEicFO0a7k3/rLbelqDffTPRt2NBtMUaXhrbe2hTscY055xxj7rnHmFGjjIlQnSmfs4r3338/nK1+TsHnKu2mPYDyI0DiZKedEqGQwlwJGwbqq1FSxVm+3P1J5PicVbz00ksFJ1db2cdcccUVzFYHsogAiROdNSgUUjmyXr8+0VePiTGfswoNGw6GBN9/xx1uM4AMIUDiJJNnIDHic1Zx9913m70K+l9bsH2vkWsAMo4AiZPgHsjbb7stRek+ifo2aOC2xFLyWcUdKZ5VPNe+vXm9oP9vW25pzNChbjOAciJA4kRDbhUKGiVVFo3UUl+N3KogdFYRhMg/Ujir+G3jxsRseX0Pquyr0WcAMoYAiZPZszdP7nv2Wbd1M00GVB/NA9HckQqkfcFZhQJEs9WHpnJWoWHIjRsnvo/q1Y354gu3BwBPBEjc9OyZ2Blqtvm11yZmn2snuWaNMVp86U9/2jwTXXM5KhjNVm9RcFahENFsdZVNKdOSJcYcckjiO9l9dy247vYA4IEAiaMHHzRG1/W1QyxuU1vXru6jKgzNVldVX4WIZqurUGOZdPZWq1bi+1FNrxTmlQAoHQESV199lSgvop2hKvFut13izx06JNoqOM1Wr1u3rtm6IBDaFpxVrEjlrEJlWDR5UiGiAQkpzCsBUDICBLE1p+Cs4k8FZxVPFwTCwlTPKj74wJgqVRIhcvbZifkyALwQIIi1nwvOKpale1bx0kuba4G1bWtMCvNKABRFgCD+fM4qnnhi8z0jlaUHkDYCBBXDiBHpn1WoiGQQIr17u60AykCAoOLwOavQolzqr5Frzz/vtgIoBQESRxpNdNVVxkyc6LYg3bMKzVY/99xEf028HD3a7QGgBARIHAWLRXXq5LZA0j2r0CTM449PPEbL9WZ51UWgoiBA4kazzqtWTezstCQtivI5q1CF47p1E4+59163FUAxCJC40RDU4Eh57Vq3FQH3rCKVy30LFhjz6KOplcsHQIDEzmWXJXaKF1/stsCVfFax227GzJjh9gBQDgRInKxbl6goqx3i8OFuK4qjGlh77ZX4zg46KLXZ6gBSQoDEyauvJnaEqnuVyoxrJEydunk1x3r1jFm1yu0BwAMBEicauqudYOvWbgvK4jNbHUCpCJC40A5v550TO8AhQ9xWpOLllzfPVn/ySbe1sGnTjLn+emPq1EmMelPF44MPTlRAVhsAAiQ2gjXOtTTr8uVuK1I1aJAxxx1X+sqE3bptDpriNrV17+4+Cqh0CJC40EqD2nk1a+a2IJO01rq+Z63qqAmJ48cn7plo/o1Wf7zmms0rPvbp4z4aqFQIkDjQxDgNQ9VO6+mn3VZkitaP18RDfc8DB7qtm6lNfdR37ly3Fag0CJA4eP/9xA5r660T63sjOzp3TnzPF1zgthQVlJO5+263Bag0CJA4uOmmxM7qjDPcFmSSFqTS96z7TWV5881E34YN3Rag0iBAok7rWtSqldhZlTVyCOUTzBVJpZTJ4sWJvjVrui1ApUGARN24cYkdlUb+qFYTskeXCPVdb9jgthSlYdXBZUWgkiJAoq5jx8SOqkkTtwWZxhkIkBYCJOr23z+xo9LwUmRXcA/k7bfdlqKCeTkNGrgtQKVBgETYos8/N28V7KS+17wDDTFFdt11VyIULrzQbSlKI7XUVyO3gEqKAImwPgU7p/MKdlL/YKRPbqhy7zbbJILh2Wfd1s0GD0700TwQgh2VGAESYXXq1CnYT/3O9OrRw21CtvTsmQgHnfVde21i9rlmoWuBqgkTEhUBgpnovXq5jwYqFQIkoqZOnWrDQ9sPP/zgNiObHnwwsZ66QqK4TW1du7qPAiodAiSi/va3v9nwOProo90m5MJXXyUq79aunajEqzVY9OcOHRJtAAiQqDriiCNsgDzwwANuEwBEAgESQdOnTw8vX01j7QkAEUWARNBDDz1kw+PQQw91mwAgMgiQCKpXr54NkHvvvddtAoDIIEAiZubMmWaLLbawATJ58mS3GQAigwCJmEcffdSGx0EHHeQ2AUCkECARc/zxx9sAufPOO90mAIgUAiRC5s2bZ7bccksbIOO1FjcARBgBEiGPPfaYDY999tnH/KaFpAAgwgiQCDn11FNtgNx6661uEwBEDgESEYsWLTJbbbWVDZCPPvrIbQaAyCFAIqJfv342PPbYYw+zadMmtxkAIocAiYizzz7bBsgNN9zgNgFAJBEgETBhwoTw8tW7777rNgNAJBEgObZ06VLz6quvmvvuu880a9bM7LTTTmHhxG222cZs3LjRfQgARBIBkkVr1qwxH3/8sendu7e5+OKLzQEHHBCGhbtVqVLFtG3b1n0KAIgsAiSDtIrgwIED7X2MY445xmy99dZFgkJb9erVzemnn246depk/vOf/5j58+e7TwUAkUeAeNJOXzt/lRw57bTTbCi4QaFNIXLsscfaUBk0aJANGQCoCDIaIMFOsyyp9nPNmDHD3HbbbebII480O+64o/n9739v9t13X1s/SvcUvsrSUqMrV640Y8aMMT169DCtW7c2tWrVKhIUwXbggQeaSy65xF62GjdunL2MBQAVUfp78VKkGgyp9kumKrUlXRJK3spLN7EnTZpknnzySdO+fXsbVkF5dXfbeeed7Y3wLl262BvjukEOAJVF+fe4SVLdiafaL6CjefXXjvzKK680H3zwgfn555/NunXrzKxZs+yR/t///ndz2GGHuQ8t048//miGDx9uz2xOOOEEs/322xcJCm26yd2wYUNzyy23mOeff958//337lMBQKWS+l48BakGQ6r9ZPbs2XZ4q/oPGTLEbU6LQueNN96wYdOyZUuzyy67FAmKYNNysgorFTicOHGiWb9+vft0AFCppbYXT1GqwZBqP9FIJfVt06aN25SS5cuXm6uvvtrUqVOnSEgE22677WbOO+88uxb56NGjzYoVK9ynAQA4UtuLpyjVYEi1n9SvX9/29Z2h/fLLLxcKix122MGcfPLJpmPHjmbEiBFmzpw57kMAAClIbS+eIvfIvqwtFbpRrb6+N6h1n0Q34Pv372+mTJnCOhsAkCGp7cVT5AZEWVsqgpFXGzZscJsAAHmU2l48RakGQ6r9pLxnIACA7EhtL56iVIMh1X5S3nsgAIDsSG0vnqJUgyG53yuvvGLOP/98s9dee9kb3EcddZQdOhtUpQ1GYV1++eXJTwEAyLOy9/Zp8AkQzeQePHiwmT59ui37oVpRZ5xxhp2wJ8E8EE0iHDp0aPLTAADyqOy9fRp8AqQ4c+fOtcUJAz179rT9FSLt2rUzH374oZ2r8euvv9qA0Uz0Bx54wBx++OFJzwIAyKaS9+IeygqGQFn9FixYYG+eJ+vWrVu4al9pGwAgNzK6x011J15SP9330KWsFi1a2Il+LtWfuvXWW80RRxxhz1BUjXefffaxNaxU0PDrr792HwIAyJKie/E8ST6LUEBQTgQAoi0yASIqWKib6GeeeSbLuwJAxEUqQAJa7a9atWrujwEAERLJAJk5c6apWbOm+2MAQITkPUA050Ml1BcvXmxWrVplh+RqiVpNIAQARFfeA0QlSs466yy7xrmG7jZo0MAMGDCAqrkAEHF5DxAAQDwRIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAAL/8HAoW5ldy147gAAAAASUVORK5CYII=)
| Product Number | 4H58-9-52 |
| Synonyms | 7-Bromo-3-(ethoxycarbonyl)imidazo[1,2-a]pyridine |
| CAS | 1134327-98-2 |
| MDL Number | MFCD11045695 |
| Molecular Formula | C10H9BrN2O2 |
| Molecular Weight | 269.098 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory