![7-Bromoimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-33 |
| Synonyms | 7-Bromo-2-carboxyimidazo[1,2-a]pyridine |
| CAS | 1019018-46-2 |
| MDL Number | MFCD09995206 |
| Molecular Formula | C8H5BrN2O2 |
| Molecular Weight | 241.044 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-9-33
CAS: 1019018-46-2
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![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
![Imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-16
CAS: 64951-08-2
Molecule Weight: 162.148
Formula: C8H6N2O2
![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
![Methyl 7-bromoimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABhCAAAYQgEsvrAlAAACQXpUWHRtb2xTb3VyY2UAAHichZTrb5swEMD/lZM/D+MnjyikylJNmtRuUttJ+zY5xEmRAlRAXv/9zpBmIcmIBNj3+PnM3dnjh32+hq2t6qwsEsIpI2CLtFxkxSohv96+eRF5mIxTdELHok7Ie9N8jHx/t9vR9N3mZl8WNC1z0tlH+zrr+ewkLauVLxjj/u/np9eW8bKibkyRWqTqbFS3yqcyNU27i/+E8HNTbbPC79z9vNp2q/0RzD2M7usF+fcvM7RNEYVltrawLKvcNLAVjOLDvsDKFrYyjV3A/IBqSRX++2T8/Fimm9wWDU7dCllq1q9NtUlRkZdrm25wMZx8f0xIzhEwTZlPq8ocwM2c2nAwAowEo8BoMAGYEEwEJgbDGb5o5+jA0YMrzPfauoBvhw+Lu4af0L0z+NF+Z/C16kTMlkiIx6iUQgOjXEkFnAYqDkHQIGICBy50gEohmPqUJNUx2hSNhYwhoEKHAYSoxB0cpaOt8yRwcHE0DeNIgKcwntRuZFxKQD3XYQSeoFpFIXicSiZQxrTqIHajlihjomUorkRBWShaOlLd6GRMpH/K5GQ8L4vF2RSyRULmnLQpfrHLWhyzTKCsFrbCxnULONdzQPQBV5NhQPYBV8ETIG4B6grQwxF0H3DdcQKmt4CgD7heGgbCPuA6bxiI+oDr02Eg7gNtVw8Tzt4rXXsKhjPFL8vtGHEnzkXFu1N2h7ko+uepHGTUVRnvIvoqzbcR/6z3/c8bB6dXt5F/dlX5eEFP/gIVubIpwa3BPgAAPm1JREFUeF7t3Qm8VePi//GLG5mukimhEDIXkpAGQ5QQKjKUIRLSjS4pFOHmuj8zV6ToipSpDJWrKFGUFFE0igaaiyZ5/ue79n+t9n7O2ees/ey1z9ln78/79Vqvctaz9l5rZa/v2c/4FwMAgIO/2D8AACAMAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABgCxx3fHHF7l1btDAPHDllWb0oEFm86ZN9mFlhgABgCxhB0dR24Pt2pkNv/9uH1omCBAAyBJ+SMTbsmWLWbZokRk7ZIi5pWFDb/9bTz2VUKasECAAkCWKCpB4n73zjrf/rpYt7V1lggABgCxRUoCsWbHC29/ppJPsXWWCAAGALFFSgKxdudLb//cmTexdnvjjZ37xhel3xx3m9nPO8QKnY926Vun0ESAAkCVKCpDP3n3X2/+vDh3sXR7/+Leefjr4u79df8IJdvG0ESAAAsuWLTNz5861f4xSUlSAqBF9xZIl5uNhw0yXxo29/VM+/DChjC8+MP7vhhvMrClTzIbffrOLRYYAAWA2b95sHnnkEbPtttuav/zlL+aKK64wq1atsoshw+xvDfZ2R/PmXkN6MkF4dOxo/iwInkwjQIA897///c8ceeSRXnDEb3vuuafp16+f9xswSocdGPZ2fd265tEbbzRL5s+3D/X45WZNnmzvyggCBMhTs2fPNhdccEFCaFStWtUceuihCT+rXbu2+fjjj+3DkQF+ANg2bdhgFs2ZY0YUBHqn+vW9qqylP/5oFwuOz2S1VTwCBGk5/vhnve2EE541s2Yts3cn8MuibK1Zs8bccccdZocddghCYueddza9e/c2v///Ec6DBg0y1apVSwiS1q1bm/lJfvNFNJIFSLxP3n7bK/N8jx72rlDHR4kAQVr8UNDWpcv79u4EBEjZ+vPPP82AAQPMPvvskxAMl112mVm4cKFd3Kxbt87cddddpmLFikFZ/V0/0z5EL0wArC+49ypze7Nm9q5Qx0eJAEFa/FBo0OAF789p05bYRQIESNmZMGGCqVu3bkJwnHDCCd7PSzJv3jzTqlWrhGP3228/71sKohUmAPwAubF+fXtXqOOjRIAgLX4oPP30F96f118/wi4SIEBKn75Z6BtG/MNf30D0TUTfSFLx0Ucfee0h8a9Vv+Ah9vnnn9tF4ShMAHzy1ltemXsKQt0W5vgoESBIix8Ka9duNI0bD/T+PmnST3YxDwFSetavX++1aahtw3/Yq83j9ttv99pAXKlHlnpmqYeW/7rbbLONad++vVm0aJFdHClKFgCbN240i+bONe8895zXiK4yo156yS6W9PhMIUCQlvhQGDhwqvf3K6980yoVQ4CUjiFDhpjq1asnfFM4//zzvV5XUVm5cqXp2rWrqVChQvAeu+66q3nggQfMxoKHHdz4AVDS9lz37mbLH3/YhxMgKF/iQ2H9+s2madNB3n9//HHh3joESGZ9+eWX5rTTTksIDo3v0DiPTJk5c6Y555xzEt7z4IMPNm+88YZdFAWWL17sPfzVfjGuiHtkB4W/aS4rNZo/062bmVZMl2oCBOWKHQpDhnzj/XebNkONXcVul0U0fvnlF3Pttdea7bbbLniI77777ubJJ5/0RpiXhvfee88cdthhCUHSpEkT8/XXX9tF89LG9evN8GefNTeefHLwkO/fs6ddrNwhQJAWOxQ2b95iWrQY7P1s5Mgf4koWLov0bNq0yTz88MNmt912Cx7af/3rX81NN91kli9fbhfPOJ3P//3f/5lKlSolnE+nTp28Obby1aT33/e+PcR/o/hPwTeJVb/+ahctdwgQpKWoUBgxYpb3s5YtXzV//LF1GoyiysLNO++8U2jE+BlnnGFmzJhhFy11vxY8GK+77rpC34gef/zxUvtGlA3mf/ut6Xv11QnBce8ll3jTrOcKAgRpKSoUtmz507Rq9Zr38zff/C74eVFlkZrvvvvONG3aNCE4atasad5++227aJn76quvTKNGjRLO9fDDDzejR4+2i+aU1QXf/l7s3dubt8oPjq6nn+7Npptr84oRIEhLslD48MO53s+bNXvZbNwY6y2SrCxKpl5Pt9xyS0Kvp7/97W+mb9++Wd/raejQoaZGjRoJQdKiRQvzww+JVZzl3eZNm8zIF180nU87LQiOG+rVM0Meftj8lkbX6WxGgCAtxYXC5Ze/7u0bPDjWkJqsrObQ6tZttOnXb4qZO3elvTuv/fHHH+aZZ54xe+yxR/Dw1ZTrV111lVmyJPmo/2yjcSn33XdfwriU7bffvuDfvZtZvXq1Xbzc+erjj03PCy5IqK567KabzOJ58+yiOYUAQVqShYJ8+ulCb9+ZZ75kfv99c9Ky99wzNtin7aKLhhQ8NL8wM2eW/0bGdIwdO9Ycc8wxCb+5n3LKKWZyKU3VnQk//fSTt9aIBh/617T33nub/v37l8vqHc2Q+8gNNyQEx10tW5rp48fbRXMSAYK0JAsFX4cOw739/ft/mbSs5s/y20zs7bzzXjGPPTbRTJ++1D4sZ2lFwIsuuighOPbff3/z8ssv20XLrc8++8yceOKJCdd4fMHDd3w5efCuK/jW9ErfvqZjwTX4wXFLw4Zm9KBB5o886ihAgCAtyULB99VXi739jRoNKLHsvHkrzXPPTTGXXjqsUJBoU3vKww9PMFOmLCo0xiQXrF271vTo0SNhmvUdd9yx4BvaPea3UlrfoTRpLq6BAweafffdNyFILr30UrNgwQK7eFZQleLYIUPM35s0CYKjY9265qX77jNrVqywi+c8AgRpKSkUpHPn9xOCIIyfflrtTY3Svv2bhYJE21lnDTL33z/Om3crvqtweaQH6YsvvljoQXrJJZdk7YM0SgrOO++8MyE4d9ppJ9OrV69gfZJs8NGYMaZV48am9ZFHBuHxrw4dzI8zZ9pF8wYBgrSECQU1kmvBqTBli7JkyVqvIV7VYXXr9isUJk2avGh69/7IfPLJArNpU/kKE1Xl1KtXLyE4jjvuODNu3Di7aKRUTfb++++bxx57zPz973/3JkPU1rjgAamut/rT/5n2q5zK67hMmTNnjrnwwgsT7sUBBxxQ8G8/2C5aquJXbqxeqZJpcuCB