![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 |
PN: 4H58-9-52
CAS: 1134327-98-2
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Methyl 7-bromoimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-9-3M
CAS: 1313410-86-4
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![Ethyl 7-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-W2
CAS: 1187236-18-5
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Ethyl 7-Bromo-2-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-9-3L
CAS: 81438-56-4
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![Ethyl imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-DY
CAS: 123531-52-2
Molecule Weight: 190.202
Formula: C10H10N2O2
![7-Bromoimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-3G
CAS: 1019021-93-2
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![Ethyl 6-bromoimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-9-0C
CAS: 372198-69-1
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Ethyl imidazo[1,2-a]pyridine-2-carboxylate hydrobromide](data:image/png;base64,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)
PN: 4H23-9-56
CAS: 2549-17-9
Molecule Weight: 271.114
Formula: C10H11BrN2O2
TSCA: Not listed on TSCA inventory