![Ethyl 8-iodo-6-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-H-05 |
| CAS | 1565827-85-1 |
| MDL Number | MFCD27957306 |
| Molecular Formula | C11H11IN2O2 |
| Molecular Weight | 330.125 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-H-05
CAS: 1565827-85-1
Molecule Weight: 330.125
Formula: C11H11IN2O2
![Ethyl 6-iodo-8-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-H-0B
CAS: 952183-17-4
Molecule Weight: 330.125
Formula: C11H11IN2O2
![Ethyl 8-iodo-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-K-00
CAS: 1135283-39-4
Molecule Weight: 384.097
Formula: C11H8F3IN2O2
![6-Iodo-8-methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-H-0A
CAS: 1227954-99-5
Molecule Weight: 302.071
Formula: C9H7IN2O2
![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 6-chloro-8-iodoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKoAAASqAGWF0k/AAACVnpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF+MXXqOQKko1qVK7SWsn7dvkgJMiAa6A5uXf7wwkDUlGJMjZd/f4zN3ZmT3sixy2uqozU8aEU0ZAl4lJs3ITk99v3ycheZjPEnRCx7KOyXvTfEwdZ7fb0eRdF2pvSpqYgnT26b7OBj47SU21cQRj3Pnz8vzaMpOsrBtVJhqpOpvWrfLZJKppd/GfEE6hqm1WOp27U1TbbrW/gtmH0X2dkq9vWaJtgSiss1zD2lSFamArGMWHfYONLnWlGp3C6oBqSV389vns5dEkn4UuGxzaFbJE5a9N9ZmgojC5Tj5xMRw8Pcak4AioxhSLqlIHsCOrVhyUACVBuaA8UD6oAFQIKgLFGb5o5+jA0YOjC0cf7mPec20Dvx0+NO4elvCzf5fwo/1d5q14sgrMnIjJRFIZRT5MBPWFlVjA0EpGJT+bcyoEc0FQLjwfJPUiJsClkZAR+FR4gQ8BKnFH/ay39aIHOpzAoYscBaizkaXvfUlOJRMhYI4li05T3BDz/MhKT7ZmIQNxNRWUBdZb0NC10qUy7OZHveeGAWbdOaV9PluZMj0bQpbGZMVJW49fel2LviQETJXqCrvcLmBdzwExBGwBxwE5BGy5xwF3CNjmOAHiFuBdAf54BH8I2MY7AYtbQDAEbJuOA+EQsE09DkRDoD0C44S1D0rXHpnxD+eX5baMuBPnouLdkbzDXBS9O8J39ubeYLw7cbyrPN9FLop/vFVGmeCqYW4jztkZc47XIA6vrkjn7P508F9j/g9PK9mpje84VwAAMUBJREFUeF7t3Qm81XP+x3FjMEMTkskaEiZrUsqgqCzZGXvGvmRfCv2RyDIYW9kropJE2QkxGcsYsiXCFC1KuxCSZb7/8/7+5nfc++3es3zu7d7zO7/X8/H4Parz/Z1zfr/bPb/3+X3X5RwAAAbLhQ8AAFAIAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAIEWW67+c32pD7bwKAKBe/PTLT+6+T+5zXZ7p4tYaspZbceCK/s/Wo1q77q93d+/Nf6/S/gQIAMB98d0Xru2jbbOhUN1WUVWPWdXOqwAA6tSPv/zo7zIUBuvfv767a+Jdbso3U9ySX5a4eYvnuXfmveP6TujrWo5sWel5BAgApNyAjwb4INjogY3cnO/nhMXVIkAAIOU6PdnJB8GQ/wwJi3IiQAAg5RoPbuyDYPb3s8OinAiQNPvqK+cuu8y5bbZxrkGDaNt6a+cuvdS5hQvDvYFE+e9//+v+9re/uUaNGrkLLrjA/fTTT+Eu+J8VBq7gg0C9sIpBgKTVxInObbBB5n9tuao3lWkfIIFee+01t/3222d+lZfLbptvvrl7/vnnw13huANBMb77zrlNN42ComVL50aPdm7RIue+/da5555zbtttozLto32BhPj888/dUUcdlQ2NFi1auBtuuMG1bt06+9h+++3n/vOf/4RPTbWOT3akDQQF6ts3CojMNzIfHCE9lvng+X369QtLgZKzePFid8UVV7gGDRr4kFh99dXdzTff7H788Udf/ssvv7h77rnHrbXWWr58pZVW8tVaX3/9dfBK6dR/Yn8fBM0eaObmLp4bFleLAEmjDh2icHjwwbDkV8OHR/vssktYApSUESNGuA033NAHw29/+1vXrVs3N2/evHA3T4Gh4FCAaH8FioJFAZNmGu/RalQrHwZNhzX1gTJ10VQ/PmT+4vnu3fnvun4T+rltR25b6XkESBqtsUYUDnNy9PeeNSvap3HjsAQoCe+++27mu1CHbNXUrrvu6t57r/JUG9WZNGmSr8qKn7vddtu5V155JdwtVWZ8OyM7mDDXVlFVj1nVzqtg2VthhSgccvVK0a2/9tG+QAmZO3euO+mkk/zdhi7+zZo1cw8//HC4W0HUqK7G9ThIjjjiCDdt2rRwt7KjsPho4Ufhw/6OY9DHg9weT+/hmgxp4ufC0p8Klh6v93DjF4yvtD8BkkaF3IHMns0dCEqK2jPUIL7aaqv5i/0f/vAHd9VVV7kffvgh3LUo6t57yy23ZD4Wa/jXXWWVVdxll13mvivDDiTf/fSd6z2ut1v5npV9191FP1bRBlpPCJCkoA0ECfP886+5zTbbzF/gf/Ob37ijjz7azZw5M9ytRubPn+9OP/30zE33Cv59NthgA/fAAw+EuyXWsEnDfPuG7hgUHj3f6BnuUq8IkKSIe2FtsUXUdTekx1SmfeiFVWfGjh3rv/22adPGDR482H2lgZ4pN2XKQnfWWc+4jTY61jVo0My1a9fOvf766+FutWrChAmuU6dO2WqtnXfe2b311lvhbokxbu44t9PjO2Wrmzo/1dl98OUH4W71jgBJCgXEJptEAbHddtHYDz2mW/YxY6LHVMY4kDqjapiKdfHa1FNozz33dHfffXe1vYrK1TffLHE33vivTGAMdK1b93cdO97sRox43o8uryuPPPKI23jjjf3/xfLLL+9OOOEEN1tVuwkx67tZ7viXjnfLD1jeB0fz4c3dY1MeC3crGQRIkmiUedOmUVBUtamMkeh15qyzzvIXqlatWvm7j0MOOcTfjcRhogbjjh07ujvuuMN98cUX4dPLxi+//NeNGjXRde482AfHn/98t7v99jcz32Oi8Rx1bcmSJX46lIYNG/r/h1VXXdVdd911/vFSpS651757rVv13lV9cDQc1NBd8+41/vFSRoAkjea76t07mv8qc7Hy21ZbMRdWHXviiSd8vb4uUhVHSH///fdu5MiRfmR1fAGL2wDat2/vbrrpprLqMfTWWzPdEUc87IND2wUXPO9mzvwm3K1eKLSPO+44/7PX/8EmmTv4xx9/PNyt3ukOY5Phm/jg0J2H7kB0J5IEBAhQJDUEr7nmmv6idN9994XFWarieuqpp/xFLO4tFG9t27Z111xzjZs8eXL4tERQSCgs4uBQiIwbV7sN5LXlzTffzNwV/Tn7s999993dhx9+GO5W59SmsdtTu2XbOXZ8bEff9pEkBAhQBI1+VrWULkS6yyiUup2OGTPGnXzyydmpOeJtm222cX369CmJi1o+qpZS9ZSqqRQcqrYaOfJDX41V6oYOHerWX399/zNXry1VQX755Zfhbsvcgm8WuDNGn5GdTVerCd4/6f5wt0QgQNJAje3/+lf4KAyuvvpqfwFq3ry5eU4mhdBLL73kL2DxBS3e2rU73PXrN8Z9/HFpNcCrHfyppz5xXboM9cGhhvIbbngt8zOo2XiOuvZt5rNw6aWXut///vf+5924ceNMIN7ufv7553DXWqcvEbfddptbY6vM3egxy/lxHRrfoXEeSUWApMEll0SN7IMGhSUowr8yIaxvriuuuKJ74403wmIzTWN+/vnnZ0JpS7fuuvu7bbe92V+k99vvgUyY/NuNH1+/vYgmTJjjjj320Wx11ZlnPu276taWhQsXunHjxrnhw4f7KsH+/fu7yy+/3P+pf+txlWu/2jJ16lR36KGHZoN7q622ci+88EK4W63R3eeWW26Zfb/DLzncTV04NdwtcQiQNFCXXwXIWmupr2VYigJofIem39CH/9prrw2La82ECVN9FdFBBz2YvWBr23vvYe76619zb7/9RdHVRfFrKIyqEpeH5s79zvXuPda1aROV65heeaVmHQD0LfzVV1/1vaT22muvbFtSoZv21/P0fL1OTRec+uc//5kJ7G2zr3/ggQfWaruUXuuAAw7Ivr567Ok9ywUBkhb77huFyIUXhiUowOGHH+4vALvttludzQL76adfZr6Fv5V57197OWnbY4+h7uqrX87cBc1wP/+c/1ji56naaerUpb/FVxUg06Z95dq3H+Qf32WXe93QoeMzF+v871Wdl19+2Z122mmuSZMmS4XCuuuu6ydVVGeDs88+2999xJv+rcdVrv3C5+r19Lp6fSv9fw4YMMD98Y9/9K/5u9/9zv3f//1f5ruW/cuWntuzZ8/sDMI6zoEDB9bZ705dIUDKSa5vY+pqmvllznw6NK1pWIocNHV4fBGor/Ec06d/nTmOd9zRRz9SKUw6dRrs+vR5KfNtfJpbsqTqevyK+6v6KVRdgBx88Ah35ZX/dF9+ubhSWaE0D5bGx2y99daVLvo77riju+SSSzI3xs+5RVWtbZOD9tfz9Hy9TsXX1fvo/eL1RIqlu8zu3bv7Kkq93tprr+3uvffeogZCat9Bgwb55+o1FCA9evQo2xkKCJBy0bmzc+utl3ssyPnnR3ch++8flqAaH3/8sV/wSGMJnn566Ytvffjii0Xu/vvHuxNPfLxSOHTocK+79NJ/uA8/rLy4UFyu6UX050svTamyvDapx1PTpk2zF3eN2NdgvtoeA6PX0+tWnBFA76v3t/rkk0/c3nvvnX09LbOrdqp8VKWmKW3i5+2zzz7+tcoZAVIujjwyCodzzglLfqVeQ2oH0X6sM52XxnHE9ePnnntuWFwS1E4xYsQHrlu3JzMXugE+CPT3iuKAUMN327YDfeN8xbuV2gyQt99+u9KYCw2e1KDLuqD30fvF763j0PFYjR492i+vG7+eum1r+d3Q9OnTXdeuXbP76TnPPvtsuFtZIkDKxWefOff737vM/bdzHy29ZkDWwIFRgGy5Ze4qL2Sy+Bx/QVDDZ02nH68Lqmp67rnJmW+98ys9XjEg1PVWfx848NcLa20EiOr21bkgrv7ZdNNN3ZNPVg6yuqL31fvrOHQ8Oi5r24Oqw7TMrpbb1evpblTL8Go5Xs06oPE78fQ1jRo1cn379q1xw36SECDl5OKLo3Do0iUs+ZU+SPHEi7fcEpbifzSCXNVWWr9C1VhWqhPXVCfPPPNMlV1U9biqOawXuEJUDAiN21C7yY473uNmzYraH2oaIJo0Mh5cqQu2LrDWdojaovfXccSBpuOryeSWeq6W3Y0XxFKgxKGix0499VQ/tXzaECDlRA2S664bhUPmAlgt9VjJXBz9IlUp/KXPRw3lcY8cNYgWS8u29u7d2/ccWnnllbNVG7k29fzRFOQXXXRRQfXtxQgD4qGHPvT/vvDCMVWWF0PhGH/b1+DK2hwfUxt0PDouHZ+Os+K8ZRZaflf/r/H/m4Jp/PjKK/6lCQFSbgYPjgJks82iJW6rc/jh0X5nnBGWpJruBDp37uwvDloqtVBaCa9fv35LTe+uEc8tW7Z0Bx98sK8Sq9hFVf/WDL5qZwmDZsMNN/Qr7M3JtQJlgcKA0DiSww6LugarK3BYXii1L8TjOLQWR6n2NNJxxWuF6Hhr0i4S04BSbWlHgJQbdTls1y4KhxtuCEt/pd4wmslXH4IJE8LS1NIEh7rQaNBgIRfEeMnWigPi9NxevXr5AWOqKy+EphrXSPcrr7zSz41VMYC04l5Nql+qCog4OA499KEqy/PRvF3xOR9zzDH1XmWVj45PxxmHSE3nHdMdo/5v0o4AKUf//ndURbXaarnXUNe08AoadQFG5sf2b19nrq2QFfS0T8U7jn333dfPcVUb3n//fXfiiSf6C5VeW/XtusMpZkxCrLqA6N79uWxZVeXV0TQg8aA+XZQtx1QfdJxxiOj4dR5WBEiEAClXRx8dhcPJJ4clv9LKhfECVY8+GpamiiZGjFey0zQZuehCpDuVeB1ujRNQ+CwL6jaqi168poVGws+YMSPcLafqAkKDE3fYIVo9sKryquiOqnXr1v5YVC1XF5MQ1iYdr45bx6/zKPQOMUSARAiQcjVzpnN/+INzyy+vVt2w9FcPPBAFSPPmGvgQlqbGkUce6S8qav/I1SNKXTSPzoSz9tWdigax5dq/trzyyivZubj07bmY9b5zBYTmx8pVHtJdkY5B7TbqxppEOu54fI/Ox4IAiRAg5eyqq6Jw6NAhLPmVqh922sl9mtnv/WU4SWAp03QVupio55UWi6qO6tFVTRXvW9u9pfLR/Erxt2eNR3i+jgeDPvbYY/69Nd7h008/DYsTRcev89D56LyKRYBECJByptvzzLdWHyIjRoSlWQsz32bPy9yp7NSwoZs1KxlLadYWjcHQWA9VEeUa+KZqq/jOQz2k6muKCh3HBRdc4I9DA9jqamZXhVe8dsmwYcPC4kTSeeh8dF7FTpxIgEQIkHI3cmQUIJmLnstR5XDC8cf7D5NmPk0L9Xzabrvt/Hlr1tdc4t5ZuvOor/CoSONFdDxqXK/p2IZCnHfeef799txzz7Ao0XQ+Oi+dXzEIkAgBkga77hqFyBVXhCVZuvNYddVV3fKZOxEt3pMG8UVR9eG5pipR99q4d1ZdV1vlouVxdfxaDEkr7S0rarTXxVIzyya96iqk89F56fyK6ZxAgEQIkDTQSNnf/tZ93qCB+66KyeBiahDWBUnTZCela6aVphBRtZXaEj7KMXeY2j222GIL/3PRz6eU6A5qhx12KOgOqia09K7eQ1N5lCOdl85P51koAiRCgKTE+5kPyfmZD0mvrl3DoixdkDbZZBP/YSqXeu6q6G4rXtjo7rvvDosr0SBB7aeuunXR26pY+gatthDdOS6LrsRffvmlHyWvb+k1GTdRynReOj+dp863EARIhABJia/mzXNrrb66/9adqxom7mmjhkVNz1FudGe1++67+3M87LDDwuJKdP4atayf2bK4ONeWv//97/58OuTqbVeBFqDSwlSFLI17++23+9fWiozlLF5xUudbCAIkQoCkiKaljr9N56qi0mA17XfppZeGRYkXV9NttNFGeacq0chv7auFgUqZ7hzjxZtefPHFsHgpWg9E4z40M28++l3R65b7+hY6v/izUQgCJEKApIjq8+MFcjT2oToffPCBH2WtW/pyqrbQzKxqCNe5qWE8n7jto7amJ1mW4juF/QtYbbLQAJkyZYp/TQ1cTNqI82Lp/OLpWXTe+RAgEQIkZbTKmj4kWrM5V9/3M8880++Xr5onKTRVSTyt91UaYJmHpmTXvnpOEmitcI1nUTjmG8tTaICofUg/gxNOOCEsKks6T51vvnYxIUAiBEgKqUpGH5SePXuGRVkLFixwjRs39vX/dTVYbVnScqQ6Z63fUEhjuKZS1/4Xa5GuhNAYHh1zvnr8QgMknt6lnDtUVBQPLNR550OARAiQFNIKe+p1og/B5MmTw+Ks2267zX+gtKRrIRfdUjV48GB/HmoQL7Svf7xoUJLCc9SoUf6YDzzwwLCokkIDRO1Eer1c07uUE52nzlfnnQ8BEiFAUqp79+55LzaaOFCD1LTfgAEDwuJE0Cjthg0b+jupJ554Iiyuks5b7T+6QFhna60P6oKq5VU1x1OuThKFBIgmHFTX4DW0amWK6Hx13vkmiiRAIgRISqkHUjwW4oUXXgiLs8aMGeP30b75ei2VGvVOiqceV5tOoSZNmuSfo5UEk2azzTbzx65p4KtTSIBo6Va9jgaVponOV+et88+FAIkQICmmuwp9WHSXkauXzQEHHOD369GjR1hU0nS8Om6t8FfMnUTc0UAz3ybNfvvt549dwV+dQgLk0Ucf9a+jCSTTJJ4wU+efCwESIUBSTO0a8boIau+ojtpJ9IFRu0kpTCRYCIWAqiI0SnvixIlhcU7x9O5aszxp4mlH1O5TnUICJG43KmZ6j3JQyM9PCJAIAZJyaiTWB0Y9rtTzqiL1h4+3U0891e/XqVOnSo+X4qbJIDVrro7X0nZz6623+udecsklYVHJU6+xfF8ICgmQuANFknqh1YZCfn5CgEQIELhDDz10qW+bp512mn8syVv79u0rnGXh4qlBChkvUmp0zDp2nUN1CgmQJP8MaqKQn58QIBECBH60uXodaRCaRqGrN4/WmdAHaZ111vHdGrWpIV37aZ6s+LFS3DTDro5dgwAt05xzB8IdSK6fnxAgEQIEnua90gdHEw2q7l9/T2IjsqhDwE477eTPwTKKmjYQ2kBy/fyEAIkQIPD0TT1eslRjCfTh+Oyzz8LdEmPatGnZNa8ffPDBsDgnrRWi5x1yyCFhUcnTXFg6dnph2dALqzgECLLuv/9+/+Epl6qLhx9+2J/LaqutVlQYavChnqceaknzpz/9yR/79OnTw6KsQgIkngtMd3JpEt+56vxzIUAiBAiyNFJbHx7NWKvJ+crBKaec4s9JK/dphHkhNGuxLhBq79FgxKTQhJFqx1Jg1nQkutZCUTdo9c5LE52vzjvfWjgESIQAgacLZTyKeciQIWFxYulCEE/LXsxd1c477+yfk2vxrVITfwHYd999w6JKCgkQ2XDDDf3rzZ49OywqSzpPna/OOx8CJEKAwIuXbm3Xrl3Ob69JNH78eP9h1zfLQhZckosuusj/PK688sqwqGSdfvrp/pi1cFgue+55p9t662szAZJ7dL6m8tfrjRgxIiwqSzpPnW8hSxgQIBECBG7OnDm+2qPUl26tibhrrhYNmjdvXli8FC04pf01DUoS6A4yrn7JtwhYq1aHujXXbO8WLqx+PRi56667/M+gW7duYVFZ0nnqfHXe+RAgEQIE7qSTTvIfnHLvcRP3UNJ8UfnoLiyuwnn//ffD4pITf3vWeif5aKyM9tV4n1zizgTNmjUru7vSkM5P56nz1XnnQ4BECJCUe+edd/y3Vq1mV+7rPsyfP9+tt956/iJxyy23hMVL6d27t9/XMpakrmnNlkKrmwoNEImn83/llVfCorKi89N56nwLQYBECJCU69Chg//gXH311WFRWRo7dmx2nEu+KbtVtaf9tOWaHr2+PfLII/7/UF14C1n4q5gAue666/y+J598clhUVnR+Ok+dbyEIkAgBkmJxtYdu3YuZ7jzpevXq5c978803z9tdM26YLtXqPR1/HAjDhw8Pi6tUTIDorlSBu+qqqxa0fxLpvHR+Os9C78IJkAgBklJacS2u4x85cmRYXNY0HiReOEjtP7nMnTvXdzBQNV8pVuOcd955/jwKafuIFRMgcsQRR/j9L7/88rCoLOi8dH46z0IRIBECJKWe79PHbZ/50Gjt7zTStO/xhJEPPfRQWFxJv379sndq33yTu+dSXdK4D/Wc0+SRWue+UMUGiDoR6H203KsGK5YTnY/OS+dXTGcJAiRCgKTR55+76ZmLztDMLfvn48eHpamhKryVVmrkmjffy82YUXktlIrUQ2e33XbzF11NMFkKPZJ0sYsD8L777guLcyo2QOSggw7yz9EdTzmJ7+B0fsUgQCIESBp17Zr5n8/81596aliSOueff6tr0eIid/zxj7mff66+AXrGjBl+DIkuNhdccEFYXKc0r1fcm0zrthTLEiCffvppdsp/DcwsBzoPnY/OS+dXDAIkQoCkjabmyNyuu0aNnCtgQF25W7z4x8xdxQg/tccdd4wLiyt56623smuNaKR6fZgwYUI2yP7yl7/kXMu+OpYAkT59+vjnbb/99omaI6wqOn6dh85H51UsAiRCgKSJql7atInuPvr2DUtT65NP5rs///nuzAVlQCYkcvfCef755/0667rwqOtnXV5I1eYRV1spPH74IfdcVtWxBojeb+utt/bPPffcc8PiRNHx6zx0PpafIwESIUDSZNCgKDw231xTzoalqTZ8+AR/F7LXXve7r77K3aVZ68irZ5YuQJo7rNjqj2Kpq2737t19Q6/eU+vTW+48YtYAkY8++sgPOtWxaLr8JNJx6/h1HjofCwIkQoCkhXoPrb12FCCjR4elcPpWOtqHyHnnPRsWLUXTXcSjtHVHogFoy+JuRIME4wu+qs+KbTCvSk0CRIYOHeqfr7YDhWmS6Hh13Dp+nYcVARIhQNKiZ88oPPbZJyzB/yxcuNh16TLUh8iIER+ExUvRKo5nn322H4CmC1LTpk3d7bffblqHvSIFkboWa0Erva42jfP45JNPwl1NahogEo+dUJVavsWXSoWOM64CrOmYFgIkQoCkweTJ+o13bqWVVOEflqKCN9+c6dtC1CYyaVL1XXsr0gzG8ZQw8Z3Ccccd5wdofvXVV+HuVdL4kieffNJXT2lW3fi1ND3JAw88EO5eI7URIKIeYHGIlPqdiI4vDg9Lz7UQARIhQNLggAOiu48ePcISVOH229/0dyGHHvqQ++GHwlYxFK01ohl/1TU0DgCNYG/RooV/XBcuffONN/37gMz/jaZUie9itKl+XgM8dRdSyNxWhVJjsUJKFz+9jybSrAkdWxwiqhYq1TYRHVdcbaXjrenPNJ7eRf/PaUeAlLsxY6LwaNLEuQK/DaedxoMcd9yjPkSuvvrlsDivWbNm+aqsAw880M+xFAdDrq1hw4Z+JUEtBjVt2rTwJc3UAK87oaOOOso3Gld8TwWJuiPXdHR9XJ2lTb2btCRwKdBxxL2ttNW02koBrElH45+jfn5pR4CUM60BrumpM7/sbsCAsBQ5zJz5jdtll3t9iLz44mdhcVH0jfW5557zDeADBw70FzL9qX8/++yztT7Tr9azv//++/2o+bjLsTZ9Y+7UqZO75ppr3PHHH+9WXHFF//g666zjj6UmI+z1fvGFVeMr6nuwod4/Hueh49Lx1cSoUaPcxhtv7F9Pd5XHHHPMMu99lwQESDm77bYoPLbdVvUNYSnyeO65yT5AOna8L3NXsSgsLilqz1AI6C4mrqLSttJKK7kuXbq4e+65Z6mVGDV/1l577ZXdt23btn4lRit1iY3HiSisNE1IXc+dpffT+8bViDoea1dd0ZQx6sAQ/4zat2/v3n777XC31CJAytWCBc41bhyNOi/xBs5S1qfPSz5ETjjh8UwG27+hLwtar2RA5s5y9913z95NaFN9v9pWBg8eXFAj/jPPPOMb6/Vctb/89a9/9VO3WKgHmUZ2q4FZr6eJCnXHVdMG+3z0+nofvZ/eV++v47B2rdbiY+rQELdNbbDBBu7BBx8Md0s9AqRcnXlmdPdx2GFhCYrw/fc/ub/8JZrq5PHHC5/xdlmZOXOWX99djewVG97V8+vwww/3a4JYuhGrveCmm27K9lTS611xxRXmdWJUvaPR8vHgR7XxaOR+bU+Jr9fT6+r14wDU+1qrlzTVf9++fV2jRo3866kKUEGk5Q+wNAKkHGlNZ/UQyXwTdVOnhqUo0qeffunOPnu0+/DDuWFRnVB7zJAh492RR96RubC1zoaGRsNroatHH3201i5wquY65ZRTsuGkLr/5prvPRVVAWmejYthpWvxu3br52ZB1F1UM7a/n6fnxGuba9Pp6n2KmZA+pPUo95uLX7Nq1q5s+fXq4GyogQMrRq686t/zyzl15ZViChJg27St3zz3vuL/+dZS/+9G2zTbXu803P9ydeOIpvtrJWj1TCC33u8suu2Qvpvp7TQYMqiOBRutvueWW2deMN1U77bDDDr5huqquznpc5XH1VMVNr6fXLXQlwapoVoF99tkn+5pt2rTJfIReDXdDFQiQcmWsekD9mTx5gevf/y132GEPZ0ND2x57DHV/+9srfpDjTz/Z58Cy0BiKeOChvuWrukirNNaELth33XVX5jwP820LYSjk2rS/nqfn63VqQu1D559/vu9ooNdee+213aBBg2rUGy1tCBCgCPFFvV+/f4dFXlxeKFWLaeDiQQc9WCk09t57mLvhhtfcO+/M8pMo1ye1g1yZuZuNp7JXO8mNN95Ya+M9NFZFdzfqKltVV2c9rvJ869cXSgMJ9dpNmjTx56MA6dmzZ43Hw6QRAQIUIb7At2s30E2dujAsLihA3ntvlrv55tfdfvs9UCk09t9/uLvlljfchAnFtQvUFfXMUptL3DCunltPP/10uFtJe/nll12rVq2ydzTqrTZZU/3AhABJGnXLvOwy57bZxmW+Ekbb1ls7d+mlmg0w3Bu1rOIF/8wzl754Vhcgc+Z866677lU/XXzF19BiVnfeOc6vSZIUr7/+uh8zEl+ENc6kmDXZ68PUqVN9L7X4mNV2MkazNKBGCJAkmTjRuQ02iLrnVrWpTPtgmYkv/Ged9Yz/86WXplRZHurde2y27MgjR7qBA992n32W3MBXO4GqlzSKXRdkjUPRtCELS+xLjKq9evfunZ0LSw3x6gat7rqoOQIkKVT/u+mmUVC0bBmt6bFokeYU15DpaLS5yrRPLdUVY2lxCEyZsjDzLXygr4ZasuTXhu3qAmTGjK/dY4995P8sJ5o25eKLL86Ofl9zzTVd//79a7TgVW3R9CWaYl/HpZHpZ5xxhlugAbaoNQRIUmgJWgWEVhNUcIT0WIsW0T79+oWlqCUVA0KN3Pq77iaqKk+TeOBgXEXUMvMlZ+zYseFudWLcuHFuxx13zB5L586d3Qcf5F/fBcUjQJKiQ4coHHJNpzB8eLTPLruEJaglFQPi669/cJ06Dc5crO7JzpWV1gCJ/eMf/8jOh6XtkEMOydytTQl3WyY0C7ImidRkh3rv5s2bZ+76Hgt3Qy0iQJJijTWicMg1cjfzAfL7aA4sLBNhQDz00If+3xdeGDXIhuVppOqrO+64I7swlual6tWrl2mKlUJoQOW1116bnTpff+rfy3KgJSKpDxAtsKPuiBqcpFXkarrdltkmZzZX0y1chU5TkygccjX+qV++9mGhm2UmDAhNsBgP/HvjjRlLlaeZJjjUkr/xRI/rrbeeGzJkSLhbjegOQ3caen3deegORHciqBvLhQ+kiXqSbLjhhtnb7drYDs5sr2c2V9OtY8fKB1vIHcjs2dE+3IEsM1UFRBwcWsGwqvK0mzhxottjjz1c/BnRtCRaBrgm1Kahto34NXfaaSff9oG6tVz4QJpoumv98qmnhvqEq9GvptsHme3rzOZquoXTRdAGUhKqC4ju3Z/LllVVjuhuf9NNN/WfOQ1G1BxXxc5hpV5U6k0Vr/ehz+6wYcPC3VBHUhsg6n647rrr+l/Cp556KiwuPXEvrC22iLruhvSYyrQPvbCWmeoCYvr0rzPfrAdWW46Ipj+5/vrr/UzC+uxptUAtE6vlYnPRuA2N34gnVNS4Do3vqK3pTWCT2gBR33X9ImoUbSIoIDbZJAqI7baLxn7oMX2ANKJWj6mMcSDLVK6A0PxYucrxK03LfuKJJ2Z7TGm5WM15VRXVDlScxVcjyjWyHPUvlQHy2Wef+Z4hatyryXKXdU6jzDO37D4oqtpUxkh0JIiWh9UysXE4aPnYeE2PSZMm+bmq4jLNYaW5rFA6Uhkg8YCnc845JywqfZoqInPr7ue/WmWVaNtqK+bCQqJpudh4andNG6/OLfE065o1V7PnahZdlJbUBYgGOumXUlMulNq8PUCaaVVFLR8bN5CrekvrdRSyrjvqR6oCRAOcttlmG//Leeedd4bFAEqABh3qM6pxVShtqQoQhYZ+MRUipTDZG4ClqbeVPqcKEpS21ASIqqtUbaVfzLEaZwGgJBEgyZGaAFGDuX4p1YAOoHQRIMmRigDRVArqsquuu+rCC6B0ESDJkYoA0WBB/UJq8CCA0kaAJEfZB4imKdEvo6Yt0fQlAEobAZIcZR0gmndns80287+MtT2NNIBlgwBJjrIOkBtuuMH/IrZr185P3Q6g9BEgyVG2AaLJ2jTjp6aNrunaAwDqDgGSHGUbICeffLL/JTz66KPDIgAljABJjrIMkHfeecfPo6O1BopdsAZA/SJAkqMsA6RDhw7+F1AL1QBIFgIkOcouQEaMGOF/+Zo1a+YWL14cFgMocQRIcpRVgGg6aK0joF++kSNHhsUAEoAASY6yCpArrrjC/+LtuuuuYRGAhCBAkqNsAuTzzz93DRo08KuZjR8/PiwGkBAESHKUTYB07drV/9KdeuqpYRGABBl86wi38XJt3I29WPSt1JVFgLz22mt+wODqq6/u5s2bFxYDSJDRt77hDlnuMje814thEUpM4gNEU5S0adPG333cfPPNYTGAhPnHrR+4U5br7x7rNS4sQolJfIDce++9PjxatGjhJ08EkGwESHIkOkC++eYbt/baa/sAGT16dFgMIIEIkORIdIBce+21Pjz22WefsAhAQhEgyZHoABk2bJjbdttt3aRJk8IiAAlFgCRHogMEQPkhQJKDAAFQUgiQ5CBAAJQUAiQ5aiVA1JCtrTr5yqvz008/ufvuu8916dLFrbXWWm7FFVf0f7Zu3dp1797dvffee+FTACQcAZIcxV/Vq5AvIPKVV+WLL75wbdu2zT63ug1AeSFAkqNWrsD5Lub5ykMaEKi7DD1n/fXXd3fddZebMmWKW7JkiZ+qRCsO9u3b17Vs2TJ8KoCEI0CSo/Creg75AiJfeWjAgAF+/4022sjNmTMnLAZQxgiQ5Cj8qp5DvoDIVx7q1KmT33/IkCFhEYAyR4AkR+FX9RzigMi3Fapx48Z+/9mzZ4dFAMocAZIchV/VcwiDorqtUCussILfX72wAKTL2Ns/9AHyRG8CpNQVflXPIV9A5CsPcQcCpNf8qYvcoGPGupkffBkWocQUflXPIV9A5CsPdezY0e9PGwgAlK7Cr+o55AuIsPyFF15wnTt3dg0bNnTrrLOOO/bYYyvdbfTv39/v36xZMzd37tzs4wCA0lH9Vb8IYUCEwnLdYYwaNcrNnDnTr+nRp08f3/MqpvEerVq18s9p2rSpD5SpU6f68SHz58937777ruvXr5+fiRcAUD+qv+oXIQyIUL7yRYsWuVVWWaXSYzNmzMgOJsy1AQDqR61cgfNdzHOVf/vtt+6aa66pclEo3XEMGjTI7bHHHq5JkyZ+Liz9qWDp0aOHGz9+fPgUAGVAvbC0obRVfVWvI3GwKBRYFApAjABJhnoNEPn666/dZZdd5tq3bx8WAUgpAiQZ6j1ARCHSoEGD8GEAKUWAJEO9BMhBBx3kZ9RdvHixmz59ujvzzDOrbAMBkE4ESDLUS4A88cQTbvvtt3crr7yy76bbrVs3t2DBgnA3AClFgCRDvQQIAORCgCQDAQKg5BAgyUCAACg5BEgyECAASg4BkgwECICSQ4AkAwECoOQQIMlAgAAoOQRIMhAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8P7F2J6dfw7kQAAAAAElFTkSuQmCC)
PN: 4H58-M-01
CAS: 1033463-34-1
Molecule Weight: 350.54
Formula: C10H8ClIN2O2
![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 2,8-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-BR
CAS: 241146-66-7
Molecule Weight: 218.256
Formula: C12H14N2O2
Melting Point: 126-128 ℃
TSCA: Not listed on TSCA inventory