![Ethyl 2,8-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-BR |
| Purity | 95 % |
| CAS | 241146-66-7 |
| MDL Number | MFCD00139511 |
| Molecular Formula | C12H14N2O2 |
| Molecular Weight | 218.256 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-1-BR
CAS: 241146-66-7
Molecule Weight: 218.256
Formula: C12H14N2O2
![Ethyl 2,6-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABQPAAAUDwEUFQvPAAACXXpUWHRtb2xTb3VyY2UAAHichZVtb9owEID/ysmfF8eveUGECrWaNKndpLWV9m0ywdBIJKmS8Pbvd06AEmBBJDr77h6fc+cz44ddvoKNreqsLBLCKSNgi7ScZ8UyIe9v372IPEzGKTqhY1En5KNpPke+v91uafphc7MrC5qWOenso12d9Xy2kpbV0heMcf/Py/Nry3hZUTemSC1SdTaqW+VzmZqm3cV/Qvi5qTZZ4Xfufl5tutX+CuYeRnf1nHx9yyPapojCIltZWJRVbhrYCEbxYd9gaQtbmcbOYbZHtaQKv30yfnkq03VuiwaHboUsNavXplqnqMjLlU3XuBgOfjwlJOcImKbMp1Vl9uBGTm04GAFGglFgNJgATAgmAhOD4QxftHN04OjB0YWjDw8w7yvrAr/tPy3uHh7h1+F1v58HeZhh4kRCPE4jGcXgMSql0MAoV1IBp4GKQxA0iJhAwYUOUCkEU60rj4OjVlIdo4+isZAxBFToMDiKEG24x4Ot8ySwd3EDynkkwdM0jCMBnsL4UjvJuGz1XIcReIJqFYWA+5RMRF8SK6CDdt9a4hxrIkNxmiLGwk5Gqi+dHpPun7I+Gc/KYn42hGyekBknbTl+20UtDhUhUFZzW+Ehdws413NA9AFXv2FA9gFX7WFA9QF3Nk6AuAXoKyAYjhD0AXfuTsD0FhD2AXdKhyNEV0A8HCHuA20HDBPO3itd2zF3mMtytx12h7moeNeRd5iLoncdPJwyrm4w+k6ci9Ifb4hB5rr6d5HwRqpvMv5Zk/nHaxCHV1ekf3Z/+vivMfkHFjXZT9Cvi+UAADlXSURBVHhe7d0JvJXT4v9xMkYDypghlDnDlULGkNn9pcyFkoypbpeKS0jILYVLUiJTZCpSKepKl5sQkjJVpLpNKhUVWf/zXfv/7PZZZ9jPXnt69jmf9+v1vOSstYdn11nf/Txr2sQAAOBhE/cHAACEQYAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAASvXHH3+YDh06mCOPPNJ88803bjFAgAAoacKECaZBgwZmk002scdWW21lbr/9drN69Wq3KioxAgRA3OzZs835558fD47tttvO7LfffvH/33333c1zzz3nPgyVFAGCSDvyyIH2aNp0aNG333VusRXUgb9Vq1aZW2+91V5pKCg233xzc+ONN5ply5bZ8ldffdXss88+8SA55phjzEcffeQ8CyobAgSRFoSDjscfn+oWWwSIvz///NMMHTrU7LbbbvFwOPXUU82MGTPcqmbt2rWmV69epnr16rZelSpVzJVXXmkWLlzoVkUlQYAg0hID5Pjjh5jly39zqxAgnj788EPTuHHjeHDUq1fPjBw50q1WwoIFC8wVV1xhNt10U/s4Bcp9991n1q0r/QoRFRcBgkgLwqFTpzH2v337fuBWIUBS9NNPP5nWrVvHA6BGjRqmd+/eKQfAlClTzNFHHx0PoH333de8/vrrbjVUYAQIIi0Ih6+/XmoaNhxojjlmsFm0qPhIIAIkHN2C6tmzp6lWrVr8FlTbtm3N//73P7dqSp599llTp06deJA0bdrUTJ8+3a2GCogAQaQlhkO3buPtn3v2fK/MOijdyy+/bPbee+94I9+kSRPz8ccfu9W8aXjvP/7xD7P11lvb51cn/PXXX2+WLl3qVkUFQoAg0hLDYe7c5eaoo54wjRoNMj/8sKLUOijus88+MyeddFI8OPbYYw/z/PPPu9UyZs6cOaZly5bx19thhx3Mww8/bH7//Xe3KioAAgSR5obDnXdOtP/fvfs7ZdaBMUuWLDHt27c3m222mW3Iq1atanr06GHWrFnjVs2Kf//73+awww6LB8lBBx1kxo0b51ZDgSNAEGluOCxYsMocffQg2x+ifpHS6lRm69evN/369bMTAIPG++KLLy66YvvBrZp1Wgpl4MCBpnbt2vH3cu6555pvv/3WrYoCRYAg0koLh969J9uf3XTTmDLrVEZjxowx+