5vbmzc0Xo0bZRfMOAYJyZdmy38ywYTPMDTe8Y0488blCYXLaaQPMXXeNMWPGzDMbNmRvXfTPP/9cqDF5r732Ms8//3zkjcnq5qtA0uy8DRs2TFggymXT8XodvZ5eN+puxGMKftM/+uijE97z1FNPLfXOA0Wt3LhX5crmPw8/7E1NAgIE5diqVevN22/PNDff/J456aTCYXLqqf0LHgAfmFGjZpvff99kH14mNmzYYPr06WN22WWX4KGk7qy33XZbpN1ZVVevbwxt27b1qoPsELA3jdPQpvU+9A1Ef/o/s8vam15f76P30/tGwe++XKVKleB91H356quvznj35VRXbsxnBAhywrp1G827735vbr11lDn55P6FwqR27btNu3b3mP/+d4g3KK8sDBs2zBx44IEJD6Vzzz3XfP/993ZRZ+omqzCyH37+pulPOnbsaJ544gkzcuRI8+OPP9ovUSSVU3kdp+PtaVT8Te+r99d5RGHFihWmc+fOhQZQPvTQQ5F/85F0Vm7MRwQIUvLBB3O83/a7d8/cFOHp0piT0aPneOeobyEKkIMP7mR2371ewW+xFbzf+DUdiKqLNJNtpk2bNq3IKT1GRViHrvYDzT8VX92iTdVNWo5Wy89G9VD36fX0unp9u1pM56Hz0XlFQVO4nHXWWQnvoSlchg8fbhd1EuXKjfmEAEFoCxeu9toY9EDW+IzyQNOojBnzg/n735821aqdkPCA0KYJ/9Rg/NRTT3ntElHSpILXX399wqSClStX9hqko5pUULPu6kGtWW/jr0tLzWrlwNL6tqX30fvpfePPQ+el84tqduARI0aYQw45JOE9zjzzTOdJJDO1cmO+IEAQiqZp10qDfpXQRx/Ns4tkvY0bN3nVMNdcc03C1CD+pgZtNdZqSvL58+fbh4emac0feeSRQtOa33DDDZFNa67fijV6274OLe70ySef2MVLld7fXmRK56nzjeK3ed3ff/3rX4Wmsb/55pu9Kq+wSmPlxlxHgCAUjQb3w6Nv37J9QEVBjbTq7aOHetWqVRMeIv6mkdJaojWVB4oakmvVqpXwOlpYafr06XZRZ2qPUNDZ76EVCbOJzkfnFX+eOu+w7S4lWbp0qffLgBrX/ddXo7u+TRbXmF8WKzfmKgIEJZo4cWEw/kIrDfqz6+YK/Vas7qga76BxB/EPFn/TnFSq6khWVTJr1izTrFmzhGMOOuigyJd2VRWO1tbw30ODD8t6nERJdH7xgyR1/rqOqCgQGjRokHDvjzrqKPPhhx8mlMuGlRtzDQGCYi1f/nuwzvkpp/Q3c+aEryIoiaoitGaEpvu+//77ix3Mpv0qp/I6LpMmTZrk9f/X2t52kGjT0q09e/Y0U6ZMMatWrTJdu3ZN6CW06667et9couwlpLEh6t0UP25ED8Mou/5mks5T5+ufu65D1xPlmJdXX321UJWUBgBq3fZsWrkxlxAgSErV1fHTkLz++rd2kZR9q1Xa+vb1ekHFN1ymsuk4Ha/X0etlkgLr7rvvNkcccUSh89AW/0DX39u1a2cWLVpkv0xaNHYkfnJFBVR5nVhR563z969F16Xri4qmPtE3xeLGvmTLyo25gABBUi+/PD0ID63X4UoNm1rOVP3p7Q9z/KaR2EUNZtPP7bLxm15Xr59KA6oL/SarNS3q1KlT6BzU+0jfXKKm39zjuwAryFRdVp7p/OMDWdcX9TcptbNocGP8v1G2rtxYnhEgKNJ33/1a8FB83guP5s1fLviAp/5boho5VRWkgV/2A1dtDaqaUs+czz//vMTuptqvciqv44pqq9D76P30vpmmOaE0xbreV/X7maCHqqY496/v5JNPzpkqF12Hrse/Nl1n1CEiGqip11e7R5RVioghQFDIb79tMi1bvuqFhxrPp05dbBcplj6o9957b6FqBD30NetqVNVOeh29nh0mel+9f6YfGKoK0fupt1bUVK2jNiD/mvQgzLUp3XU9/gNem643yuosUccIvbamxUf0CBAU0qvX1hUCtcxsKtQV0h7opQesqg6iGANQFL2uXt9eoEjnkcmumZkKEDUsx7d5NG/ePGd7Cem6dH3+teq6o2xYJ0AyiwBBgpEjfwjCQ9Onb9kS7qGvB4Gqj+L75KueO8rpOsLQ+8XXr+t8dF6ZeABnKkDUO8k/f1Xz5No3D5uuL746S9cfFQIkswgQBLSIU8OGsalKGjce6K3DEYZmR40f2KZeUuohlenutsnoffX+8b28dH5Rz+KaiQDR3E5+zy4FYa60eZRE1+kHv64/qjmuCJDMIkDg0VQl7dptnapE62mEoVHa8eMlNIArW7pI6jx0Pv656TxTGVVekqgDRD2H/EGC6upa3ntbpUrX63fx1X2IYsQ6AZJZBAg8TzwxKQiPBx8cb+8uksZI7L333sED+vLLL8+66hadj87LP0edr847ClEGiNpx4kdTl9dxHunSdfv3QPcj3XYzAiSzCBB464r7U5W0bh1uqhL9Jh8fHt26dUv7w54pOi+dX3yIRPFNJMoAUfdk//w0YjufxY9Y131JBwGSWQRInluxYr05++zYVCVaiCnMVCVqS4ivtnrwwQftIllJ5+mfs84/3TaRqAJE9f/+rLoaU5KJ8RDlia7fnztL9yWddiACJLMIkDym38xvuOHloOpq6NCS2y7Umym+wVy/2Zcn8d9EdB3p9M6KKkC0Zoh/Ttk+MWJp0X3w74nujysCJLMIkDz2zDMvm2rVWppDD+1qunZ9z95dJHWJ9T/YalvI1mqrZHS+8W0iuh5XUQSIVuzzF4PS1OfYyp8KXvfHdWVDAiSzCJA8NXXqVFOx4o5ml10ONnXqtDUrV66zixSiQXn+OA+tn5BtDeZh6bx1/roOXY/rYMMoAkSr9ek11HVVs/tiK90Pv0uz7pMLAiSzCJA8tG7dumDRI80RNH78Z3aRQjTFxKGHHuodo/EVUU1HUlZ0/v44EV2XyxQa6QaI1hT31zDXCn4ozF/ZUPfJZU13AiSzCJA8pFXc9KHSds8999i7i6RZaP1jHnroIXt3uaTr8K9J15eqdAMkvj1m/PhwXafzje6Lf49c2tsIkMwiQPKMFt3xP5BqRC5u6U+fZrf1J0ZU1U9ZjTCPmq7Dr8rS9aU6i286AaL7vs8++3jHaxoPJOdPc6L7Feb/13gESGYRIHlk3rx5plKlSt4HqnLlymbBggV2kSLFN5yX9txWmabr8a8t1Qb1dAJEa6f779uvXz97N+Lo/vj3SvctFQRIZhEgeULdVbXokf9BHDZsmF2kSFqkyV/Po169evbunKDr0vXpOlNZlCqdAPEXO6pYsWKJa6HkO90f3SfdL923VBAgmUWA5IkePXoE4ZFKv3qt9OcfF9UEd9lG1+Vfo643LNcA0TolfgN+q1at7N0ogu6T7pfuWyrrvBAgmUWA5IExY8YE3W8146nWjQ7LX4ZWizaVtzEfYem6/EWpdL1huQbIuHHjgsAaNGiQvRtF0H3y75nuX1gESGYRIDnu119/NdWqVfM+RKoGmD59ul0kKXV19T+0Wvkvl+n6/GsN20XZNUB69+4dvJdL19R8pPvk3zPdv7AIkMwiQHJcixYtgg/ek08+ae8ultbUSPWhWl7Fh6WuOwzXAGnYsKF33GGHHWbvQjF0v3TfdP/CIkAyiwDJYfHtF+eff769u0RNmzb1jlX1Tj7wq7F03WG4BIiWa9XDTMel0haFrXOG6f6FXfaWAMksAiRHTZs2Lei5st9++5lly5bZRYqlMRJ+Q2/79u3t3TlJ16nr1XWHGety7rmXF5Q9sOA34gvsXUmpK7Uf6ql+I8x3ul/+vdN9DIMAySwCJAdprqfDDz/c++BoqpKPPvrILlIiBZD/YX3hhRfs3TlJ1+lfs66/JG3bPlDwraWtOe+8u+xdSY0cOTJ4j9GjR9u7UQzdL//e6T6GQYBkFgGSgzp06BB80O66K/zDLd5rr70WvMbEiRPt3TlJ1+lfs66/JB07vmXq1HnCXHFFyWV9jz32WPAeYQdyIkb3y793uo9hECCZRYDkmPgH/ymnnJLy1A+++Lmv8mWgm67Tv+Ywc2PdcMM73joqV175pr0rKf+BpskBc7VbdKbofvmTT+o+hkGAZBYBkkPmz58fTFWiP/XfrvxlRbUiXD7xVwYMs6ysS4D4E1lqWV2kzl9GWfcxDAIkswiQHKFvGvrG4f8GHaYKpjht2rTxXkdLv+YTf6leXX9JXAIkX+9rVFL59xECJLMIkBzh9yDSpjaQdDVr1sx7rdq1a9u7cpquV9et6y+JS4Dk632NSir/PkKAZBYBkgPie0xpyusoVgps1KiR93r5NtW4P3W4rr8kLgGSr/c1Kqn8+wgBklkESA7QdCX+utpqZJwxY4ZdJGX5+ptyKr/hugRIvt7XqKTy7yMESGYRIDlCfeT9CROPPvpos379ertISvK1rj6VOnaXAMnX+xqVVP59hADJLAIkh9x+++3eh0Vbp06d7N0poRcWvbCyEb2wsgsBkkM0/YbmZfJD5K233rKLhMY4EMaBZBvGgWQfAiTHzJ49O1hBsEqVKmbhwoV2kVAYiV5yN2iXAGEkujtGomcfAiQH/fe//w0+aJr6OuzMpfGYC6vkubBcAoS5sNwxF1b2IUByVLt27YIP27333mvvLhGz8ZY8G69LgDAbrztm480+BEiOWrt2rTnkkEO8D4+6+E6YMMEuUiLWAymeS4CwHog71gPJPgRIDps8ebLZfvvtvQ9Q9erVU24MZ0XC4rkEiLAioRtWJMw+BEiOe/jhh4MHY6tWrezdxWJN9OK5BghroqeONdGzEwGS49T18eyzzw4+fP369bOLFOuEE07wjlP1Tq52O9V1+dVXut6wXANk3Lhxwb/HoEGD7N0ogu6Tf890/8IiQDKLAMkDS5Ys8ebI0gdpp512Cv0btsSvqz58+HB7d07QdfnXqOsNyzVANm7cGHRQSPVbYb7SfdL90n3T/QuLAMksAiRPjBo1Kpjq5NhjjzUbNmywixRpxYoVwbiSevXq2btzgq5L16fr1PWG5Rog0rZtW+89tW59qm1T+Ub3R/dJ90v3LRUESGYRIHmkW7duwW/aN998s707qTvuuCM4TkGUS3Q9/rXpOlORToC8//77wfumWq2Yb3R//Hul+5YKAiSzCJA8orENdevW9T5Q22yzTegqqaVLl3pVXzruyCOPDDVGojzQdeh6dF26Pl1nKu644wMvQG6++T17V4m0AJhfrcjU7sXzp3DX/Up1iWYCJLMIkDzzww8/mF133dX7UGniwLC9gOLnxnrooYfs3eWSrsO/pjBzX9mWLl1nBg6can7+eY29K5T4b4Tjx4+3d6OA7ot/j3S/UkWAZBYBkodeeuml4EPZuHHjUIOy1GZy6KGHeseoITOVhvhspPP3G7J1XWHbhKKk8PYnBzznnHPs3Sig+6L7o/sU9pedeARIZhEgeeqKK64IQqRPnz727iL973//CxriVfUTxcqHZUHn7Vdd6Xp0XWXluuuu885DVYpTpkyxd+c13Q/dF90f3ScXBEhmESB5as2aNaZmzZreh0tTnXz66ad2kSLFN6hffvnl5W5siM5X5+1fQ6oN51GbM2dOsJpkkyZN7N15TffD//9T98kFAZJZBEge++KLL4KpTmrUqGFWrVplFylk8+bN5tRTTw0ewC710mUpvt1B16HrKWv+HE/aBg8ebO/OS7oP/j1JZ84wAiSzCJA8F9+QHHaZUA1M9JcW1fbggw/aRbKSztM/Z52/riMbLF++PFgJcd999zWrV6+2i+QVXb/ug+6H7ovujysCJLMIkDynKp2zzjoreLA+//zzdpEiaeEqf3lRbfrNPlurs3Re8d88dN46/7DUVVfbCSc8a2bNWmbvTuCXTVX//v2D8wuznG4u85dT1qb7kg4CJLMIEJjFixcHYaCeSd99951dpEhfffVVQoiobSHbGtZ1PvFtHjpfnXcq/FDQ1qVL8QPZXANEIdegQYPgPF9++WW7SF7Qdfv3QPcj3V9KCJDMIkDg0Qhfv8dL7dq1Q3dr1W/y8dVZRx11lJkxY4ZdrEzoPHQ+/rnpPFP55uHzQ6FBgxe8P6dNS1715Rog8uOPP5rdd9/dO1eN1Zk1a5ZdJKfpev0xSroPuh/pIkAyiwBB4NZbbw0etrfccou9Oym1JcQ3rOtbjNbUKKsR63pfvb8/zkObzs+1zcMPhaef/sL78/rrR9hFAukEiGh2AD/IjzjiiLTq/8sTXaeuV9edyiwJJSFAMosAQUCznB5//PHBh/idd96xiySl3kzqEuuPE/EfgKU9d5bez38QadP56LzS6W3lh8LatRtN48YDvb9PmlT0oLZ0A0Ruu+224Pw1jUe2VQtGTdfnT1eiTdcfFQIkswgQJPj++++DaoQ999zT/Pzzz3aRYmlQnr+Urr+deOKJ5u233067PjsZva5eX+8T/746jygGCcaHgqYu0d+TTaAYRYBoZoCLLroouI7mzZunFYDZTNel6/OvVdcdZmaEsAiQzCJAUMjAgQODD/Tpp5+e8gda32TuvffeYAJGf9OiTVr5L6ppUPQ6ej1/MSh/0/vq/VNZN6I48aGwfv1m07TpIO+/P/54vlUymgARtUFpmhn/ms4999yc+yai69F1+deo6w3b9hYWAZJZBAiKdNlllwUf7AceeMDeHYpmt1X1kb+eiB0m7du397ppfv755yWuiaH9KqfyOs4ODW16H71fqrPqlsQOhSFDvvH+u02bocb+UmWXTYfGQ/hVitpUzZMrbSK6jvhqK11nJsa/ECCZRYCgSPow+72rKlSoYCZOnGgXCU2LNGmlP3953GTbXnvt5Y2IVy+wRo0aeX/qv/Vzu2z8ptfV66eyGFQq7FDYvHmLadFisPezkSN/iCtZuGy69O+ge+Ffq9p3ynvvLJ1/fDuVri8T4aH/H/T/kN5ju+22s3cjAgQIkpo0aZIXHvoAHnTQQZF8yFXtpB5STZs2Tegllcqm43S8Xieq6rDiFBUKI0bM8n7WsuWr5o8/tlbxFVU2XarWiW8TURtVeR0novP229i06bqirrbSmiFPPfWUqVKlSvA+mk8L0SNAUKx//vOfwYfw0ksvtXenRd1tNahv6NCh5v777/eqprSpLly/lepP/2far3IqX9rdg4sKhS1b/jStWr3m/fzNN7cOvCyqbBTUDqXeSX4XX20asR1FqJcGnWf8CHNdh64n1fa1knz44YcJY3+0abr+qLoFIxEBgmLpA37mmWcGH8YXXnjBLpJTZs781fz+e2KPp2Sh8OGHc72fN2v2stm4MbZSXrKyURkxYkQw2FCb5ozK9gkYdX7+3FbadP66jihptt4LLrggITjUTvbqq6/aRREhAgQlWrRoUdAOscsuu5T7Ovh4+iYxefLPpm/fT8zZZ8d6V11++esJZYoLBZXVvsGDv/b+u7iyUdEI7fiBm9o09fmXX35pFy1TOh9/SnZ/03lHMcLcp2UJunfvHizMpU298Hr37l3wi8DvdnFEjABBKO+++25QfXLcccdF1kW2LKgR/LPPFpr77vvYnHHGi8FD399atx6aUL64UPj004XevjPPfMn75lJc2Shp7It6pPmz+PqbVvD75JNP7OKlSu/vryTobzpPnW9UY4H0OgMGDDBVq1ZNeJ+2bdtGGlAoHgGC0Pwukdr09/JEVUwat3HPPWNNo0YDCoVG3br9zHXXjfC66K5endioW1IodOgw3Nvfv/+XxZadO3elF1xRUndYrdbnL0rlb/Xr1zf9+vUrsXt0VPQ+ej+9b/x56Lx0flF2P9biZ3Xr1k14H/XEK+vgzEcECELTtw59+9AHVt9G9K0km2nQ3wcfzDF33vlhMBFi/Fav3nOmU6d3vUbw5cuTV3cUFwry1VeLvf3xwWTTufjncNVVb5kZM36xi6RFbQB6UMdX5WirWLGiadWqlRk0aJDTmuLF0evpdfX6ep/499V56HxcVxIsysKFCxNmVta2zz77eO1yUX2zQWoIEKRE7R9qB9GHV+0iah/JJr/9tqkg2L433bqNNief3L9QaNSv/3zBt6eRXjdc+5tGMslCIV7nzu8nvI9t06Yt5rzzXgn26xtPr15jzbJl0Y4u10NdvZv0YI1/0PqbeiR17NjRPPHEE2bkyJGhq3tUTuV1nI7X69iv7T/Q9f5RhtX69eu9mQXiu31rJc3bb7/dawNB2SFAkDL9xud/kNVDK+qumKlSEAwfPsvccsv7XkDYoXHKKf3NP/7xgXn//R+8gElVslCIp4WmtOBUcWXXrNlo/v3vT71vPn45fSsZMGCqFzBR0lgITdGvNgF7SpmiNg3YLGoQpza7rL3p9fU+ej+9b5SGDBlS6BzOP/98p2n5ET0CBE40JsT/QGusSGn75ZeV5rXXJpsbbngn4YEc/2Du2fNDr6vthg3ZNRHh/Pkrzc03v5dwvuef/4oZO3aeXTQSqnocN26c1zOpYcOGhaqbUt10vF5Hr6fXzUSHiqlTp5rTTjst4X2PPPJI88EHH9hFUYYIEDjRwDCNTtcHW6PVNWo901QH/thjj5kmTc42e+/dyBxySJeEh7CmWle10PjxC4JxGdnsk08WmAsvHJJwDQrEOXMyMyVLvLlz53rfGHQ/1SGiuEGc2q9yKq/jMumXX34xHTp08KYe8YND40ZUdZarMxKXZwQInGl+LH+qE82blYlR0XpgPfTQQ4V69+y22zGmRo325owznjd9+nzsrc8RP6VIeaEuxf/977SEBvgTT3zOG5cSto0mF2h2gX//+9+mUqVKwb+xenDdeOONkfbgQrQIEKRFM/X6H3jN4BsFNdTfd999QY8ve9tvv/3MrbfebT777BtvIGAuWLlyvReEalyP/0albsXlMRhTod58dqO8lhH45ptv7KLIMgQI0qIGdH3Y/Q++1hJxMW3aNHP33XcnzNIavx144IFe754JEybYh+YUNcb740r8TXNuJVsBsTybOXOmOfvssxP+nfVN9q233rKLIksRIEibVi3U6oV6AGimVa1qGIbW99A0FDVr1iwUGNr0W2nPnj3NlClT7ENznsav+FPG+5u6H//4Y/TVhKVNgw67dOkSVH9q01ou6oyRiQZ5ZA4Bgkhocjx/qhMtDpTsQTB+/HivUbZ69eqFAkPb0UcfbXr16kX1hYmNnn/uuSnm1FO3jmc56aTnzGOPTTTr1hV9f7OZuvj+5z//SZh+RWvWX3XVVWbx4sV2cZQDBAgi07lz5+DBcOutt3o/00NjzJgxplOnTgkzssZvmpZCbSk//JC4OBNili5dZ+66a0zCOBPNvfX22zPLTRvQ2LFjzbHHHpvw737KKaeYL774wi6KcoQAQWS0MJC/Apy+jag7qF+1Fb9pn2ZlVa+b+fPn2y+DJKZNW2KuvPLNIETq1HnSnHdeHzNx4jS7aNZQL7qLL7444d9///33L7cLYiERAYJIfffddwl12/6mfv0aW6CV4tRmAjea8knTsDRtOsjUqtXdVK3azOy4437ewM6w05KUhnXr1pkePXokDFrUuuTqKPHbb9FO34KyQ4AgclrIx39onHXWWeb555/3BoghOpqSpW/f18zee2tW2ljbk6YUUftRWa+D8dJLL5lq1aol/ALRpk0bvm3mIAIEkdKgL/8byBVXXGHvRsTmzp1vWrZsmfCwVoC/8sordtGM08DSk046KeFc6tSp4013gtxEgCBSWuTHf3iMGjXK3o0M0Vrg6sEW//Bu0KBBqXSBVpXklVdembBeu2Zqfu6558p8ok1kFgGCSJ177rneA0TzF2l6CpQe9Xh7+umnTZUqVYIHubrJXnPNNWbp0qV28bSp00SfPn2C6f21aZp1DfhctWqVXRw5iABBZDQXlr+gkSbhQ9lYsWKF16U6vjPDbrvt5s0plmx8TqqGDRvmzQ4Q/41HvzyEHUSK3ECAIDLqmuk/TDSwEGXr22+/9dZriX/IH3LIIWb48OF20dA05Yx608W/Zq1atbzFppB/CBBE5sILL/QeKJqWQtUbyA4KDAVH/ENfveMUMGEtW7bMW4kwfpr1ypUrm0cffZRp1vMYAYJIqN+/v/KdVqdDdlHVlaqwVJXlB4CquFTVpSqvZBQOCgmFhX+cQkRholBBfiNAEImhQ4cGDxjVjyM7qTFdjepqXPf/vdTorsZ3ezlaVUupeir+m4uqr6ZPn55QDvmLAEEk/CVud955Z0YalwPq3qvpZOLDQd2A1R1Y67E0b948YZ9Wn3z99dftl0GeI0CQNrV3aBp3PWguuugiezeymAYcxs8coC3+24m66N5///20aaFIBAjSpkZa/4EzePBgezeynKY+0RQomqvK/3fUoEANDmTeMhSHAEHa2rVr5z10NHHemjVr7N0oJzQZo1aErFq1qvnggw/s3UAhBAjSotHmfg+dFi1a2LsB5DACBGlRTx2/2sN1PXQA5RMBgrR06NDBCw+NKdBMvADyBwECZxo3oFlXFSAa2QwgvxAgcKZ1rv3qq2effdbeDSDHESBwdtNNN3nhoaktMjFdOIDsRoDAyZ9//hksW9qoUSN7N4A8QIDAyYQJE4LqqyeeeMLeDSAPECBw0rVrVy88NO3FTz/9ZO8GkAcIEDipUaOGFyD169e3dwHIEwQIUjZ58uSg+urhhx+2dwPIEwQIUta9e3cvPDTh3rx58+zdAPIEAYKUHXrooV6AHH/88fYuAHmEAEFKtBqdX331wAMP2LsB5BECBCm55557ggDRynUA8hcBgpQcddRRXnjoTwD5jQBBaPrG4X/70DcRAPmNAEFoavPwA0RtIQDyGwGC0NTrSuGhXlgAQIAgFI330LgPBYjGgQAAAYJQNOLcr77SSHQAIEAQiua8UnhoDiwAEAIEJdJsu371lWbhBQAhQFCixx9/PKi+0jogACAECEqkFQcVHlqBUCsRAoAQICiW1jrXmucKEK2BDgA+AgTFevbZZ4Pqq7Fjx9q7AeQxAgTFOuuss7zw2Guvvcwff/xh7waQxwgQJLV8+XJToUIFL0Cuu+46ezeAPEeAIKkBAwYE1VejRo2ydwPIcwQIkmrRooUXHpUrVzabNm2ydwPIcwQIirR69Wqzww47eAHSrl07ezcAECAo2uDBg4Pqq+HDh9u7AYAAQdEuuugiLzx23XVXs2HDBns3ABAgKOy3334zO+20kxcgl156qb0bADwECAoZNmxYUH2lvwNAUQgQFNK2bVsvPPQtRN9GAKAoBAgSqL2jYsWKXoBceOGF9m4ACBAgSPDQQw8F1Vdt2rSxdwNAgABBAjWa+wGiRaQ0Gh0AikKAIKDR5rvvvrsXHv4cWH/961/Nu+++axcFAAIEW2m+K//bxx133BG0hey8885m4sSJdnEAeY4AQUAz7vrfPjQT79ChQ4PFpPbYYw8zc+ZM+xAAeYwAgTfv1ejRo80uu+zihcWZZ54Z7HvyySeDbyU1atQwixYtijsSQD4jQPLM5s2bzRtvvOH1tmrfvr058sgjg4Dwt+7duycc06NHj2Dfsccea1atWpWwH0B+IkBy3OzZs80rr7xiunTpYurXrx/MsJts23HHHc2PP/5ov4y5+uqrgzKNGjVifiwABEguWbFihXnnnXdMr169TPPmzYMeVcm2bbfd1px66qnm9ttvN2+++ab5+eef7ZcMaDnbc889Nzi2VatWZsuWLXYxAHmEACmnNq5fbz777DPz6KOPemM3atasWSgg4jd1x61Tp47p1KmTFy7+z2vXru21gYShaU30LcY/9qabbrKLAMgjBIht7FjV1xhzyCHG7LKLMTvvbAqezrGfaV9Z+eYbYwYONObGG834444zV1aoYLYrIij87aCDDvJGkj/yyCNmwoQJ5vfff094ObV/+GWbNGkSukpq2bJlplatWsGx999/v10EQJ4gQHxr12oRjII78pfit4svNmbdOvvoaC1ebMxbbxmjxuwzzjDmb39LOIdPC7bOBdte//8hriVnmzVrZu6++24zYsQIrwtuSdSYrmP8IGjdunXoKqn58+ebatWqecdptPoLL7xgFwGQBwgQWb/emBNPjD2gd9op9uD+8stYqCgsvvrKmJ49Y99GVKZ+fc06aL+KG73HRx8Z869/GaPJC/ffv3BoxW8VK5oF9eqZkbfcYka8/LL5/vvv7VcMTVVS9Qpeyw+Rzp0720WSmj59uqlUqZJ3nKrH1PYCIL8QIKK6fD2c99vPmO++s/duNWuWMQccECvbpYu9t2T6DV9h9Oyzxlx7rTHHHGMKfoUvHBLx2xFHGHPllcY88YQxU6ZovhH7VdPy66+/msMOOywIkQcffNAuktRHBcHnj1bX1O9qkwGQPwiQBQtMwa/Qxmy3nTFhpuv4/PNY+QoVjFm40N6baP58Y4YONaZrV2MaNNj6DSbZtvfexpx/vjFqVxg92phSGm8xb948s++++3pBoCqpgWprCUkLTjFaHchPBEjv3rGHd+vW9p7kVFbH3HefvSdW5XXFFcbstVfhgIjfFCannWbMrbca8/rrsSArQ9OmTTO77babFwSqknrvvffsIkk99dRT3nHaqlevXmx3YAC5gwBp0iT2QH/jDXtPciqrY9TAbVNbgB0W225rzLHHGtOhgzH9+sWqsUI2WJemsWPHJkygOGnSJLtIUj179gxC5JhjjmG0OpAHCJB994095IsYfZ2UyuqYatXsPbFvIJddFuvR9e9/G/Pxx5nvtRUhTaCoAYZ+ldQstfuEdM011wQhwmh1IPcRIAW/cXthoJ5YYamsjtGxOch1AkWNVm/RokVw7MUXXxy6azCA8ocASSdAdtzR3pMz7rzzziAIUplAUQMW40er33fjjXYRADmCAKla1b0KS9VfOeyqq64KgqBx48ahq6Q0kPHwww83tQuOu6Vgm9mnj10EQA4gQAoejF4YRNWInkM0Wj1+3qxUJlBcvGCBub9aNfNuwXHrNNalf3+7CIByjgDp1SsWBql0423TJnZMUd14c4xGq5900klBiNx88812kaTWTp9uNleqFLtXGjvDaHUgpxAgGuynQYR6wGmQYEkmT46V1ZZKtVc5Zk+g+MADD9hFklMvNL+dSdPEMFodyBkEiHTqFHvAaZqS4rqtzp5tTI0asbIpzBuVCzSBYvxo9QEDBthFktNASYW07luVKsVPFwOg3CBARFOdH3987AGnEeI9esQG+2n8xm+/aZi2MXffHZveXWU08WIqvbZyhEarx0+g+O6779pFknv66di901a9ujGMVgfKPQLEt2ZNbB4q/yGXbGvZMjaDbp6Kn0BRo9W/DDN/mO+uu7beR00kuXKlXQJAOUKA2MaM0WpLxhx8cKzOXpv+rp9pH4IJFA8sCIKb99jDrEplAkXNQuyHSMOGeflNDsgVBAicDH7qKdOxIAReKdiWql0obJXUH38Y06LF1hDRlC8huwYDyC4ECJzN6NHDLPeDQJNFhhyt7rU5nXzy1hBRJwYA5Q4BgvRorXg/CBo1Cr9So5bd1WJZ/rF5MKYGyDUECNKjKqlzz90aBK1aha+S0hooWgXSP/b55+0SALIYAYL0qauz1on3g0BLBIf19dfGVK4cO06DM0eMsEsAyFIECKKxbJkxtWptDREtyxvWuHGxmY11nHq9ffqpXQJAFiJAfHrg6eH14ov2HoSlaWG0yJaCQBMovvCCXSI5TVAZP1r922/tEgCyDAEiGzcas9tusYeX1jOHu+nTjXGdQPGZZ7Z+g9G0MkuW2CUAZBECRDQlh//gGjTI3otUffSR+wSKmjLG/7d4/HF7L4AsQoCI3xV1++3Dj2VA8YYNc59A8Z57YoMNFy609wDIIgTI5s2