++/f7yx/stf/mLef/99t1rOLV++3HTu3NlsscUW9n1tueWW5uabbzYrV650q6LAECCItNLCYcmSNebYY5+0P582bWGpdVauXGvat3/TdOgw2owcOcusWFFy/khF8fXXX5uzzjorHhw77bSTGTx4sNmwYYNbNa9mzZplzjzzzPj73Hnnnc2TTz4ZufeJ8AgQRFpp4SAPPfRf+/N27UaWWmfhwlW2wz0oU8f7ddeNMq+8MsMsXZqbfoBsW7Fihfnb3/5WcN/sR48eXexKSav9RuFKCakjQBBppYWD6IrihBOeipeXVmfevJVF38Q/MZde+mqxeuo/ufrqN8wLL0w3//vfKvdhkadv7E888YTZcccd443wOeecU1BLrquv5sEHHyzWV3PJJZeYH3/80a2KCCNAEGllhYMMHPhxuQGSaP78X8zQoZ+ZNm1GFHuMjiuueN08/fQ089NP0f7mLhrddPjhh8cb3QMPPNC8/fbbbrWC4Y4W22abbcydd95pfv31V7cqIogAQaSVFw5anVer9JZXpzSayT5s2HR7FZJ4m0vHJZe8YgYN+sTMmbPcfVheaX7FBRdcEA+O7bff3jz00EMZn1+h/pRRo0YVBerTpk+fPrYxDw79v36uctXLJM1XOfHEE+Pnt+eeexZdIb7gVkPEECCo1JYt+9W8+upXtn9E/SSJYdKy5UtmwICp8eHC+aAZ3trIKXGG93XXXZeRGd7qQ9HaVTfddJM59NBD430pYQ/V1+P0eD2Pni9dw4cPN3Xr1o2/xnHHHZfRGfPILAIE+P80cksjtjQ8WGtuJYbJeecNM/37v2c+/TSz37zLozWmtIFT0JhqjakvvvjCrZYS3RoaNmyYHbWlMHJDQbeQNAFQfSpaql1Ht27d4n/Wz1Wueu5j9Xx6Xj1/OregfvvtN7tm17bbbmufN1NrdiHzCBBEzowZi02vXpNsv0W+rFmz3rz11jfm5pvHxYcMH3BAV1O7dhN7e6VTp05m0qRJdj+NTNNGTdqwKWiYtZHTa6+95lZLyaJFi8wtt9xiatasWazRVx/KDTfcYF555ZWUO7BVX4/T4/U8ic+r19Hr6XV9adXgVq1aFVs1+IEHHkh51WBkDwGCSNFVwJlnPmcbbF0NRMFvv/1uxo//vujK5Amzyy5HFGsod911V3Pttdead9991868Tkdp+2zce++9aTWYutWlW0zBLTAdWlTxjjvuyPiMcD2fnjdx0Ua9rl4/nVtuH3zwgWnUqFH8OevXr2/eeOMNtxrygABBpHTp8rYNjxYtXjK//prZDuJM+O23tbbxUkOfOARVh5bs0K0WzQhPpdFXXQVFsNOfAkTPr0DxpSsjDfWtVatW/P3pqubNN990q2aFXifxKkrvQ+/H94pNj1MHvgI7eM7TTjvNfPXVV25V5BABgsgYPnyGDQ/1P+Sz4zoszWXQENp27doVm5OhQ7dwtGmTOpd1T78sujXl7jWujZrSoXWvjj322Phzqs9CV0j5oNdNXFRR7yuddbm0d3v37t2L7d3eoUMH8/PPP7tVkQMECCLhu++WxfsaNMEvXWpoNHpHQ0E1YS1xOKoWG9TPP/nkEzvKKRN0+2rChAl2D4zE/cV1qDP4oosuMi+++GL89bThkjrFgzrakEmd5unSlrQa4huEWP/+/dO+tZYuvb7eR9D/ovcXZuvc8nz//femefPm8c9PVziPPvpo3s+1siFAkHdr1/5uLrhguA2Pjh3HGJ+7HJoPMXbs2KLHdzSHHHJIsQY82aGJeVoCRN+WfW+xuLQ0h5YZ2WuvvYq9lpZV1x4ZGlmk/1cfgYbpZiLI1P8QvI62mk3nm3426P0kboGr95su/Z01aNAg/py77LKLeeaZZ9xqyBICBHmnEVcKjzPOeNb8/HPZt3tKo2+iaqjVcLjBoEUFtZlSMAS1a9eu8T9r0pp720mHGvy7777bzpDOFI2q0m2XevXqFXstTQzUBMF06Vu3ZnMHz9ulS5eMTzDMFL0vvb/gvep9p3vVoMc/9thj8T4k/VtAbhAgyKt3351tw0MzwqdM+cktLtN3331nO5oT5zJodVeNiNL2rWHviS9evNjezlLnd2KnuPYNV6OvpcgzSbdy9PwKk0xQ4xnMUNdyIOqoLgR6n8HyJXr/6YaIPPXUU/b5GjZs6BYhSwgQ5I0WMjz55KdtgDzySLiO47Vr19qd9YJOVB1aIlyjftL91q3Obm33qn00gufWqB/NdcgU3fvX86qzPBOCKw/dCkt3rkiu6f0Gw4t1HunSLHY9l646kRsECPJiw4Y/40uxazHD339PvieEZmEfcMAB8ca9WbNmWVvmQg194pLjl112WUa2g81kgAR9HvomX2jhEdD7Dq5E0u0TIUByjwBBXgQr6Z544lOhVsHV7Ylg+QyNWNJtqmzT/Ax1cAdrRGndp9mzZ7vVUpKpABkxYkR8wmGh3LYqi96/zkPno/PyRYDkHgGCnPv004XxVXDHjk0+G1pDb4MrAa21lM6sZh9asiTopFd4aWc9X5kIkLlz58aH6qpDuiIIOtZ1Xjo/HwRI7hEgyCktVXLWWc/b8LjzzolucQlaBiMID93iyNQw21TNnz8/PjxYnfW+IZJugOj8mzRpYp9DQ2I1mbEi0HkEQ3x1fj5/zwRI7hEgyKm//z22VEnz5i/aBQvLE1x56B65hmnmm658tP2q3pNmj/sM9U03QILbPZqU5/tNPap0PsFkQ5/bcgRI7hEgyJmXX/48vlTJzJnlN77BkEwdAwYMcIvzRqGx77772velvSpSHX6aToAowIK1rTQcuCIKhjnrPFO9VUmA5B4BgpyYOfM7U7/+5ebgg+80zz9f/p4WGm2lGdtqDNIdmZMN2o0vmDOiq6RUpBMgWvNJj9XM+VSDq1DovIIte3W+qSBAco8AQdZpfoX6D7bddm9z6aW3l3t/W/M8gqG66jAvr24+adMkvUdNZJw6dapbXCbfANFmSkGo5mthxFzR+ek8db6pbCJFgOQeAYKs0xas+sXWpLzFi8u/daVJgqqr0U6p3sLItUsvvdS+V60wGzbofANEy7D4PK5QBUvB67zDIkByjwBBVmk5c/1Sa/HAcePGucXFaHmSYGZyLuZ5pEv7dQTrL+mKJAyfANH2sEHn8qhRo9ziCknnqfPVeYfdHpcAyT0CBFkzb948u/Ksfqm1vWkyWttKdU8//XS3KLJ69epl37Nu0YW5CvEJkOB2mUZ+hXmNikDnGeyTEjacCZDcI0CQFRs2bDAnnHCC/YXWdqTJ5itoVV31J2g2cip9Cvm2cuXK+NXB6NGj3eISfAJEfUF6TBQHFGRTsFSLzj8MAiT3CBBkxV133WV/mWvUqGFvTSWjJdlVXwsjFpq///3v9r2fd955blEJqQaIVhUOgvWbb75xiys0na/OW+cfZnVlAiT3CBBk3OTJk+PLrD/33HNucQlaRVezu1U/V3t2Z9LMmTPte9cKwckaulQDJOhDOuigg9yiSkHnrfPX55AMAZJ7BIhD/wB1lCdMncpK+2fsueee9vO5/PLL3eJSjRkzxtZXiKS7JHu+BHMXNAGyPKkGSLCUyw033OAWVQo6b52/PodkCJDcoxV0hAmHMHVKo/v8nTt3tqu6aiKavrFqBzwNA9X93i+//NJ9SMFp0aKF/Wzq169v9yUPo1OnTvYx2gyqUAX361u3bu0WFZNqgBx22GG2fib3JCkkOm+dvz6HZAiQ3Eu9FazgwoRDmDquvn37Fts9r6yjkA0cONCew5ZbbpnSPh3BntaFMHS3LO+88449B30hKM+oUeNM1aq7FzVyf3WLStCsbH2Wet6o7W+eKzrv4N9Ustn3BEjuFXaLlQVhGvIwdRL169fP1leHoIaqvvfee/ZWj2ZdawG5Dz74wO7DffDBB7sPLRgzZsyI79fRp08ft7hMukoJ9rXwWZwwKlavXh3fGEnb5JZl/Phppm7dNub88+9xi0rQ4AM9nz7XyjJ816XzDv5dJRuMQYDkXvhWsJIIEw5h6gT0DSrYkChMh3Ih0lIlui2nczzjjDNSaux0paLHab+NQle3bl17Lv/5z3/corj33ptrF5Rs0yb5xklvvfWWfb4wt28qsuA2nj6P8hAguReuFaxEwoRDmDqBbt262braErWiCjo6FQKprF0kCtWK8kt/2mmn2XMZOnSoWxSXSoAMGjTIPl+Y4cEVmc5fn4M+j/IQILkXrhWsRIJwCHOEcdRRR9m6FXUBPHUK6xaUlioZO3asW5xUcHtP60oVulatWtlzUX9XWVIJkAcffNA+X0X+8hGGzl+fgz6P8hAguReuFaxE3JAo7wgjWMpj2bJlblFSGrV133332SXDo3hcf/31diSZzk+T6Xyo70ePv+aaa9yigqNRZDoXTaIsSyoBEkzGLOTRaZkQ5nMVAiT3wrWClUiYcAhTJxCMvPKZ39C8efMSoRXFQ8tur1u3zn37oQS3+DS8udAFs+l1TmVJJUAq0meTDp1/ss9VCJDcC9cKViJBo1ieMHUC6VyBTJo0yVx55ZWRPU455ZT4CKpHH33UffuhcAVSNq5AYsJ8rkKA5F64VrASCRMOiXVGjBhhJ8/tvvvuplq1anbEyCOPPBIfs17R+0CCPgxdhUyfPt0tToo+kLLRBxJDH0h0ld9SVkKpBohWCtWoG21zqn0L1IieeuqppmPHjrY8uA2hxqUi0pDds88+256j5rGE3bshwCissjEKK4ZRWNFVfktZCaUaIKXRPhhahVaCeSC61RN2X4NCo4lz2m1Qn0mqt1uYB1I25oHEMA8kuspuBSupZOEgyeosXLjQ9n0ENDNb9RUibdq0sX0b2kdCHc8KGM1E79mzp92UqFCNHz/eDuXVeb766qtucZkq20z0VAKEmejMRI+6slvBSipZOEhZddTvoVtZ55xzjunSpUuxsvvvvz/ewJR3FLLgdt32229vfvzxR7e4TJVpLaxUAoS1sFgLK+oKu8WKkMQQUIOoKwzXt99+a1eeVblucWkOhZY+b9KkienRo4ddT6qQadfBxo0b28/g+OOPT/oLH6hMq/GmEiDCarysxhtlBEgGqQFVJ7o6U5M1JBWVJj8qHPWLrMmGYVSm/UBSDRD2A2E/kCgjQLJgwYIFpnr16u6PK43nn3/e/iLrlt3777/vFpdQmXYkTDVA2JHwIHv+7EgYTQRIFsyZM8fUqlXL/XGloomG+mXeY489kjaqUln2RE81QNgTnT3Ro4wASZPmfGgEkkYQaUSRRlRph8Fkyy5UdPos9ttvP/sLff7557vFJejWV9BQTp061S2OLPV11axZ057n6NGj3eISUg0Q0VwjPb/6WSqToF9J5x8GAZJ7BEiaNMO8WbNmdotaDd1t1KiRGTx4cKUddpnok08+iS+2+Pjjj7vFJWizLdU9/fTT3aLI6tWrl33PGoId5u/8v/+dZwPk2mvD36rT/CG9xj777BPqNSoCnafOV+cddv4UAZJ7BAiySst66JdaS50k2/Nd4/y33nprW78QhvQGfV2pNHIbNvxZ1NDNMLNnL3eLyqTZ/cFVzqhRo9ziCknnqfPVeYdd3YAAyT0CBFmlb5Lq1wi+pWv3wvJoOLPq1qlTxyxdutQtjhSt36X3qluW2b4y6Nq1q32tY445xi2qkHSeOl+dd1gESO4RIMi6RYsW2aVK9MutPUTKo33iDzjgAFtX976z3TD7Cm4rqd8mF3022ulRV3F6zYq6MGdA5xdctaaywyUBknsECHJi3Lhx8aVOkg3J/OKLL+KNZRQ7jrXagPq89P7CznXJhA4dOtjX1JyTsJM0C43OK5hTo/NNBQGSewQIcuaWW26xv+AabKAFJ8ujCXmqq2PAgAFucd5otN2+++5r39dxxx2X04Zct/Q0PFyv3b9/f7e4QtB56fx0nqnewiRAco8AQc5opn6wP8qJJ55oNmzY4FYpRt/uVVcTEh977DG3OOfUoB155JH2PWmEUJjFHzXiSkfTpkPN6tWl79oY1AnjiSeesK+vzuW5c+e6xQVN5xMMFtB5pooAyT0CBDmlkVbBUifajTCZYCkPHbqdla8+kfnz59tBAHofmjU/a9Yst0qpgnDQ8fjjpfeVpBIgOn+tnab3cfTRR9tQrgh0HjofnZfOz+fvmQDJPQIEOffss8/aX3R1QE+ePNktLiG4EtGhjvVUb22kS8vvB4MANDosbHhIYoAcf/wQs3x5yVFoqQSI6Ju6VjzW+3FXfS5UOg+dj87L98qKAMk9AgR5cfnll9tfdi1/vnx58jkR6hMJ9oVQI56LeSLar+X222+3G4LpdQ899FAze/Zst1q5gnDo1GmM/W/fvh+4VVIOENFWysE+Kj63e6IkuC2n89F5+SJAco8AQV788ssvpn79+vYXvmXLlm5xqTQ6Kxjiq0MrAGhHw2wYOXKk2X///eOvpX2516xZ41ZLKgiHr79eaho2HGiOOWawWbRodal1UhUs9aE+otdee80tLgh638E+OemOuCNAco8AQd5o/kSwYVLYb9GaJ6LJhsESKTo0UVGr+Ka7FLwmOWol4b/85S/x59ZWvensxZEYDt26jbd/7tnzvTLrpKp9+/b2fWoGf6GFiN5vsPKAziNdBEjuESDIq3/+85/2l163p7766iu3uEzqjNfaWepHCRp7dW5rUyrd3gqzeqto+9kXXnjBtG3bNj63Q0e1atVM9+7dQ91eK09iOMydu9wcddQTplGjQeaHH1aUWidVGkZ8wQUXxK9EwgZxvul9Blceev+ZGA790ksv2efTSD/kBgGCvNJoGy2eqF989TEkW+rEpVV8tRR80MmdeOy0007226iWltehZTGCP2sY8Y477ljiMeqT0eiwMEN0w3DD4c47J9r/7979nTLrpEqNb3AlokMd0ulejWWL3lfQYa5D7zsT4aF9Z9Q3pudUX8q9995r+7CQXQQI8k7LVQQbSt14441ucShqmMaOHWs6duwYH24b9tDM55tvvtkuoeEzfLQ8bjgsWLDKHH30INsfon6R0ur4CvpEdGhIbNT2Udf7CYbq6ki3z0P0nJdcckn8OYOBBTo0V6fQbusVGgIEkaDGX0udqAFQB3a6tB+JOth1e+rBBx+0Q4GDo1+/fvbnWm5+9eriHdrpWLlyrVm/vvjkyNLCoXfvyfZnN900psw6vvTZBUN8NSlPM7sz8Q0/HXp9vY9gkqDeX7p/x1qhV3+Xwcg83Q7T1YyuHDVMPLga0dG0aVO71TQyjwBBZAQ7+2kZi59++sktjiSNqHrppS+LGq83bf+Gu1FUaeGwZMkac+yxT9qfT5u2sNQ66dC3cq0QHDSghx12WN4WYNTr6vWD96L3le6VkcJ/zz33jD+nbkd+9tlnxeroi4GGYAed9Ooru+6663I+h6iiI0AQGbpn3bBhQ/sLr76LZEud5Mv8+b8Ufcv93LRtOzLe+AfHPfeEG2H10EP/tT9v127jc2SSbsWpozpYO0uHlkjP1Z7zep1gSfbgS4HeTzq3CHVFqfXHguesW7euHXlVnjlz5sQHGejQ1c/DDz8c2T6iQkOAIFK0D3awSdM999zjFufNjz+uNE8++alp3fq1YoGhvoyrrhppnn/+C9u/4SorHFas+M2ccMJTxZ4r0ZQpP5kuXd42kyen921d37i1HEzwTVzH3nvvbfsfvv32W7d6WvR8el49f/Bael29fjrf/NVHplFywWrO2267renZs2dKAy7+/e9/x1f51XHggQfaFaKRHgIEkTN06FD7S67bDtpjPl+++26ZGTjwY3PhhS8Xa+h1q+qaa960OwsuXlz+5MLSwiGg5y4rQPr3/zD+8w4dRtshwOnQnixaDTnoh0hsSG+44QY71+XHH390H1Yu1dfj9Hg9T+Lz6nX0enpdX7oifeCBB+Jrp6l/rFWrVt63N3VFq6ugxNF35557rv3SAj8ECCJJDYV+wXWbYsWKjXMmsu2rr5aYRx/9yDRv/mKxxl0jp2644S0zYsRM8/PP4b/5lhYOAa3Oq1V6S6uzZs16e5tLr6uyxo0H2WVQfvklvaGp6nzWZlhaUyxxDk1wqFNafRbnnHNOfMhzt27d4n/Wz1UedF4nHno+Pa+eP+w2tGV54403TL169eLP3ahRI/Phhx+61bzo35OGfgdL1Ggyq0bhrVy50q2KJAgQRJKWOgn23bjwwgvd4oyaMuVL889/jiv6NvpCsdDQsiOdO481o0Z9nXbD7Uu3zvQegvd0yilDzauvfmX3Vk+XGlJt7qVbTJqDEzSoYQ/V1+P0eD1PJoJek0lPO+20+GtoJYCnn346rb6TsmhRTAVe8FoaSj548ODI9r1FEQGCyProo4/iS53oFztT1EBMnDjRzjnRcM/ttjvC1K9/k22gjzvuSdO163gzduy3Rd+io9PRqj6RCy4YHg+SSy55xXz88Xy3Wtq02+KoUaNso92nT59iw5/1//q5ylUvk7RygHYgDK6KtFTNrbfeaodjZ9vo0aOLrXumpWw0MRHJESCItN69e9tfanWczpw50y0OTftNqNP06quvtjPUE79J77zzgaZjx8fMhAmzzdq10QkN1x9/bLBDhk8++el4kNxyy3g7KqxQaY7Io48+Wmy0WPPmze0KA7mkfx+aL5S4nM3FF1+c9pDjio4AQaTp1kVwS0P33rWYYliqq+GkuncfTK4LDjVYbdq0MW+99VbBLXmhCYuajKg1tYJbbY89NjVSV0xhaI5I4qoBDRo0KArxCW61nNJERE1IDNbpqlq1ql2802cl5sqAAEHkLVy4MH7VoPvt5dEvuhZT1PLrWhAxMTS0XtY111xj3nnnnQoxD+D773821103Kn41cuaZzxUFYvRHFGkhzP/7v/8rFubasjjfM+YTaWKi5iIF73GPPfawExhRHAGCgqD71BrGqcOdDKf75M8995xp0aJFidFB+sVX6Lz33ntZ6YiNgokT55i//nVYPEiuvPJ1M326//DZbNHACI3oCpbiVye8/m7CrpycD/oyopGAwb8nTWTM1h40hYgAQcHQ0Ev9EteuXduO1tEuhRpWmrg3iA4toqc5CJka9lkItAbXU09Ns9vmKkQ0wfGOOyaaRYvSHxmVLgW3/q40oir4O9JmYKks359PmrCoiYvBFa0mNGpioyY4VnYECAqG+iqCzZ4SV13VoVE0//jHP8ynn37qPqxSWbp0jV0yXpMdDzmkl6lXr6W5//5+KfUdZZImgmp/juDvSbtQuleQhUITGFu3bh3/t6cJjhrkUWh9aJlEgKCg6JZC0BipU/2uu+4yM2bMcKtVejNmLDYtWtxnataMdVLrquzVV191q2XNvHnz4pNBdWhmujYP02inQqcrW01sDM5NEx7TXV24UBEgKCjaFCq4BYLknn/+RbP77rvHG7uTTz7Z7i2fLbrdow25NOxar6fbPVdddVVaS5pEkW7LaU7MbrvtFv9sNVqwsn2ZIUBQUILlLZKtwoqNNDJNixxqSKo+Ow1R1da/6SxwWBptKZvY4Xz88cfbPVcqMg3g0ITHoB9OEyE1IXLZsmVu1TjNcencubOdxa95J3qsdsLUUvf6e/ryyy+L1Q8+z/KEqZMNuX9FwJOGVuqXRA1hJjeCqizmzp1rl4UJGhvNjdFGT+kOaZ42bZo54YQT4s+rvTq0HlZlolA4//zz45+Bhp0vXrzYrWb69u1b6hpk7pGotJ+5wtTJhty/IuBJGwTpl0QzleFPQ5qPOOKIeKNzwAEH2B0hU6UGUjP7g0l3GkKtJU/SXUixkGkipPrmFM7uFZ52wtTnpE74K664wv49LF++3A5wULhrwIFu/x188MHFHhcmHMLUyYbcvyLg6aCDDrK/JJrzgfRoPbBBgwYVW9r87LPPDrW0uTrC9U06cWn4Sy+9NOXl4CsTLYkSLFaZ6r/fMOEQpk425P4VAQ+aM6BfEN0vzsSqr4jRZ9mlS5f4opX6r7YWLusz1tIv++23X7zB0g6SkydPdqvBoQmU+ry0QkKqwoRDmDrZkPtXBDxoIpd+QfQtGZmn1XX12QYNke7h6wolWNpcC1meccYZ8XItCzNkyJAKO7s/04K5MD5704cJhzB1siH3rwh4CO7ZP/nkk24RMkh9IeoTCRokjRTSnuKJmy9pKDWbL6Vmhx12sJ9feaOzyhL8XYQ5ci33rwikSCNc9Muh0StuxyQyT6OyNDrLXcH4vPPOy/g+6pVFMPLKZ8SbGxLlHbmW+1cEUqR9sfXLceqpp7pFyCItba65HOpor6wzrTMlE1cg5QlTJxty/4pAiho3bmx/OQYMGOAWAQUhl30gI0aMsCtTawUCLQCpYcWPPPJIVpbLL/9dAXmmoaEaN6+5BtoXBChEwSgsrQ+WqlQDRPu8Dx061A6M0Jyc6dOn26v3jh07Oo9KX/nvCsgz3YvXL4ZmOgOFKpgHoi9Dqc7STzVASqPFLbV6cKaV/YpABOgevH4xFCRAIevTp4/9t6wQ0XbKkyZNsqPZtBy8AkYz0TVcXdv8JkoWDpKsjq7e1Q+TaWW/IpBn+kevW1f6hWOWMyqC+++/P770S3lHotJ+5iqrjvo9dCtLG69pwmimlXxFICLUaa5fCnWiAxWFhkJ36tTJNGjQwN5W0uoKWoCySZMmpkePHiWWhC8rHBKVVicxkPRa2Zi7U/67AvJIHX/6x69hvABSp3XL1ImuvUq0m2KmESCIJE0YDCZfaSIhAH8LFiww1atXd3+cNgIEkaQlSxQeWsIEQHrmzJljatWq5f44bQQIIklj2RUgGpUCIDzd+h0/frxdSUA7Jmp0l3Y71FyUTCNAEDlaSjzYIlTLuAMIT7PdmzVrZrfL1dDdRo0amcGDB2dl5WQCBJGjDXcUHtpACkB0ESCIHG1ZqwDRFrYAoosAQaSsXr3aVK1a1QbIZ5995hYDiBACBJEyfPhwGx716tVziwBEDAGCSLnoootsgGjXOwDRRoAgMn777Tc72UkB8tFHH7nFACKGAEFkaNc7hYfWBcrGkEMAmUWAIDIuv/xyGyBaaA5A9BEgiAQt+rb99tvbAHn//ffdYgARRIAgEsaMGWPDY9dddzUbNmxwiwFEEAGCSGjXrp0NkOuvv94tAhBRBAjyTrum7bjjjjZAtI4PgMJAgCDvFBoKj9q1a9swAVAYCBDk3Q033GAD5KqrrnKLAEQYAYK8Uof5brvtZgNk9OjRbjGACCNAkFeTJ0+24aG9C9atW+cWA4gwAgR51blzZxsgrVu3dosARBwBgrzaa6+9bICMGDHCLQIQcQQI8kYLJio8qlWrZhdSBFBYCBDkjZZsV4BoCXcAhYcAQd5ss802NkD+9a9/uUUACgABgrz4/PPPbXjoqF+/vlm6dKlbBUDEESDIizvuuMOGR3AVcvTRR5s1a9a41QBEGAGCvDj44INtcPTu3dvUqlXL/vnss882v//+u1sVQEQRIMi5mTNn2sDYcsstzYoVK8wHH3wQvxJp06aNWx1ARBEgyLpffvnFTJgwwTzwwAOmefPmpmbNmjYsjjrqqHidN99802y++eb257feemvCowFEFQGCjNJqutOmTTMDBgwwbdu2NXXq1Il3licem266qbnvvvuKPfbJJ5+0P1f5I488UqwMQPQQIEjL7NmzzfDhw+2SJE2aNInfinIPBUPTpk1N3759zaRJk8zq1avdp7LuueceW79KlSr2eQFEFwFSCL76ypjrrjNm//2N2XZbTaAwZr/9jLn22lhZjvyxfLmZMWaMufvuu825555r9+9wg0KHFkZs1qyZue2228xrr71mTjrpJPtzbRr1zTffuE9bQrC8+1ZbbWUmTpzoFgOICAIk6u6/35jNNiv6m9qk9ENlvXu7j0rf2rVaa8SYhx4y5rLLbHgtLXq9u4qOnRLCQh3hRx55pOnQoYN55plnbAe5a9WqVaZhw4a2/j777GMWLlzoVilGS7y3bNnS1ld/yWeffeZWARABBEiU9e8fC4lNNzVGmy1NmaLW2BjNl1Dj3q5drEx11NCnQw1/UQAUJYEpau1NUTKUDKuiY1jRlU+3okB5qOj1phS9n7UKmhAWL15s6tWrZ0PhiCOOMCtXrnSrFKPnDa5ctF/InDlz3CoA8owAiaoff9zYiA8Z4pZupDLVUd1589zS0hU15mbkSGNuu82Y0083ZrvtSgSFPWrVMubcc425+25jxowxZvly95lS8v3335udd97ZhsIpp5ySdP8PDfE99NBDbf39i66AlixZ4lYBkEcESFRpKKsa8ZYt3ZKSWrSI1VUguHS1MmmSMX37xp5rr71KBoUO9as0aaINOox56SX1jrvPlBGffPKJqV69ug2Fiy++2N6uKs/8+fPjS743btyY2epAhBAgUaU5EmrY337bLSlp7NhY3aIGtphhw4zZYouSYaGjQQNj2rY1ZsAAY6ZN0/jb4o/NovHjx9u+E4VCx44d3eISZs2aFZ+tftZZZzFbHYgIAiSqtt8+1tAvW+aWlKRbO6qrW06J+vWL/bxOHWOaN491tk+YoJl9xevlwQsvvGCH6ioUtJxJMh9++GF8iPCVV17pFgPIAwIkqjbfPNb4h/m2vX59rK4e40rSz5BP/YoCToGgOSJDhw51i0sYNWpUfLZ69+7d3WIAOUaARFUmrkAKwM0332wDYYsttjBj1FGfxJAhQ+Kz1Yc+/LBbDCCHCJCoCvpAxo1zS0pSP4nqNmrklkTen3/+aVq3bm0DYdttt7Xb3CbTq1cvc1BR/W5Vqpgl6vAHkBcESFTpFo1C4YIL3JKSNLpKdQt0EcL169eb008/3YZI2Nnqb914o5mqc95qq1i/DoCcI0Ci6ocfNo6g0gS/sqjvQHU0D0RzRwqU1sbS6rwKkb333jvpbHWj4b8KV517zZrGMFsdyDkCJMr69Ik1kJptfvXVsdnnmgfx66/GTJ1qTPv2G2eiP/ig++iCo9nq2t5WIXL44Ycnna1ul1s56aTY+e+6qzHMVgdyigCJunvuMaZKlVgjWdqhsl693EcVLK3uu8suu9gQ0eq9SZdKWbHCmMMOi30WWmCS2epAzhAgheDLL2Mr7xZ9O7czxqtWjf35mmtiZRXMp59+amrUqGFDpNVFF5k/k8xWN/PnG1O3bixENJCgjKXiAWQWAYJIeuedd8zOW21lWheFwqc33eQWlzRrljG1a8dC5Mwzw82fAZAWAgSR9dGwYebNKlXMnwoFLWufzH//G9svRfWvuEJjhN0aADKIAEG0JS5p//TTbmlJb721cRZ/t25uKYAMIkAQfbfcEgsEDWsePdotLemppzK3TwqAMhEgiD7dirr88lgg6BaVNtZK5t57N45Se/FFtxRABhAgUaedAidPdn9a+WjByDPOiIWCOsu//tqtUZJ2V1R9zVZ/9123FECaCJAo03DU6tVjs8yTDWWtDPR5BGuE7b23MQsWuDWKS5ytXqMGs9WBDCNAouzll2ON3777uiWVl7bj1RwYfS6HH25MmNnqJ58cq3/xxW4pgDQQIFF2ySWxhk+dyNhI2+3uskvss1E4JJutrpDp2lW7UrklANJAgESVGkXdvlIjqfkNKE7b8Oq2lD6fCy/kFh+QBwRIVL3xRqxx3GMPJsSVRR3j6iDX56QOcwA5RYBElWZSq2Hs2NEtQSIN0Q0Wm7zvPrcUQBYRIFGkIavBlraTJrmlcGmyoD4rTR7UJMLyfPWVMdddZ8z++8fmlGhxSq3iq8UqVQYgNAIkisaOjTWI6ijm3n446iTXZ7bDDmXf8tN6WpttFqtX2qGy3r3dRwEoAwESRdo8Sg2avikjHIWG9kX517/ckpjENbWuuio2m33VqtgGXdqoq107lj8BUkSARM0ffxiz006xhuydd9xS+NBWv5qMqc90yBC3dCOVqY7qzpvnlgJwECBRM3FirBGrVYs9LTLl1ltjn2nLlm5JSS1axOredptbAsBBgETNjTfGGrC2bd0S+AqWP3n7bbekpKD/qXFjtwSAgwCJEt3Hr1Mn1oBpXwtkRjCibdkyt6Qk7akeXAECKBcBEiX/+U+s8apZ05h169xS+Ao2mApzS1BDqFVXjwFQLgIkSv72t1jj1aqVW4J0cAUCZAUBEiV168Yar9dfd0uQjqAPZNw4t6Qk9ZOobqNGbgkABwESEaunTjXL1XBVq2bMr7+6xUhH9+6xUNDeIMlopJbqauQWgHIRIBHxUlEj16Oo4ZoUppFDan74IbafuoLhmWfc0o2GDo3V0TwQzR0BUC4CJCL2228/s11R4zWO/buzo0+fWDhotrlm+mv2uWah62qv6OrPtG+/cSb6gw+6jwZQCgIkAr744ouidmsTs/XWW5tVWl4D2XHPPRtX7i3tUJmWQwEQCgESAT169LAB8te//tUtQqZ9+WVs5V1ti6uVeKtWjf35mmtiZQBCI0Ai4JBDDrEB8kx59+cBIGIIkDybNWuWDY8tt9zSLF++3C0GgMgiQPKsV69eNkDOPPNMtwgAIo0AybMjjzzSBsigQYPcIgCINAIkj2bPnm023XRTs/nmm5slWkIDAAoIAZJHffr0sVcfTZs2dYsAIPIIkDw65phjbIA8+uijbhEARB4Bkic//fSTvX1VpUoVs2DBArcYACKPAMmThx9+2F59HHfccW4RABQEAiRPTjrpJBsgD7LuEoACRYDkwaJFi8xmm21mb2H9oJViAaAAESB5MHDgQHv1cZQ2OgKAAkWA5EGzZs1sgNx///1uEQAUDAIkB/744w8zbdo089hjj5lWrVrZW1cKkG+//datCgAFgwDJAs0wf+mll0znzp1NkyZNzDbbbGMDI/HYfvvt3YcBQEEhQNKkFXRHjx5t7r77bnPuueeaWrVqlQgLHdttt505/fTTzW233WaXbV+6dKn7VABQUDIWIEFDWZ4wdaJs7dq1ZsqUKeahhx4yl112md2G1g0KHVqavWHDhqZDhw42LGbOnOk+FQAUvIy15mHCIUydsnz//ff2ltChhx5qv81vtdVWZq+99jLHHnusueOOO8yXWdhNTg2/AkBBoFVzFQxuWOjYf//9baAoWD766CMbNABQ0fm15qUIEw5h6pSmb9++dsVat+F2j3RobsbIkSPtLSaNkqpZs2aJ59dRu3Ztc95559lbVmPGjGETKACVVnqtboIwjXiYOq5+/frZx2jk0hVXXGHee+8922jrW/7cuXPNBx98YBvzgw8+2H1omVavXm0mTZpkg6lFixb2SsYNCh3q/FYnuK58hg8fbjvHAQAxqbXm5QgTDmHqJNIs7S222MI+5rnnnnOLQ/nzzz/N559/bjdsat++vTnssMPsAoZuWCigdHusbdu2ZsCAAXbYrYbfAgBKF741TyJMOISpk6hbt262vvoXUtW/f39z4oknmmrVqpUICx116tQxzZs3Nw888ICZMGGC+eWXX9ynAACUI3xrnoTbQJd3hKWlPlT/3XffdYvKtWLFimJXGTVq1LCbNnXt2tW8/vrrLJ8OABkQvjVPwg2J8o6wdthhB1t/2bJlblFSo0aNMkOGDDHTp093iwAAGRC+NU8iTDiEqZMoGHn1+++/u0UAgDwL35onESYcwtRJlM4VCAAgu8K35kmECYfEOiNGjLBDaHfffXfb0a3RUY888kixkU++fSAAgOwrv8VPQaoBctZZZ5mhQ4ear7/+2vz666+2r+LUU081HTt2jNcPRmFpBVsAQLSU3+KnINUAKc28efPsiKlAMA9EczSGDRuWUBMAkG9lt+YpShYOkqzOwoULbb9Hoj59+tjHKETatGljZ5CvXLnSrFu3zgaMZqL37NnTHHLIIcUeBwDIrrJb8xQlCwcpq476PXQr65xzzjFdunRxi+3OfdpDPHh8WQcAIHfy3uomBkCDBg3s1UVptHtfp06dbB3d5tJqvHvuuaddq6pHjx5mxowZ7kMAAFmU9wCR9evX20700047zbRu3dotBgBEUCQCJKAlRqpXr+7+GAAQQZEKkDlz5tgtYQEA0Ze3ANGcj/Hjx5slS5aYVatW2dFU2l1Qcz8AANGXtwDR7HLt/KftaTV0t1GjRmbw4MF2/w4AQPTlLUAAAIWNAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAl/8HOOmmk2UggqUAAAAASUVORK5CYII=)
PN: 4H23-1-1X
CAS: 81438-51-9
Molecule Weight: 218.256
Formula: C12H14N2O2
![Ethyl 2,7-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-8M
CAS: 81448-48-8
Molecule Weight: 218.256
Formula: C12H14N2O2
![Ethyl 2-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-90
CAS: 2549-19-1
Molecule Weight: 204.229
Formula: C11H12N2O2
![2,8-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-89
CAS: 874605-59-1
Molecule Weight: 190.202
Formula: C10H10N2O2
![Ethyl 6-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-2N
CAS: 70705-30-5
Molecule Weight: 204.229
Formula: C11H12N2O2
![Ethyl 2,5-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-1Y
CAS: 81438-49-5
Molecule Weight: 218.256
Formula: C12H14N2O2
![2,6-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-M5
CAS: 81438-52-0
Molecule Weight: 190.202
Formula: C10H10N2O2
TSCA: Not listed on TSCA inventory