xB5wedM2a2XuRDiZQBHIaAfLBB1sfcqyaF72ePbfeX02gyDc8IGcQIB07xh5uavBVV1RE75prtoZIKqPVAWS1/A4QjZjeZ5/Yg+300+29iIo9geLFF4cfrQ4ga+V3gGgAm/9QU309MseeQPHGG+0SRRs7NtbJ4ZBDYgt6acGvmjVjP9M+AGUmvwPklltiD7NttzVm8WJ7L6KmCRQPP3xriBS3vooW7dJU737ZZJu+zWjlSAClLn8D5M8/jdl//9hDqEEDey8yRRMoHnigMX/7mzHff2/vjdEiU1o2WP82GkfSvbsxX34ZCxWFhZYbVuO8vo2ojObhol0FKHX5GyBaitX/LfbRR+29yCR1ndYEjMloMkb9u2im3uLGj8yaFRuxrrJduth7AWRY/gZIt26xB4/mbPrxR3svyoq+oahHnAYhhllv/fPPY+UrVGDgIVDK8jZAftA65woQVZUge/TuHft3ad3a3pOcyuoYFqUCSlVeBsjXU6eaMwseOLcVbN/07WvvRllq0iQWBpqdNyyV1TFnnGHvAZBBeRkgPXv2LHje/MXb5s6ebe9GWdp331gYpFKtqLI6RlPJAyg1eRkghx9+uBcetWvXtnehrPmz+KonVlgqq2N0LIBSk3cBMmPGjODbx33UmWefdAJEqxoCKDV5FyD33ntvECDfsupd9qla1b0KS9VfAEpN3gXIscce64XHEUccYe9CNmjcmEZ0oJzIqwD54Ycfgm8fakhHFurVKxYGqXTjbdMmdgxVkkCpyqsA+ec//xkEyNSpU+3dyAbz58cGEWpwoAYJlmTy5FhZbalUewFIW14FyIknnuiFx8EaRIjs1alT7BuFpinRdCXJqAt2jRqxsp0723sBZFjeBMiCBQvMNtts4wXIP/7xD3s3sommfj/++FgwaMLEHj1iEyhqIkXNoTVtmjF33x2b3l1lNJtAKr22AEQibwLkkUceCaqvJk2aZO9Gtlmzxpjzz48FRHFby5axWXoBlLq8CZBTTz3VC48DDjjA/Kmp3FE+aM2Q9u2NUbWjpnbXpr/rZ8WtJwIg4/IiQBYtWmS23XZbL0C6MO03AEQiLwLkhRdeCKqvxmkZWwBA2vIiQCZOnGh23HFHU7duXbNlyxZ7NwDAQV4EiKxj3WwAiFTeBAgAIFoECADACQECAHCSkQDxezyFkUpZAED2yMiTO5VQSKVscb755htz2223meOOO87ssccepkKFCmbPPfc0TZo08Uahr9HIZgBAZNJ/chchlVBIpWxRNm7caDp27BgMFEy2Va5c2QwePNg+HADgyP3JXYxUQiGVsrbNmzeb008/3Tt+55139r6BTJgwwSxfvtxs2rTJLFmyxIwcOdLceOON3n7X9wEAFJaRJ2oqoZBKWZtm1dWxNWvW9BaLKs6vv/5q2mjhIQBAJNye3CVIJRRSKRvv559/Nttvv73ZYYcdvPYPAEDpSv3JHUIqoZBK2Xh9+vTxjrvqqqvsXQCAUpD6kzuEVEIhlbLx/LaPESNG2LsAAKUg9Sd3CH4opLKlqlq1at5xP/30k70LAFAKUn9yh2CHQ5gtVRUrVvSOW89SpgBQJlJ/coeQSiikUjYeAQIAZSv1J3cIqYRCKmXjUYUFAGUr9Sd3CKmEQlFlv/76a9O9e3dzwgknmN13393suuuuplatWubaa68106ZN88rQiA4AZSvcUz5FRYVCMkWV9X9W1LbddtuZV155hW68AFDGwj3lU1RUKCRTVFktPfvkk0+ar776yltJcPXq1eaLL74wrVu39spWr17dq7rShIkMJASAshHuKZ+iokIhmVTKajoSla1UqZL337feeqv335rKZPbs2VbpRMuWLTOXXHKJ/WMAgKNwT+4UpRIKYcrqW4jaPi6//HKvrCZHFE2Y2KhRI+9nu+yyi+nWrZv59NNPzcqVK719S5cuNaNGjTI33XQTkykCQMQy8kQNEwq+4sr6+/ztoIMOMn379vVm4fVt2LDBdOjQocTp3KtUqeK1nQAAolH0kztL2CGgbxldunTx1gCxqedW165dTZ06dbywiF9Q6tFHHzVr1661DwEApCGrA8Sn9T1UFaVwUJAoKAAAZatcBIhv3rx5XoDss88+9i4AQCkrVwEya9YsL0DUIA4AKFtZGSAnn3yyee2118ycOXO89o5ffvnFG3F+1FFHeQHStGlT+xAAQCnLygCxG8/t3lQzZsywDwEAlLKsDJDJkyeb6667zpv/SrPuqsrq6KOPNrfddptZtGiRXRwAUAayMkAAANmPAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABO/h+wRS9AatXwNwAAAABJRU5ErkJggg==)
PN: 4H58-9-3M
CAS: 1313410-86-4
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![6-Bromo-imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-03
CAS: 749849-14-7
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![Methyl imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABalAAAWpQFsYahjAAACHnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIk4RtBgwoO2AtQP2Nii2khqIrcJ2rn8/yk7cuMkc+CBF8pMsktb0fl+sYWuqOrdlQgTlBEyZ2iwvVwn5/fZ9EpH72TTFIAws64S8N83HHWO73Y6m76bQe1vS1Bak89/t63wQs1PUVismORfsz/PTa8tM8rJudJkapOr8rm6NTzbVTfsV/1mCFbra5iXrwllRbbvZ/krubk73dUY+9/KAvjmisMzXBpa2KnQDW8kp3vwbrExpKt2YDBYHNCvq4d5n0+dHm24KUzaouhnyVK9fm2qToqGwa5NucDJUfjwmpBAI6MYW86rSB3CaM2sBWoJWoD3QPugAdAg6Ah2DFhwf9AsMEApzvTZusbfDh8Evhp/QPQ/w0r676wXTJBMykTSQcQATrFLkJKdKnI0FlZJ7IKmQfgCK+jGX4NFYqhgCKv0wOImj8RjSAQQOxzVU4EMvBVVcRoApUzzuh7g094PYSV+1bqlC2Q+R5mEnI2849r0oxKyxPm2z6cKW2ZkKeZaQhSBtPn+ZZS2PKSVgq8xU2KVuAhd6Dsgh4AowDqgh4MrVA/Ia4F0A/vgK/hBwrdAD82tAMARc44wD4RBwbTYOREPANeU4EA+BtoXHCecflK5t+RvM13K3v8gNRl5s/ibypeanv3CU8S6qeB1hZ33MTkcFqhfHCDs7YxierLN/ik6e3R1QhI0AADNtSURBVHhe7d0HuBTV/cZx/cckGjtGMGgkamzYFRAroqIiYkWJ0YgtdmOPsXeNXaMYCGBDBcSuGBUsYMGCBcUCggWUYkVCrDHnv+9szrD33N27s7+dvXd37/fzPPMod2YXdu/uvDOn/M5CDgAAg4XCHwAAkAQBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAGAAr7++mv38ccfhz/G/xAg1exf/3Luiiuc69bNubZtnfvpT51bfnnntt7aucsvz+4HkLoff/zRDRgwwP3kJz9xCy20kDvuuOMyXze+byECpFqNG+dcu3aZ39BChTeFytix4SMBlGFs5ju14YYbRsGRu7Vv397dcsst7r///W/4kFaLAKlGzz3n3M9+lg2JTTZxbsQI52bNcu77752bPdu5kSOd69w5u1/HjR8fPgOAEn3wwQdun332aRAaW2yxhdt9993d//3f/8U/23TTTd3zzz8fPrxVIkCqzXffOdehQzYc+vVz7j//CY/I0s+1X8f95jfZxwEo2fz5891ZZ53lFl100TgkVl11VXf33XfHx7z00ktu8803j/cvvPDC7oADDmj1/SMESLW58cZsKHTsWDwUtH/ttbPH33RTuBdAEUOHDnUrrbRSHAxLLLGEu+iii9y3334bHhq57bbbGh1/4YUXFjy+3hEg1Wa33bKBMHBguCe/AQOyx++xR7gHQAEvvvii22yzzRrcUfTL3NHPnDkzPLSRf//73+7ss892iy22WPz4VVZZxd11113hoXWPAKk2maubKBDefTfck9+UKdnjV1453AMgoIA48MADo8DwJ/+uXbu6F154ITy0KPWZ9O3bN34ebdtss42bOHFieGjdIkCqzaKLZgPhm2/CPfl9/XX2+MzVEID8vvvuO3fxxRe7JZdcMj7Zr7jiiu7WW28NDy2ZRm1ttNFG8fNq6O/hhx/uPv300/DQukOAVBsCBEjVPffc41ZbbbX4BK/O8jPPPDPqPE+L5o0MGjTItW3bNv57ll12WXf11Ve77zV6sk4RINXGN2FNnRruyY8mLCCvSZPedNtuu218QtfWp08f9/7774eHpmbu3LnupJNOcj/72c/iv3OttdZyjzzySHhoXSBAqg2d6K3OuHHj3LBhw6KrWJRv7tyvM3cYN2buANaOT+IbbLCBe+qpp8JDK2by5MmuV69eDcJLf9bP6wkBUm0YxtuqvPHGG3GH7nLLLecOO+wwN2bMGPfDDz+Eh6KI//znRzd8+Buue/ebM1f9p7p27bZ37dv/NnMtNjCzr8B8qgrTnYfuQHyI6M5Edyi6U6kHBEi1KWUi4YEHZo/T8cXCBlVHHbsbb7xxg6tUv7Vp08YddNBBbtSoUa12jkEpnn9+huvTZ4TbZJOB0da58w3ugguGZU7U88JDm50uBq655pqoT8T/fpdffvmoz6TW7zoJkGqUW8qkUyfn7rwzW8JEnXFz5jin8eZdumT36zgdj5pz4oknxicUzYQ+4YQTMtcCHRqFiUYO7b///tHMaFWHxQLTp3+Ved8eiYND27HHPuw++ODL8NAW99lnn7kjjjgiLtCoTaO3NIqrVhEg1UofKhVLVEgU2rS/Gdt1kZ6HH344brrSBLZcmuR22mmnud/+9reNwuQXv/iF23vvvd0dd9zRqqvDzp//nbv22udd166D4uDYc88R7tlnp4eHVh3NE+nevXuD36tqcGleSa0hQKqZL+eu8u2//KVziyyS/e+WWzp32WXOzWv523OUbtasWfFwz9VXX73JINDJRrOeO3bs2ChMNBy1d+/e7uabb3Zffll9V9yV8OOP/3X33/+O69Hj1jg4ttnmJnfbbRPdDz/UVnOQZq5rBrv/fWpmu37XmuleKwgQoBmpFHiPHj2iE4Y6VCdMmBAeUpBG8FxwwQV5+030XDvssIMbPHiw++STT8KH1oVXX53l9t//7px+jn+4Cy8cmwnPhHOmqpD6t1RLSzW1/O9StbZUc6sWECBAM7r00kvjE8UVurs0eu+99zI3oZc1qOfkN7Wxq4nk+uuvdzNnzgofWnNmzfqXO/30xxv0c/zxjw9kAvWz8NCapaq+qu6bW2JF1X/VnFnNCJB6pnpaL78c/hQtRCcDP8Fsp512Sm1hohkzZrhrr73WdevWrcG6FdqWXrqj69PnIjd06GuZMCncVFaNvv32Bzdw4AS3xRZD4uDo3fsON3r0tPDQuqF1RlSby//+9PtU7S41e1YjAqReaejn0ku7zCfQuSeeCPeimc2bNy8up7HCCiu42RpVVwF6Xs172H777TNhtZhbbrnN3eqrHx+fgP/wh3vckCGvRKOXqtkjj7zrevW6Pf53b7nlEDd48Mvuu+8KDGsvk0a3qb9J/RKXXHKJO/fcczN3OX+MTt5+05/187/+9a/RiLjXX3/dfZO05FCJVKNLtbp8kGgknv5dGvpdTQiQeqWr29VXz47WWm+9wvNJ0Cw0DNdfUT766KPh7or4/PMv3fDhY9yRRw5zm202uEETkLa+fUdGV/jTpn0RPrTFvPXWp+6QQ+6P/42dOg10Z531hJszJ726VTJ9+vRoLZBDDjnErbHGGg3u2krdNFFQxRNVTSDNCwPV6jrjjDMaLHSli5B77703PLTFECD17P77Fwz5veGGcC+aidbR9ieAU045JdzdLP797+/dqFFTMn//Y27zzRc0Cfltjz2Gu/79X3Rvv22rIOufR0HVVFOZPy40b9537rzznoo6xv0xBxxwb+auIL0Tspr61G+Ub73z3E13iAoFlWbXtssuu8T/v+aaa7p27do1ekzupn6p/v37R/M+0qDaXarhlft3bLfddm7SpEnhoc2OAKl3PXpkA0TDf7+onivN1mLKlClxCfHOnTtXRWXWb775IepHUMf0Vlvd2ChM1M9wzTXjSzp55z5edwyFFAqQ669/Id63445D3YMPTo5uotPw4IMPRifc3A5qvylMjj/++Myd2nD38ssvR02NSXz11VfRCLrbb7/dHXPMMW7ddddt9Nzq79pzzz1Na43k8+STT0Y1vfzzL7LIIu6oo47K3Gl+Hh7abAiQWqVS1G+8Ef60MV2laP6IQuRPfwr3ooLUXt2pU6foy64QeTfpImHNSH0KY8d+4M4558loPkUYJj173pa5an82c3KdGc3BKMQfrzsQ3UVMmZL/pFYoQFSKREN0dReku6VyqXyImqjWW2+9Bif1n//859FJXYGR9twZDZ9W34WGU+fONtemPqknUuiLVE2vAQMGZK4Hfxk/t8reXHfddS1SP40AqVVbbZUNhcwXoajMFVJ07E9/qkbmcC8q5OSTT46/5GksXFRpmog3fvwMd8EFYzMnvFsahYkm72neRb5w8MdceeVz0X9VTiSfQgGSJl2ph8GhO4R//OMfqYdGIVr58PLLL2/QEa5t1113TaWcvF6H7px+mvlO++fWZNPRo0eHh1YUAVKrunfPhkLmAxrdjTRFt7jLLZc9fscdw72oAFVh9UNq1YFea3S3MWHCx+7SS59xO+00tFGQhPy+uXO/cVtvnb2T0V1LqJIBoj4OlQTJPWFvueWW7oEHHggPbTa6C1Vw5Zal0YxzTQhNoznznXfeiYaEhyHVXHe7BEit0gQjDdFVKJx5Zri3seuvX9Ch/uCD4V6kSCNxfEerThxJ29WrmWaBX3XV+Kji7UUXjQt3NwgGDRPW//fr13i0UKUCRMNqc6vd6n1X30e1UPOSJo7mLqnbpUuXVO5GRFWbc0eTqf/lz3/+c9RXU0kESC1TET4FgpazLfZBVPto5jY+Oj7zQaP8e2VocuCOmbs8/yVOaybxF198EU0yu/HGG6O5CBo2mjtHQX/Wz4cMGeLGjx/f7B2rucGgTnp1hOvPjz/+XsHj0qC6UVpDJffqXmufV9t8CU8zzlUM0/97l1lmmWjJ3TTojubKK6+MntM/vy5k9JmoVNl4AqSWzZzpMpc02VDo0yfc29iYMQvuQi6/PNyLFKjd2395NWTUSkGkhaXUj6KS3/45S9nUD3DcccdFlX/TaC5pShgMd9/9VvRnVcjVQk+FjiuHZmdvsskmDV5vNQxtTUIXAosvvnj079boME0STIs68zXpMbcjX6HyVgX6PwmQWqcP3kL/C4Ukpd39krmapa61RZCal156KS5VopE4llIlmuCmyWO//vWvGwWCNvWrqIJvvjkK+nk4+sdvWsDoT3/6U7QCYiWEwaDQ0NwS/UxhUug4K50Mf/Ob38Sv7+ijj67YrPBKefPNNxtUWVbYWz4zhbz66qtu6623jp9fv/+0ESC1TiVLVl01GwobbKDez/CIhqZOde7nP88ef+ih4V4YqSS7TuD6oqrZoNTaRR9++GHUDOUDyG8KEjVRaRSXTjjFhmpqmOfbb78drRdyaOb3u2rms5H7fLra3X333aOwS1O+YBgzZlr0M3XCq1mr0HGlUrOg7+/QXAgNa61VGk2ljn7/+1FBxTRDRPQe6blVqTltBEg9UBuqAkFbki/Tqadmj1Un/CuvhHthoC++P0H/85//DHcXpKYljcjR/AR/EtGiUQqNp5LcUSagsNDVZ+7cAW377bdfyUFXSKFgUEe6fq6OdSl0XFK6g9La8fr3qwnooYceCg+pOarDtdtuu8W/F92JpMlflNx0003hrrIRIPVi222zobD88rqsCfc2pFFBK6yQPV7zSVAWrd3gv/xapjapVzLhvc4668SP1QlRI2cqtZ6HOpyvvvpq1759+/jvXHrppaPii+UqFAwaCqyfd+t2UzTEt9BxSWho6q9+9av4vXrmmWfCQ2qW7hxzQyTNPhECBMW9/vqCGecnnBDubUwfJh2rLclkROQ1depUt9RSS0VfUHXoJh39oy+zRgz5E4ZG5mjyWXPQIkbnnHNOg7uevn37ljXcuKlg0KRC7dMw4KaOa8rcuXPjuRT6dzdXQcrmpDsR35ylO9m0RmcRIEjmqKOygaAZ5++8E+5tSO2snTplj+/QQZ/e8AgUoeYn1bfSl1MryqnuVTFq3z4hE/D+xK3mmJaa6Kbwy21/V6FALVRl0VQwaOa6ypvkVgQuhd4zTY7Tv1GDCDTno15puLbvWFc/TxrzRAgQJKPqn23aZEOhZ89wb2PPPusylzrZ4887L9yLItTc5E++Wpe8GI3FV8e2f4zuWNR53pLUKf+Xv/wlnjWvJiKti1GqYsGgAov+mKaOy0fzOvx7pjXD650GS6gfTK930003LXsINgGC5K69dkHT1KhR4d7Gfv9793Xm2GcyH9h506eHe1HAY489Fp90f595D5PQ2Hx/Itx5552jJotqMWLEiPhEozkDpYZIsWD4+ON5rmvXQUWPC6lCrh+arAmalZoQV200T8R/VjTIohwECJLTMM/MLXAUIGuuqXaW8IgGvp8xw928+OLu8Mzxp++7b7gbecyZMydaM0JfSi3wk6RchDpF/Qlhr732KvuqshI0cVFNcf5OxNqclRZ1LPuJgnq/01pfo1b4Geu6GymnKYsAQWnUwagA0XbVVeHeRm49/3y35ELZjrt6GtlSCWqP79mzZ/SFVCXUJGs93H///fHdiib8Je1obwkKEd+5rj6RJOFYKSrL4UNXd0itjcqe+NpZ6gOyIkBQut69swGyzDKqbRDubUBNKR06dIg+ZFq/orU0E1hclQlkf1LT2tjFaGSVn3+hVe7USVrtdLL2gafRWS3h008/je+G1NzXWqkAo/+8WdcTIUBQOo0IynxwohA57LBwbyM6afgPqtpf0Zja4/3VuRYIShK0vtS2Hldqv0JLUse6/zyoHHlzO/XUU6O/Wye/cppvap0GOfjhy1pV0YIAgY3W3858cCb95Cfu89deC/c24uvmqL25nDkB9UilSny57LZt2yaas6Hhpv4krDuXWqIT1xZbbBH92zXZMK0Z60nk3n2ovEtrN2jQoPhzlKTJNESAwOTHr75yD7Vr507LfHhO6tYt3N2IZkb7pgsNUcUCKi2i90X9RFp7oRhN1vN1qDbeeONEdyvVRjO/F1100eg1qOxJczn99NOjv1MnvpYe5lwN1Ge20korRe+JluMtFQECszGDB7sO/7t6GTlyZLi7ET/UVE0uzbWqWbVTYUJ/BahlRJPQGtU+cMaNa7wAU63QjHX/Okpd22To0InulluK3/nm0p2PL1dy8MEHh7tbLS0N4ENVd2ilIEBgpitfXQHrA6Ty18VKXmuIqposdLxq87R206ZNi0uVaF0O3VkUo+Gn/u5D5dZrmT4vfl1vVfFNasaMr+I5Hx98UKQ2Ww6tIujDWgtjIUtNpn4+TP/+/cPdTSJAUJann346uoLUhyjJpKTckR+jR48Od7camquhmcB6H9Qmr/Wnk9Cdnn//0qqo25JUgFGvRZ+hpOuJTJv2RRwgkycnn7+hJhr9XWuvvXa4q9XTGjN6bzbbbLNwV5MIEJTtd7/7XfQhUhXTjz76KNzdgE6cvsNY1WKLrUFRr3JHIpUyMk3DTvUYTYKrB6ri64ciJ12UyBIgGk7u+1ySDJFubbQmjA/yUgY1ECAomzojfX2d/fffP9zdiNZZ8CdPtee3NppQ5wcUKHyT0lrkmmCox12rsjJ1QsGh16SVDZPMorcEiMrD+M+c6kGhITUv+5aEYcOGhbsLIkCQitwO0eeeey7c3Yifw9CmTZvoxNhaaD0O35G7yiqrRKXEkxoyZEj0OLVXayZxvdCiVP7knmQUmiVAfHFK9bkgv3XXXTd6j0oZ3kyAIBVqivBrbXfp0qXo0plad9pfTR9zzDHh7rqk96RXr17Ra9ZrL7UjV3d3emyp7dS1wA8MSLJiniVAfN0rre6I/PQ91HukMjNJESBIjW59/ZVkkhLkOlnoWK2rPGnSpHB33bnmmmvi90dlxEu18sorR4+tx3k0foj3euutF+5qpNQA0cg1f6JriZnvtcKvfqnm1WIjKj0CBKnyiwipmUYzrJvy5Zdfxh2oKt9Rz1599dW4VInKRpQ6+U+DE3z4aDhqvfHzYdQEWqymV6kBosW4/HunUYPIL7cpMemIOAIEqZowYULcQXzaaaeFuxv5+9//Hn9o77vvvnB3XZg/f37ULKDXqI5iS//F448/Hr9P9TiDWsOY/et7VouRNaHUAFHFYv/cpU6Ua01UHdl3pN91113h7rwIEKROs3z1odIVtybLNUXNC+uvv350vNa/qOZy5Fb+/dCX03r3MHDgwOg5NBS11LuXWqDh3L5PrNiw5lIDxM890t0umubXorn00kvDXXkRIEjd7Nmz4xnWe+yxR7i7EZWS9leIST+4tWL48OHxa0s6zyEf3c3pOep5EpyfH3TmmWeGuxooNUB8/SutB46mqQ9K75XmKSVBgKAifH0dbWp+KcbPEtYiN6VMZKpmWnXPl27ZcMMNE5UqKeSoo46KnkdVbOuVRpfpNRYblVdqgBx77LHR83bt2jXchYD/HRx99NHhrrwIEFSEmqL8WgO6qlFTVa4bbrjB7bvvvu7cc8+NNo3I0mgsHa+6UP7ntbqdddZZbrnllotej2bov/322w1ef6k0/FTPpZIT9apHjx7Ra+zXr1+4q4FSA8RXO9bzo2m+pEmx34FHgKBicjsvFRieKq/6n7eGLY1mOb+GdT0XodRr02vUa21KqQGyzz771P17l5akvwOPAEFF+atKdWD64Zn+Z5pRrbkNquSrTf+vTmKVRdEyuP7ntbj5zkhtm2++edk1v7gDWaDUAOEOJDnuQFBVVHfIN02pE7nQXUk90qQ1/1qLdQwXQx/IAqUGCH0gydEHgqrjv8AapulnU2vobtgvUo/69OkTvV7dbT355JPh7sQYhbVAqQHiR2Gp+jOaxigsVB0VS/Qdyn7T0N3WQLPt1Ryn16ylQz/7rPgJLx/mgSxQaoD4eSCaxImm+UKfSUveEyBoFpdcckkcHt27dw9317VnnnkmbsazduQyE32BUgMkt9m0NVV+LtW8efOYiY7qdNBBB0UftKTl3uvNeeedF5/Err/++nB3UdTCWqDUAJk8eXL83inMkZ/KEPn36fXXXw9350WAoOJKrY9Vj9Ts1K1bt+g9UDNU0i9oLqrxZpUaIGoe8ye6wYMHh7vxPz7E9V3VCo5JECCoOI0c0oesffv2RSv01rMZM2ZEC2jpvVBZjaRfUo/1QLKmTv3cbbTR36LtnXc+CXfnpUoAen7VJUN+xx9/fPQeaQJwUgQIKspf1Wi75ZZbwt2tzr333hu/H4cddli4u0msSJg1efJ0t9JKe0fbpEnvh7vzOvHEE6Pn14AG5OdD9pBDDgl3FUSAoGJyVyncdNNNi65S2Fr4OR3aknZWCmuiZ7355jtu0UVXiLaJE5MtRKZg8u/5u+++G+5u9fTZ8s3MQ4cODXcXRICgYnLXSS91+dZ6ptXe/PrTyy67bEmjqnbeeefocVqitR7oIsMvKpa0WrFWr/RhoIW6klDTqQ/fv/3tb+HuVu/OO++M39Pp06eHuwsiQFAROimqJIk+XGq7R0M6CS622GLR+6NVHJNOqhw5cmT8RX/qqafC3TXn6quvji8ykq6CZwkQ6dmzZ/SYTp06hbtaPV8NW81YpSBAUBF9+/aNPlhLLLFENAQVjeWuxqi7tSQUNL7DeZdddgl31xTdia244orRa9l9993D3QVZAyR3bRY9B7I02dUvt6xlGEpBgCB148aNiyckXXjhheFu5PBXfuoYHzt2bLg7r+uuuy56jN5jvde1KreJUxWak7IGiAJrmWWWiR538sknh7tbrUGDBkXvifpANFKwFAQIUqX5DhtvvHH0oVJVWn1pUZgmzfmBBvpvkpnSWpjK34Xova7F0ibqyNZ8GL2G/fbbL9zdJGuAyJFHHhk9Tgt9FZuw2BpoYIvvj9t2223D3UURIEjVsMGD4y+32utRnO4idAei9yzJEsBy9913x+/zVVddFe6uaprY5+cG6URe6gqU5QTI1KlT47IyWvirtVNVA/9ePvTQQ+HuoggQpOb7r75y57dr57bNfKB6bbNNuBtN0MnMf5EHDrwp3J3XTjvtFB2v9uuJEyeGu6uWKr3616qS96UqJ0DEr62iEXBfZT6zrdlWW20VvReqAGAZZk+AID0nn+xey3yYhmSupme89lq4F01Q57i+zIsvvqrr0KG3mzJlZnhIIzNnzoyHwK611lo10SQzYsSIeL6BBlpYlBsgKtzo7/hOOumkcHerkXv3ceutt4a7EyFAkI4pU/RpyvzWF3LfHX54uBcJfPTRLLfOOgdkwuBUt88+I9133xUf2qtKs/6EvE3mrk9r0VerMWPGxKN91lxzTfPVf7kBIodnPqN6vJqzaunuLS3qR1PJEn/3YV0xkwBBOjSkNPNBcsss49wnyeoTobHRo9+JCwVecsnT4e68ckvl77XXXolmczc3hYeGdOvfqDUn3nvvvfCQxNIIEN2ttW3bNnoOLTlsab6pZbmfmXIWOiNAUL5HH82Gh7Ya69CtRhdf/HQcIk888X64Oy9fzVabZquXWqixktRs5U80GkZb7hV/GgEiqs3mnyfpAkr1QMtM+0mse++9d7i7JAQIyqNb344ds+Gx1lrOVeHVb6359tsfMl/sO6MA6d79Zjd7dvEKxhrKe+ihh8YnRJU6KaVESiWoWUQd5r6JTXce5YaHpBUg4menqynr6aeT3fHVMg2r98vWahBBuZN8CRCUR0X9FB7aHn443AsjlSzffPMhUYj88Y8PZAKieBOLmmFOOOGE+OSqZYQfeOCB8LBmoeGyKtHi/y3q8yin2SpXmgHy6aefRksN67n030/qvPn16KOPjt87DQUvFwECO63vnbmKicJj553DvSjTnXe+GTdlDRw4IdxdkL7MvolCm5opNGKrOahzVjPMfWe5No220nKpaUkzQER3Hn5uSOfOnet2zZoBAwbE75uaPNNAgMDuyCOz4aHRV++8E+5FCk466dEoQDp3/kfmZJl8wt0rr7zi1llnnfiEsfjii0crGVbqCltVdVUYUYuG+b9TkwQHDhwYHlq2tANEVKHXP+cOO+xQ1aPZLDRJ0A9dVvOmfl9pIEBgoyVZM1dtUYCccEK4Fyn56qtvXc+et0Uh0qvX7dGfk9JorAsuuKDB3YAqJB944IGpVfLVYlAqw+7no/hN5UlKnWGeVCUCRE4//fT4efv06VOVo9kstA68LiD0ulReKM3fCwECG9XNUXgsv7xzc+eGe5Gil1+eGd2BKEROOeWxcHdR6kzXvAf/Zfebam8pTDSJTCNzis0F0GTHt99+O1plUh32vh6X31QUUVV1FSqVVKkAEa3G559bdyK13pz12GOPxeGhTvO33norPKQsBAhKd889CzrOK9BEgcYGDHgp7g+5+27bSUALBZ1xxhlx8cZw02ip1VdfPZqQqE3l4v3/6+e+CSTctJKg7kKSrudhpZP5bbfd5rp37x7/3VrHu1jwlUIhmTuarUuXLhVr9qs0dZL7u08NqCil4nESGqDhq25fdNFF4e6yESD16NtvXebSMxseWnymBivB1iKNwjr44PujANliiyFu2jR72RKN1tLEPpU032ijjRoFQpJNQ0GPO+449/DDD1e0qUcT/nR1qzDLbYrL3Tp27OhGjx4dPrQsp512Wvz8Gp1VS0N8NaT77LPPbjB8Os1w191qjx49GvwOtLZN2giQenTxxQvuPlJqR0cys2b9K5oXohDp2zdZqZMkdJJ+/vnn3Y033hgVdVRzl5q2/KY/6+dDhgyJliZOUnK+HHPmzImKLOok5Zehzd3UCaympq5duzb4+a677prqeufqWPejs/RfTTas9hnrn332mdtxxx3j90TlStJ6T/Q5OfbYY+P3RJvCuxLNV0KA1BsNBV1yyWx49OkT7kUzGDNmWtyUdemlz4S7a5YmtGmhLDWX+Svn3E3l36+44gr3/vvvN3jcqFGj3BprrBEfpzZ5jTaz1tkK6c7DzxPRprInaUyGrATN+F9hhRUaBOrcFPon1azXv3//qBnMP7f+/4Ybbki8FLMFAVJv+vXLhsdiizkXfJHRfC66aFwcIk899X64u2YoDC6//PLopBwGhvpbFCYKlWKzpdWEduWVV8arDWpr165ddMeUxmJbmmzoS+dr0xW4qvimFVLl0gRNla/J/fddfPHFqdwtPf744/GCU9p0R6j+ruao/EyA1JMXXnCZS8NsgJx5ZrgXzeibbxaUOtl221vcnDnzw0Oq1pQpU6JljtUMFYaGTk5qttISq2rGKpU6uzVBLrezX3+PhrGmQbWzNGDAP7dGNalprzlOpvl88MEH7rDDDmswuk6v9+WXXw4PLZkqCWhEXe7vR6PS0h7F1RQCpF7oSmazzbLhkbmdd/Nr54RVr6ZM+TzzKxkchchllz0b7q4qkyZNjman517J+k3L2qqD/Oabb07tRKyhvVtvvXWDv2ffffeNRqGVS/9G9QnlhpQmTOqORMOLm4P6oQ4++OAGwbHkkktGK1OW26SkigGqX5Y7YEEj8FqiJA4BUi9uv31Bx/ltt4V70UJGjZri9txzhBs3rmWLJubz5pufuP79X3Tbb3++a9Nm08xHJzvcU5smM2qinobkVnKehfoENHEu9+/VHUMalYq1KJVWNsztUNbWqVMnd+2116bWce3pyl+d+Fo4LPfvU4n8U089NWpmK4eau9QZrhFbucF42WWXtdisfAKkXhx1VDY8dBeSQrsq6tNrr81yV1893vXufUfcR9Ox4zluhRV6uuWWWzmanX7XXXelVkYjCVWfPf/88+PJdNpWXnllN2zYsPBQEzX1HJX5fuT2v/itQ4cO0Z2CRpSVMnpNI6meffbZqHaVQmrFFVds9Nw60WvmfLnBIc8991xUA8w/twYxaJSbpRkxTQRIvdAH6fLLNVQm3INWTHNTJkz4OBoN5sut5G4acnz22Y+5MWNecd9+2zJXsd6MGTPc/vvv3+AkrGrBafQXiIJq+PDhUXn4fEOP/aaSL6uttlreyZqa2R+WhMnd1Ny35557RkvRpjF5Uu+JQj3379Cyymm9J+UiQIBm5E/c6huZObNw05A/zuKHH350zz8/w11wwVjXo8etjUJDP7vwwrHuhRc+io6tNs1xta1mOU2wVL/Ihhtu2GSgNLWpj0Od4hqWrJIkaTS9SaXvytJCgADNKPdEftZZT4S7Y6UGiCYsjh37gTvnnCfjiYy5m+4+dBeiml1J1i1pafna+5daaqmKtfdrKLFqiN13333R36F+mCOPPLLBZE39WT/Xfq1zrz6WNIbhhirZL5Q2AgRoRv6ErjsQFV/USK18kgSIhgpr0uIZZzzuttrqxkahoX6Oa64Z7yZOnB0+tGZoxJFKllTDiKNKq+TItEpJPUD8Cy8m6XHFaHEcdYD17t07mo2qNkhdqWy88caZK7yzarbIWkSjX664wrlu3Zxr29Zl7rOzlXUzH7Kov6OCo2NQGf7kfuWVz0X/PfbY/CtEFgoQ3T08+ujUqOKv6m2FobHHHsOjkVVvvVV+x201mTZtWqM5D5qP0pxzHiql0nNjKqn8M3ggaTAkPa4pqg2kdsHcD1W4qQ2xUnVgKmrcOOfatVswNDffplAZOzZ8JKqYP9HPnftN5jrgpuj/1awUKhQgDz44uVFoqOaWVkMsp3hjrWjJWddp87PzNRTXv540Z+c3h/LO4HkkDYakxxWi8PC3tUprrZegWZ+6I1FtmQkTJkTthn5Wak157rnsCoL6d2demxsxQlX69IlzbvZs50aOdK5z5+x+HTd+fPgMqFK5wTBkyCvR//frd29wVOEAeeONOW6bbW5yf/jDPdHjp0+vjlIdzaml6j6lqdL1wZpL6mfWpMGQ9Lh81InmO5k047SpD41GW/RTfahaoQ7CDh2y4aB/d6HXpp/7uleZ9yJ6HKpebjCoD2PHHYdGf3788fcKHof88lWe1d2J7lKqlTrqc2t2aUu7QnFzsp3Bm5A0GJIel49KWuuxGn7XVHjUpMxri0KhY8fioaD9a6+dPb4Wm+laoTAYtPCU/qzZ6v/5z4Jmi/A4FKZ+kHDtiz322CPqN6kWX375ZbSwVu5w4UqskdLcbGfwJiQNhqTH5eM702qyb6OY3XbLBkLSVQQHDMgen/nCoPqFwaDQUMe3fpa7imF4HIrTyCyN0PLnFjVxawSXRnK1FF3garZ67uTDNm3aRBWM05ho2NJsZ/AmJA2GpMfl45f7rKYrjNSoEKLel6S3tFOmZI9feeVwD6pQvmDw64fstNPQqFmr0HEoTs3bmqehkZj+HKO5JCoEWYk5G0158skn3frrrx//O9TUdvTRRycul1ILbGfwJvg3K+lmoaG6eqxma1qozo8m6+hDVc42KrPNzGzOuj2cZwhn5rU5vS9JX5smF+l4rf+BqlcoGNSRrp+rY1wKHYdkZs+eHdW4yl34Smuna5Z7pWntj7322qvBeW677bZrtkrAzWmh8AflCgOi2GZRboBo2F/477Bsm2W20ZnNlbPdeWfDfxwBUtcKBYPqVenn3brdFA3xLXQcSqPRmKqn5b+zCy+8cFRvq9gCWBYasHPGGWc0mPSomlr33tt4lF29WCj8Qbn8G1dM0uPyKbcJS30nuXX6rVvZAdKmjaafNvzH+SasqVMb/rwQmrBqSlPBoEmF2nfVVeObPA6lu+OOOxrMGdP8MNWasl6EhjSNoH379vHza+2PSy65pCJlV6rJQuEPyuXfwGKSHpcPneg56ESvKU0Fg8qaqLyJX4Sq0HGwUS0pzQ1TbSl//tF0gDvDVoASaD5a165d4+dTk5nqZs3SvK1WwHYGb0LSYAiPU3liFStbe+213WKLLRZ1fKndUGsThBjG+z8M4605xYJBBRb9MU0dBzvVllKNKX8O0tatW7eoFlVSH3/8cbQOiJrE/HNo3fgXX3wxPLSuFT/TlygMhkLC4/Tmq2N68uTJ0ZXCG2+84bbffvvomLPPPjvnkdmRFloIRvuOOOKIJkNE7ZK6IqgZpUwk1OvScTq+WNigKhQLho8/npe5oh1U9DiU7+mnn3a5676rFpVqUjW1AJQqXWi9eK0y6B+nGnxaubE1Kn6mL1EYDIUkOU6LqegYrSQWyi1loiUqhw4d6j788MMoXFQOQHc05513Xu2XMsm8tqijXSVMVMpEayLorqxLl+x+HdcMI0uAeqSaU6o9pRpU/pyk841qVKlWVS61hqyyyirxcWop0cVtc67eWG1SP7MmCQZJcpzaEXWMOs3z0RKUvkO90KYrBd3Z1BwVSVSxRL1HhTbtf+qp8JEASqSLzlNOOaXB4Jo111wzqlk1ceJE17179wbnlX322SeqvdfaNX0GN0gSDNLUcWqSUlOWlpJUyt9zzz3hITHdUg4cOND16tUrWpdYdyUaAaFy7ro6qIty7irf/stfOrfIItn/brmlc5ddpsUSwkcAKINqUmlpiNywyO3n2GijjTLXdlTA9vKfwVtQ7i9Ow+74ZQFoblqeVrWq/LlIzVqDBg2qmTLrzaXqAkTUj6HmKVXW1KRBrV0MAM1JtarUqb7zzjvX5HojzaEqA8R76aWXovTXlQAAoLpUdYDMnz8/ChD1awAAqktVB8i4ceOiANlggw3CXQCAFlY1AaJJg1pcRZN4tCSt+j1UiEwlkOkDAYDqUzUBojLLffv2jeZ1KDRUykQlkTVhEABQfaomQAAAtYUAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwOT/AXRHsrA09Qh8AAAAAElFTkSuQmCC)
PN: 4H23-1-J6
CAS: 1220397-13-6
Molecule Weight: 176.175
Formula: C9H8N2O2
![imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-17
CAS: 6200-60-8
Molecule Weight: 162.148
Formula: C8H6N2O2
Melting Point: 234-236 ℃
TSCA: Not listed on TSCA inventory